diff --git a/.github/codecov.yml b/.github/codecov.yml index 19151f33..87db920c 100644 --- a/.github/codecov.yml +++ b/.github/codecov.yml @@ -1,5 +1,5 @@ ignore: - - "scarf/tests/*" + - "tests/*" - "setup.py" github_checks: false diff --git a/.github/workflows/publish.yml b/.github/workflows/publish.yml index aed68b81..f39cbc96 100644 --- a/.github/workflows/publish.yml +++ b/.github/workflows/publish.yml @@ -7,20 +7,16 @@ on: jobs: build: name: Build distribution - runs-on: ubuntu-22.04 + runs-on: ubuntu-26.04 steps: - uses: actions/checkout@v4 - - name: Set up Python - uses: actions/setup-python@v5 + - name: Install uv + uses: astral-sh/setup-uv@v5 with: - python-version: 3.11.9 - - name: Install dependencies - run: | - python -m pip install --upgrade pip - python -m pip install --upgrade setuptools wheel build + python-version: "3.14" - name: Build a binary wheel and a source tarball - run: python -m build + run: uv build - name: Store the distribution packages uses: actions/upload-artifact@v4 with: @@ -31,12 +27,12 @@ jobs: name: Publish to PyPI needs: - build - runs-on: ubuntu-22.04 + runs-on: ubuntu-26.04 environment: name: pypi url: https://pypi.org/p/scarf permissions: - id-token: write # IMPORTANT: mandatory for trusted publishing + id-token: write steps: - name: Download all the dists uses: actions/download-artifact@v4 diff --git a/.github/workflows/pytest.yml b/.github/workflows/pytest.yml index fd52a39d..abeeae35 100644 --- a/.github/workflows/pytest.yml +++ b/.github/workflows/pytest.yml @@ -12,27 +12,67 @@ on: jobs: test: - runs-on: ${{ matrix.os }} + runs-on: ubuntu-26.04 + env: + HNSWLIB_NO_NATIVE: "1" strategy: + fail-fast: false matrix: - os: [ubuntu-22.04, windows-2019] - python-version: [3.11.9] + python-version: ["3.12", "3.13", "3.14"] + resolution: [locked] + include: + - python-version: "3.12" + resolution: lowest-direct steps: - uses: actions/checkout@v4 - - name: Set up Python ${{ matrix.python-version }} - uses: actions/setup-python@v5 + - name: Install system build dependencies + run: | + sudo apt-get update + sudo apt-get install -y build-essential libfftw3-dev libmetis-dev + - name: Install uv + uses: astral-sh/setup-uv@v5 with: python-version: ${{ matrix.python-version }} - - name: Install dependencies + - name: Install dependencies (locked) + if: matrix.resolution == 'locked' + run: uv sync --group profiling --extra test --extra extra + - name: Install dependencies (lowest-direct) + if: matrix.resolution == 'lowest-direct' + run: uv pip install --resolution lowest-direct -e ".[test,extra]" --group profiling + - name: Lint and check formatting + if: matrix.resolution == 'locked' && matrix.python-version == '3.12' + run: | + uv run ruff check scarf profiling tests + uv run ruff format --check scarf profiling tests + - name: Type check + if: matrix.resolution == 'locked' && matrix.python-version == '3.12' + run: uv run mypy scarf profiling + - name: Download test fixtures run: | - python -m pip install --upgrade pip - pip install -r requirements.txt - pip install -r requirements_extra.txt - pip install pytest pytest-cov topacedo anndata==0.11.4 pcst_fast - - name: Test with pytest + if [ "${{ matrix.resolution }}" = "lowest-direct" ]; then + uv run --no-sync python -m tests.download_fixtures --with-h5ad + else + uv run python -m tests.download_fixtures --with-h5ad + fi + - name: Test with pytest (parallel) run: | - pytest --cov=. + if [ "${{ matrix.resolution }}" = "lowest-direct" ]; then + uv run --no-sync pytest \ + -n auto \ + --dist loadfile \ + --cov=scarf \ + --cov-report=xml \ + --cov-report=term + else + uv run pytest \ + -n auto \ + --dist loadfile \ + --cov=scarf \ + --cov-report=xml \ + --cov-report=term + fi - name: Upload coverage to Codecov + if: matrix.resolution == 'locked' && matrix.python-version == '3.14' uses: codecov/codecov-action@v3 with: fail_ci_if_error: false diff --git a/.gitignore b/.gitignore index ed5e52db..44e2b005 100644 --- a/.gitignore +++ b/.gitignore @@ -3,19 +3,46 @@ __pycache__ build dist +*.egg-info scarf.egg-info scarf_toolkit.egg-info +.venv +.venv*/ +.ruff_cache dask-worker-space +# zarr ":memory:" URL materialized as a local directory by older tests +:memory: +:memory:/ *.ipynb_checkpoints *.ipynb +!docs/.jupyter_cache/executed/**/base.ipynb +docs/.jupyter_cache/_parallel/ +docs/.ipython/ docs/source/vignettes/README.md docs/source/vignettes/scarf_datasets docs/source/vignettes/dev docs/source/vignettes/*.txt docs/source/vignettes/*.mtx +docs/build/ +docs/_build/ docs/jupyter_execute +docs/source/scarf_datasets/ .coverage +coverage.xml +htmlcov/ .pytest_cache interrogate_badge.svg -scarf/tests/datasets/* -test_data \ No newline at end of file +tests/datasets/* +!tests/datasets/markers_all_clusters.csv +tests/.env +tests/.env.* +benchmarks/.env +benchmarks/.env.* +!benchmarks/.env.example +profiling/.env +profiling/.env.* +!profiling/.env.example +profiling/config.toml +# Generated / local-only run configs (machine grids). Keep LEARNINGS.md + examples. +profiling/layouts/ +test_data diff --git a/.readthedocs.yml b/.readthedocs.yml index 8f46b01c..fcb98135 100644 --- a/.readthedocs.yml +++ b/.readthedocs.yml @@ -1,17 +1,17 @@ version: 2 build: - os: ubuntu-22.04 + os: ubuntu-26.04 tools: - python: "3.11" + python: "3.14" python: install: - - requirements: requirements.txt - - requirements: requirements_extra.txt - - requirements: docs/source/requirements.txt - method: pip path: . + extra_requirements: + - extra + - docs sphinx: configuration: docs/source/conf.py diff --git a/Dockerfile b/Dockerfile index cae4f984..08227c43 100644 --- a/Dockerfile +++ b/Dockerfile @@ -1,28 +1,19 @@ -FROM ubuntu:22.04 +FROM ubuntu:26.04 RUN apt update -y && apt autoremove -y && apt clean -y && apt autoclean -y && apt upgrade -y -RUN apt install -y wget build-essential git nano +RUN apt install -y wget build-essential git nano curl libfftw3-dev libmetis-dev libtbb-dev -# The following is done to make sure that tzdata package doesnt prompt for timezone during installation ARG TZ="Europe/Stockholm" RUN DEBIAN_FRONTEND="noninteractive" TZ=$TZ apt-get -y install tzdata -RUN ln -snf /usr/share/zoneinfo/$TZ /etc/localtime && echo $TZ > /etc/timezone & +RUN ln -snf /usr/share/zoneinfo/$TZ /etc/localtime && echo $TZ > /etc/timezone -#Installing dependencies for sgtsne -RUN apt install -y libmetis-dev libtbb-dev libfftw3-dev lib32gcc-7-dev libflann-dev libcilkrts5 +COPY --from=ghcr.io/astral-sh/uv:latest /uv /uvx /bin/ -# Installing lastest Miniconda3 -RUN wget -O miniconda_inst "https://repo.anaconda.com/miniconda/Miniconda3-latest-Linux-x86_64.sh" && \ - bash miniconda_inst -b && \ - rm miniconda_inst +WORKDIR /workspace +COPY . /workspace -# Exporting PATH and also saving it in bashrc for next session -# /workspace/bin is so that sgtsne can be found -RUN echo "export PATH=$PATH:/root/miniconda3/bin:/workspace/bin" >> /root/.bashrc -ENV PATH=$PATH:/root/miniconda3/bin:/workspace/bin +RUN uv python install 3.14 && uv sync --extra extra +ENV PATH="/workspace/.venv/bin:$PATH" -# Installing numpy and pybind11 beforehand because sometimes they don't install so well from requirements.txt -RUN pip install --upgrade pip -RUN pip install --no-cache-dir -U numpy pybind11 - -RUN pip install scarf +RUN echo "export PATH=/workspace/.venv/bin:/workspace/bin:$PATH" >> /root/.bashrc +ENV PATH=/workspace/.venv/bin:/workspace/bin:$PATH diff --git a/LICENSE b/LICENSE index 24be6712..c3d7596e 100644 --- a/LICENSE +++ b/LICENSE @@ -1,6 +1,6 @@ BSD 3-Clause License -Copyright (c) [2021], [Dhapola P, Karlsson G] +Copyright (c) 2026, Nygen Analytics AB All rights reserved. Redistribution and use in source and binary forms, with or without diff --git a/MANIFEST.in b/MANIFEST.in index 70740d68..83fae383 100644 --- a/MANIFEST.in +++ b/MANIFEST.in @@ -7,11 +7,11 @@ exclude .readthedocs.yml exclude Dockerfile prune scarf_toolkit.egg-info prune docs -prune scarf/tests +prune tests +prune profiling +prune scripts prune .circleci prune .github -include requirements.txt -include requirements_extra.txt include VERSION -include pypi_README.rst +include README.md graft bin diff --git a/README.md b/README.md new file mode 100644 index 00000000..f203b599 --- /dev/null +++ b/README.md @@ -0,0 +1,65 @@ +# Scarf + +Out-of-core, graph-first workflows for million-cell RNA-seq and CITE-seq. + +[![PyPI](https://img.shields.io/pypi/v/scarf.svg)](https://pypi.org/project/scarf) +[![Docs](https://readthedocs.org/projects/scarf/badge/?version=latest)](https://scarf.readthedocs.io) +[![Tests](https://github.com/parashardhapola/scarf/actions/workflows/pytest.yml/badge.svg)](https://github.com/parashardhapola/scarf/actions/workflows/pytest.yml) +[![Coverage](https://codecov.io/gh/parashardhapola/scarf/branch/master/graph/badge.svg?token=ZvJXuYq3pd)](https://codecov.io/gh/parashardhapola/scarf) +[![Downloads](https://pepy.tech/badge/scarf)](https://pepy.tech/project/scarf) + +## Installation + +Requires Python 3.12+. + +```bash +pip install scarf[extra] +``` + +## Features + +- Analyze atlas-scale scRNA-seq on modest hardware (tested up to 4M cells) +- CITE-seq multimodal analysis with WNN and SNN integration +- Zarr-backed chunking for low memory use +- Parallel UMAP and SG-tSNE embeddings +- Harmony batch correction and partial PCA for merged datasets +- Cell projection and label transfer across datasets +- TopACeDo subsampling for representative cell selection +- Hierarchical clustering with interpretable dendrograms + +## Quick start + +Convert a Cell Ranger `filtered_feature_bc_matrix.h5` to Zarr, then run a minimal scRNA-seq workflow: + +```python +import scarf + +reader = scarf.CrH5Reader("filtered_feature_bc_matrix.h5") +scarf.CrToZarr(reader, zarr_loc="data.zarr").dump(batch_size=1000) + +ds = scarf.DataStore("data.zarr", nthreads=4, min_features_per_cell=10) +ds.filter_cells(attrs=["RNA_nCounts", "RNA_nFeatures"], highs=[15000, 4000], lows=[1000, 500]) + +ds.mark_hvgs(min_cells=20, top_n=500) +ds.make_graph(feat_key="hvgs", k=11, dims=15, n_centroids=100) +ds.run_umap(n_epochs=250, spread=5, min_dist=1, parallel=True) +ds.run_leiden_clustering(resolution=0.5) + +ds.plot_layout(layout_key="RNA_UMAP", color_by="RNA_leiden_cluster") +``` + +## Documentation + +- [Installation guide](https://scarf.readthedocs.io/en/latest/install.html) +- [scRNA-seq tutorial](https://scarf.readthedocs.io/en/latest/vignettes/basic_tutorial_scRNAseq.html) +- [CITE-seq tutorial](https://scarf.readthedocs.io/en/latest/vignettes/multiple_modalities.html) +- [Integration guide](https://scarf.readthedocs.io/en/latest/integration_guide.html) +- [Full API](https://scarf.readthedocs.io/en/latest/api.html) + +## Citation + +If you use Scarf in your research, please cite [Dhapola et al., Nature Communications (2022)](https://doi.org/10.1038/s41467-022-32097-3). + +## Support + +Open an [issue on GitHub](https://github.com/parashardhapola/scarf/issues) if you run into problems. diff --git a/README.rst b/README.rst deleted file mode 100644 index 80275d76..00000000 --- a/README.rst +++ /dev/null @@ -1,55 +0,0 @@ -.. raw:: html - - -

-

- - Scarf logo - -

A framework for memory-efficient analysis of single-cell genomics data

-
-

- -
- -

- - PyPiVersion - - - ReadTheDocs - - - TestStatus - - - TestCoverage - - - PyPiDownloads - - - GitHub tweet - -

- -

- 🔌 Installation | - 📖 Documentation | - 🚀 Getting started | - 📝 Article in Nature Comm -

- -
- -

- Install with all the dependencies: - pip install scarf[extra] -

- -
-

- Need support? Create an issue on Github. -

- - diff --git a/VERSION b/VERSION index d721c768..3eefcb9d 100644 --- a/VERSION +++ b/VERSION @@ -1 +1 @@ -0.32.3 +1.0.0 diff --git a/docs/.jupyter_cache/__version__.txt b/docs/.jupyter_cache/__version__.txt new file mode 100644 index 00000000..7f207341 --- /dev/null +++ b/docs/.jupyter_cache/__version__.txt @@ -0,0 +1 @@ +1.0.1 \ No newline at end of file diff --git a/docs/.jupyter_cache/executed/0ff35bd624be98069dcac21d4939b5aa/base.ipynb b/docs/.jupyter_cache/executed/0ff35bd624be98069dcac21d4939b5aa/base.ipynb new file mode 100644 index 00000000..85c8b50c --- /dev/null +++ b/docs/.jupyter_cache/executed/0ff35bd624be98069dcac21d4939b5aa/base.ipynb @@ -0,0 +1,620 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "d2f02e9b", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import scarf\n", + "\n", + "scarf.fetch_dataset(\n", + " dataset_name=\"kang_15K_pbmc_rnaseq\", save_path=\"scarf_datasets\", as_zarr=True\n", + ")\n", + "scarf.fetch_dataset(\n", + " dataset_name=\"kang_14K_ifnb-pbmc_rnaseq\", save_path=\"scarf_datasets\", as_zarr=True\n", + ")\n", + "\n", + "ds_ctrl = scarf.DataStore(\"scarf_datasets/kang_15K_pbmc_rnaseq/data.zarr\")\n", + "ds_stim = scarf.DataStore(\"scarf_datasets/kang_14K_ifnb-pbmc_rnaseq/data.zarr\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "4e0711b8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing normalized data with cell key I and feat key I__hvgs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix finished in 0.1s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics finished in 0.3s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing loadings for pca with 25 dims\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using existing kmeans cluster centers\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 2 iterations: 0.22314160440347816\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 3 iterations: 0.001572358853460111\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 4 iterations: 0.000578028919309917\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 5 iterations: 0.00020383831275753116\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 6 iterations: 3.019172533125785e-05\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans finished in 5.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.2s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 8.4s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 99.92%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 14.4s (7/7 steps, 14.0s in logged steps)\n", + "\n" + ] + } + ], + "source": [ + "ds_ctrl.cells.insert(\n", + " \"reference_batch\", np.repeat(\"control\", ds_ctrl.cells.N), overwrite=True\n", + ")\n", + "\n", + "reference = ds_ctrl.build_mapping_reference(\n", + " feat_key=\"hvgs\", batch_columns=[\"reference_batch\"]\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "307fa0d2", + "metadata": {}, + "outputs": [], + "source": [ + "reference = ds_ctrl.get_mapping_reference(feat_key=\"hvgs\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "17ba80b7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 features missing in target data\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded existing ANN stream from RNA/normed__I__hvgs/reduction__pca__25__I/ann__l2__50__50__48__4466\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "MappingResult(projection_path='RNA/projections/stim_symphony', n_cells=10111, 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RNAADT
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RNAADT
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IidsnamesnCellsdropOuts
0FalseENSG00000243485MIR1302-2HG07865
1FalseENSG00000237613FAM138A07865
2FalseENSG00000186092OR4F507865
3FalseENSG00000238009AL627309.1127853
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IidsnamesnCellsdropOuts
0TrueCD3CD3_TotalSeqB78641
1TrueCD4CD4_TotalSeqB78641
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3TrueCD14CD14_TotalSeqB78641
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" + ], + "text/plain": [ + " I ids names nCells dropOuts\n", + "0 True CD3 CD3_TotalSeqB 7864 1\n", + "1 True CD4 CD4_TotalSeqB 7864 1\n", + "2 True CD8a CD8a_TotalSeqB 7863 2\n", + "3 True CD14 CD14_TotalSeqB 7864 1\n", + "4 True CD15 CD15_TotalSeqB 7864 1" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 64.1 ms (started: 2026-07-11 01:58:27 +02:00)\n" + ] + } + ], + "source": [ + "ds.ADT.feats.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "d80ed436", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "154 cells flagged for filtering out using attribute RNA_nCounts\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "326 cells flagged for filtering out using attribute RNA_nFeatures\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "119 cells flagged for filtering out using attribute RNA_percentMito\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "21 cells flagged for filtering out using attribute RNA_percentRibo\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 2.56 s (started: 2026-07-11 01:58:27 +02:00)\n" + ] + } + ], + "source": [ + "ds.auto_filter_cells()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "fdf907a8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating summary statistics\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(RNA) feature stats block 1/1: read 5.5s (r2) compute 0.6s rss 973 MiB\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating HVGs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "997 genes marked as HVGs\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/parashar/scarf/scarf/plots.py:394: RuntimeWarning: divide by zero encountered in log2\n", + " nzm = np.log2(nzm)\n", + "/home/parashar/scarf/scarf/plots.py:395: RuntimeWarning: divide by zero encountered in log2\n", + " fv = np.log2(fv)\n" + ] + }, + { + "data": { + "image/png": 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", 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kmeans finished in 3.2s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.3s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 12.8s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 99.88%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 18.2s (7/7 steps, 18.1s in logged steps)\n", + "\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "138aa725f13c44e48af103fdaf9ca53e", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 33.6 s (started: 2026-07-11 01:58:29 +02:00)\n" + ] + } + ], + "source": [ + "ds.mark_hvgs(min_cells=20, top_n=1000, min_mean=-3, max_mean=2, max_var=6)\n", + "\n", + "ds.make_graph(feat_key=\"hvgs\", k=21, dims=15, n_centroids=100)\n", + "\n", + "ds.run_umap(n_epochs=250, spread=5, min_dist=1, parallel=True)\n", + "\n", + "ds.run_leiden_clustering(resolution=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "60289506", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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IidsnamesnCellsdropOuts
0TrueCD3CD3_TotalSeqB78641
1TrueCD4CD4_TotalSeqB78641
2TrueCD8aCD8a_TotalSeqB78632
3TrueCD14CD14_TotalSeqB78641
4TrueCD15CD15_TotalSeqB78641
5TrueCD16CD16_TotalSeqB78641
6TrueCD56CD56_TotalSeqB78641
7TrueCD19CD19_TotalSeqB7702163
8TrueCD25CD25_TotalSeqB78614
9TrueCD45RACD45RA_TotalSeqB78641
10TrueCD45ROCD45RO_TotalSeqB78641
11TruePD-1PD-1_TotalSeqB78632
12TrueTIGITTIGIT_TotalSeqB784916
13TrueCD127CD127_TotalSeqB78623
14TrueIgG2aIgG2a_control_TotalSeqB783926
15TrueIgG1IgG1_control_TotalSeqB78569
16TrueIgG2bIgG2b_control_TotalSeqB7639226
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IidsnamesdropOutsnCells
0TrueCD3CD3_TotalSeqB17864
1TrueCD4CD4_TotalSeqB17864
2TrueCD8aCD8a_TotalSeqB27863
3TrueCD14CD14_TotalSeqB17864
4TrueCD15CD15_TotalSeqB17864
5TrueCD16CD16_TotalSeqB17864
6TrueCD56CD56_TotalSeqB17864
7TrueCD19CD19_TotalSeqB1637702
8TrueCD25CD25_TotalSeqB47861
9TrueCD45RACD45RA_TotalSeqB17864
10TrueCD45ROCD45RO_TotalSeqB17864
11TruePD-1PD-1_TotalSeqB27863
12TrueTIGITTIGIT_TotalSeqB167849
13TrueCD127CD127_TotalSeqB37862
14FalseIgG2aIgG2a_control_TotalSeqB267839
15FalseIgG1IgG1_control_TotalSeqB97856
16FalseIgG2bIgG2b_control_TotalSeqB2267639
\n", + "
" + ], + "text/plain": [ + " I ids names dropOuts nCells\n", + "0 True CD3 CD3_TotalSeqB 1 7864\n", + "1 True CD4 CD4_TotalSeqB 1 7864\n", + "2 True CD8a CD8a_TotalSeqB 2 7863\n", + "3 True CD14 CD14_TotalSeqB 1 7864\n", + "4 True CD15 CD15_TotalSeqB 1 7864\n", + "5 True CD16 CD16_TotalSeqB 1 7864\n", + "6 True CD56 CD56_TotalSeqB 1 7864\n", + "7 True CD19 CD19_TotalSeqB 163 7702\n", + "8 True CD25 CD25_TotalSeqB 4 7861\n", + "9 True CD45RA CD45RA_TotalSeqB 1 7864\n", + "10 True CD45RO CD45RO_TotalSeqB 1 7864\n", + "11 True PD-1 PD-1_TotalSeqB 2 7863\n", + "12 True TIGIT TIGIT_TotalSeqB 16 7849\n", + "13 True CD127 CD127_TotalSeqB 3 7862\n", + "14 False IgG2a IgG2a_control_TotalSeqB 26 7839\n", + "15 False IgG1 IgG1_control_TotalSeqB 9 7856\n", + "16 False IgG2b IgG2b_control_TotalSeqB 226 7639" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 63.9 ms (started: 2026-07-11 01:59:04 +02:00)\n" + ] + } + ], + "source": [ + "ds.ADT.feats.update_key(~is_control, \"I\")\n", + "ds.ADT.feats.head(n=ds.ADT.feats.N)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "4d3e516e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ADTassay ADT with 14(17) features\n", + "norm_clr\n", + "time: 8.36 ms (started: 2026-07-11 01:59:04 +02:00)\n" + ] + } + ], + "source": [ + "print(ds.ADT)\n", + "print(ds.ADT.normMethod.__name__)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "51e521af", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans finished in 0.2s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.2s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 99.99%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 0.8s (7/7 steps, 0.7s in logged steps)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 805 ms (started: 2026-07-11 01:59:04 +02:00)\n" + ] + } + ], + "source": [ + "ds.make_graph(from_assay=\"ADT\", feat_key=\"I\", k=21, dims=0, n_centroids=100)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "6302d2c4", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "42e6110fb2fc4bee8e4ab4b50592d0fb", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 5.48 s (started: 2026-07-11 01:59:04 +02:00)\n" + ] + } + ], + "source": [ + "ds.run_umap(from_assay=\"ADT\", n_epochs=250, spread=5, min_dist=1, parallel=True)\n", + "\n", + "ds.run_leiden_clustering(from_assay=\"ADT\", resolution=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "0c348f88", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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IidsnamesRNA_percentMitoADT_nFeaturesADT_UMAP2ADT_UMAP1RNA_percentRiboADT_nCountsRNA_nCountsRNA_UMAP2RNA_nFeaturesRNA_leiden_clusterADT_leiden_clusterRNA_UMAP1
0TrueAAACCCAAGATTGTGA-1AAACCCAAGATTGTGA-18.66883117.0-10.567617-33.05085815.259740981.06160.033.0931212194.045-7.704962
1TrueAAACCCACATCGGTTA-1AAACCCACATCGGTTA-16.31610317.0-16.724813-20.65802619.0376881475.06713.031.1957022093.0413-9.251561
2TrueAAACCCAGTACCGCGT-1AAACCCAGTACCGCGT-18.05609017.0-18.583748-26.69184916.0022007149.03637.023.1630651518.025-0.288334
3TrueAAACCCAGTATCGAAA-1AAACCCAGTATCGAAA-19.00321517.0-27.73210023.47860518.7299046831.01244.0-24.527487737.053-28.146399
4TrueAAACCCAGTCGTCATA-1AAACCCAGTCGTCATA-16.20451917.0-25.04232023.72380816.3538876839.02611.0-17.6118551240.053-31.402884
\n", + "
" + ], + "text/plain": [ + " I ids names RNA_percentMito \\\n", + "0 True AAACCCAAGATTGTGA-1 AAACCCAAGATTGTGA-1 8.668831 \n", + "1 True AAACCCACATCGGTTA-1 AAACCCACATCGGTTA-1 6.316103 \n", + "2 True AAACCCAGTACCGCGT-1 AAACCCAGTACCGCGT-1 8.056090 \n", + "3 True AAACCCAGTATCGAAA-1 AAACCCAGTATCGAAA-1 9.003215 \n", + "4 True AAACCCAGTCGTCATA-1 AAACCCAGTCGTCATA-1 6.204519 \n", + "\n", + " ADT_nFeatures ADT_UMAP2 ADT_UMAP1 RNA_percentRibo ADT_nCounts \\\n", + "0 17.0 -10.567617 -33.050858 15.259740 981.0 \n", + "1 17.0 -16.724813 -20.658026 19.037688 1475.0 \n", + "2 17.0 -18.583748 -26.691849 16.002200 7149.0 \n", + "3 17.0 -27.732100 23.478605 18.729904 6831.0 \n", + "4 17.0 -25.042320 23.723808 16.353887 6839.0 \n", + "\n", + " RNA_nCounts RNA_UMAP2 RNA_nFeatures RNA_leiden_cluster \\\n", + "0 6160.0 33.093121 2194.0 4 \n", + "1 6713.0 31.195702 2093.0 4 \n", + "2 3637.0 23.163065 1518.0 2 \n", + "3 1244.0 -24.527487 737.0 5 \n", + "4 2611.0 -17.611855 1240.0 5 \n", + "\n", + " ADT_leiden_cluster RNA_UMAP1 \n", + "0 5 -7.704962 \n", + "1 13 -9.251561 \n", + "2 5 -0.288334 \n", + "3 3 -28.146399 \n", + "4 3 -31.402884 " + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 272 ms (started: 2026-07-11 01:59:10 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "0acb29cc", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", 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'RNA_nCounts',\n", + " 'RNA_leiden_cluster',\n", + " 'RNA_UMAP2',\n", + " 'ADT_leiden_cluster',\n", + " 'RNA_UMAP1']" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 34.6 ms (started: 2026-07-11 01:59:33 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "6cc5967d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing normalized data with cell key I and feat key I__hvgs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix finished in 0.1s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing loadings for pca with 15 dims\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing ANN index\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using existing kmeans cluster centers\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans finished in 0.0s (reusing cached)\n", + "\n" + ] 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"make_graph step 6/7: smooth KNN distances into graph finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 0.3s (7/7 steps, 0.2s in logged steps)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing normalized data with cell key I and feat key I\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix finished in 0.1s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing ANN index\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using existing kmeans cluster centers\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "KNN graph already exists will not recompute.\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 0.2s (7/7 steps, 0.1s in logged steps)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No dimension reduction was user for ADT data. Memory consumption will be high.\n", + "\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "04240c40e1ed4a60a88b5719c712b773", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 12 s (started: 2026-07-11 01:59:33 +02:00)\n" + ] + } + ], + "source": [ + "ds.integrate_assays(assays=[\"RNA\", \"ADT\"], label=\"RNA+ADT_wnn\", method=\"wnn\")\n", + "\n", + "ds.run_umap(\n", + " integrated_graph=\"RNA+ADT_wnn\", n_epochs=500, spread=5, min_dist=0.5, parallel=True\n", + ")\n", + "\n", + "ds.run_leiden_clustering(integrated_graph=\"RNA+ADT_wnn\", resolution=1.75)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "6c1d5b96", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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"2.0.0", + "_view_name": "StyleView", + "bar_color": "#34abeb", + "description_width": "" + } + } + }, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/docs/.jupyter_cache/executed/2e1e7de812f721f6dfeda0891d49802d/base.ipynb b/docs/.jupyter_cache/executed/2e1e7de812f721f6dfeda0891d49802d/base.ipynb new file mode 100644 index 00000000..558fc781 --- /dev/null +++ b/docs/.jupyter_cache/executed/2e1e7de812f721f6dfeda0891d49802d/base.ipynb @@ -0,0 +1,705 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "456614f9", + "metadata": {}, + "outputs": [], + "source": [ + "import scarf\n", + "import scarf.plotting as splt\n", + "\n", + "scarf.fetch_dataset(\"tenx_5K_pbmc_rnaseq\", save_path=\"scarf_datasets\")\n", + "reader = scarf.CrH5Reader(\"scarf_datasets/tenx_5K_pbmc_rnaseq/data.h5\")\n", + "scarf.CrToZarr(reader, zarr_loc=\"scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr\").dump(\n", + " batch_size=1000\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "83939269", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Minimum cell count (502) is lower than size factor multiplier (1000)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "597 cells flagged for filtering out using attribute RNA_nCounts\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "461 cells flagged for filtering out using attribute RNA_nFeatures\n", + "\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\n", + " \"scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr\", nthreads=4, min_features_per_cell=10\n", + ")\n", + "ds.filter_cells(\n", + " attrs=[\"RNA_nCounts\", \"RNA_nFeatures\"], highs=[15000, 4000], lows=[1000, 500]\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "2996ade9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating summary statistics\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(RNA) feature stats block 1/1: read 4.9s (r2) compute 0.3s rss 956 MiB\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating HVGs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "500 genes marked as HVGs\n", + "\n" + ] + }, + { + "data": { + "image/png": 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kmeans finished in 0.5s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 11.5s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 99.95%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 13.2s (7/7 steps, 13.2s in logged steps)\n", + "\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "ab6f6b2ddda040d18e573ee4a6624084", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ds.mark_hvgs(min_cells=20, top_n=500)\n", + "ds.make_graph(feat_key=\"hvgs\", k=11, dims=15, n_centroids=100)\n", + "ds.run_umap(n_epochs=250, spread=5, min_dist=1, parallel=True)\n", + "ds.run_leiden_clustering(resolution=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "21a4244f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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save_path=\"./scarf_datasets\",\n", + " as_zarr=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "21de5cb1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 202 ms (started: 2026-07-11 11:46:53 +02:00)\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\n", + " \"scarf_datasets/bastidas-ponce_4K_pancreas-d15_rnaseq/data.zarr\",\n", + " nthreads=4,\n", + " default_assay=\"RNA\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "4a7f93c8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "DataStore has 3413 (3696) cells with 1 assays: RNA\n", + " Cell metadata:\n", + " 'I', 'ids', 'names', 'G2M_score', 'RNA_G2M_score', \n", + " 'RNA_percentMito', 'RNA_nFeatures', 'RNA_percentRibo', 'clusters_coarse', 'RNA_cell_cycle_phase', \n", + " 'RNA_nCounts', 'RNA_S_score', 'RNA_cluster', 'RNA_UMAP2', 'clusters', \n", + " 'RNA_UMAP1', 'S_score'\n", + " RNA assay has 12497 (27998) features and following metadata:\n", + " 'I', 'ids', 'names', 'highly_variable_genes', 'nCells', \n", + " 'I__hvgs', 'dropOuts'" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 89.7 ms (started: 2026-07-11 11:46:53 +02:00)\n" + ] + } + ], + "source": [ + "ds" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "30a3e9ce", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 994 ms (started: 2026-07-11 11:46:53 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_layout(\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=[\"RNA_cluster\", \"clusters\"],\n", + " width=4,\n", + " height=4,\n", + " legend_onside=False,\n", + " cmap=\"tab20\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "22ce4866", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating SVD of graph laplacian. This might take a while...\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 621 ms (started: 2026-07-11 11:46:54 +02:00)\n" + ] + } + ], + "source": [ + "ds.run_pseudotime_scoring(\n", + " source_sink_key=\"RNA_cluster\", # Column that contains cluster information\n", + " sources=[1], # Source clusters\n", + " sinks=[3], # Sink clusters\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "eb5ac3a5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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IidsnamesI__RNA_pseudotime__rhighly_variable_genesnCellsI__hvgsI__RNA_pseudotime__pdropOuts
0FalseXkr4Xkr4NaNFalse6FalseNaN3690
1FalseGm37381Gm37381NaNTrue0FalseNaN3696
2FalseRp1Rp1NaNTrue0FalseNaN3696
3FalseRp1-1Rp1-1NaNTrue0FalseNaN3696
4FalseSox17Sox17NaNTrue0FalseNaN3696
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" + ], + "text/plain": [ + " I ids names I__RNA_pseudotime__r highly_variable_genes \\\n", + "0 False Xkr4 Xkr4 NaN False \n", + "1 False Gm37381 Gm37381 NaN True \n", + "2 False Rp1 Rp1 NaN True \n", + "3 False Rp1-1 Rp1-1 NaN True \n", + "4 False Sox17 Sox17 NaN True \n", + "\n", + " nCells I__hvgs I__RNA_pseudotime__p dropOuts \n", + "0 6 False NaN 3690 \n", + "1 0 False NaN 3696 \n", + "2 0 False NaN 3696 \n", + "3 0 False NaN 3696 \n", + "4 0 False NaN 3696 " + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 182 ms (started: 2026-07-11 11:47:06 +02:00)\n" + ] + } + ], + "source": [ + "ds.RNA.feats.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "f3831aff", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 97.3 ms (started: 2026-07-11 11:47:06 +02:00)\n" + ] + } + ], + "source": [ + "corr_genes_df = ds.RNA.feats.to_pandas_dataframe(\n", + " columns=[\"names\", \"I__RNA_pseudotime__p\", \"I__RNA_pseudotime__r\"], key=\"I\"\n", + ")\n", + "\n", + "# Rename the columns to be shorter\n", + "corr_genes_df.columns = [\"names\", \"p_value\", \"r_value\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "fba099a1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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namesp_valuer_value
18864Spp10.0-0.853747
22385Rps190.0-0.811618
24581Rpl130.0-0.808717
431Dbi0.0-0.801796
16254Rps80.0-0.787065
19815Rpl320.0-0.777364
3163Sparc0.0-0.775107
26498Rps4x0.0-0.768438
20787Mgst10.0-0.762069
13425Rpl120.0-0.754217
25737Anxa20.0-0.751015
69831700011H14Rik0.0-0.745354
19142Cldn30.0-0.741470
10164Rps20.0-0.739792
8032Rpl30.0-0.736042
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" + ], + "text/plain": [ + " names p_value r_value\n", + "18864 Spp1 0.0 -0.853747\n", + "22385 Rps19 0.0 -0.811618\n", + "24581 Rpl13 0.0 -0.808717\n", + "431 Dbi 0.0 -0.801796\n", + "16254 Rps8 0.0 -0.787065\n", + "19815 Rpl32 0.0 -0.777364\n", + "3163 Sparc 0.0 -0.775107\n", + "26498 Rps4x 0.0 -0.768438\n", + "20787 Mgst1 0.0 -0.762069\n", + "13425 Rpl12 0.0 -0.754217\n", + "25737 Anxa2 0.0 -0.751015\n", + "6983 1700011H14Rik 0.0 -0.745354\n", + "19142 Cldn3 0.0 -0.741470\n", + "10164 Rps2 0.0 -0.739792\n", + "8032 Rpl3 0.0 -0.736042" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 7.83 ms (started: 2026-07-11 11:47:06 +02:00)\n" + ] + } + ], + "source": [ + "corr_genes_df.sort_values(\"r_value\")[:15]" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "d1a4bc43", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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namesp_valuer_value
21244Aplp10.000000e+000.717088
14296Gnas0.000000e+000.708386
23549Cpe0.000000e+000.703213
3186Fam183b0.000000e+000.642701
25060Hmgn30.000000e+000.614297
26573Bex20.000000e+000.608843
8171Tuba1a0.000000e+000.594564
26730Pcsk1n0.000000e+000.593595
4284Ubb1.342275e-3030.578068
2189Rap1b6.955857e-2910.568015
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" + ], + "text/plain": [ + " names p_value r_value\n", + "21244 Aplp1 0.000000e+00 0.717088\n", + "14296 Gnas 0.000000e+00 0.708386\n", + "23549 Cpe 0.000000e+00 0.703213\n", + "3186 Fam183b 0.000000e+00 0.642701\n", + "25060 Hmgn3 0.000000e+00 0.614297\n", + "26573 Bex2 0.000000e+00 0.608843\n", + "8171 Tuba1a 0.000000e+00 0.594564\n", + "26730 Pcsk1n 0.000000e+00 0.593595\n", + "4284 Ubb 1.342275e-303 0.578068\n", + "2189 Rap1b 6.955857e-291 0.568015" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 5.15 ms (started: 2026-07-11 11:47:07 +02:00)\n" + ] + } + ], + "source": [ + "corr_genes_df.sort_values(\"r_value\", ascending=False)[:10]" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "461a8878", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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GRJNE9DsiOu0oHzLHcVy7/QsAFcC7Dk/0AYC1PJjoE9H7Z8rPzpkm/oWZcvKXR3rFioj6iOj/iGiciBwi2k9EHyMi+dgeFjdb8GSfO15eC2AawC8YYzej9UT+tUdYL4XWe/jPAPC/APYDuA/AOwBsIKLUo+znyW7PcRx3srpk5vPGJ7DtWQAuB/AsAH0A7gfwcyLqO3QlxlicMUaMMQKQQKscvwLAtw+uQ0QvQeum7n8B6EGrGeuXAbznCcTFcRx3IrsUwG7G2J7Hud1n0XrlahCtm7QLAPyViOIHVyCiAQD3zCx7NoAkWmXuawB8/8kGzj018GSfO+aISAFwDYD/ZYw5M7P/B8BVhxZqh3khgGcwxr7CGPssWq0CBgF88jHu9sluz3Ecd7I5mJiPPIFtlwB4A2NsiDE2DeBtaNURXvFwGzDG6oyxmwB8BMDzDrmZej6AMcbYdxljVcZYkTF2A2Ps+U8gLo7juBPSTP22A8DwE9h8B2Psh4yxCmPsXgAvQqsMf+sh63wGgAjgCsbYvTNl7p/QKp+vJqJTnuQhcE8BPNnnjocr0Lob+fVD5n0XgA/gpQ+zzY8ZY82DE4yxAwB+C+AFM+8/PZonuz3HcdzJ5ohlGxFddEjT+4M/8w9b7Q/skE58GGM5tFpjDR72XecR0fUzvfz7RMQAfGdm8cHvvB/AHCL6GhGdSkTi0Tg4juO4E8yTqU/+9tAJxthWAHsBXAgARCQAeCaAmxljhcO2/dPMJ+9UmntUPNnnjofXAmgA+PzM+/TXotUrdBNHbsoPtAq8w+0BEJ/5eTRPdnuO47iTzdDM55xDZzLG/nRI0/t/f5htJ44wr4pDysuZp0h/ApBHq7VUaOY7r5pZ5eA7pF8D8AEAFwO4C0CJiH7N39nnOG42YYzZaHU63fdo6x7B1MPMS8/8OwIghFarKW/m5qpPRAGA8sw6/NVU7lG1Pdknoq+1Owbu2CGiuQAuAvBRAD857Oe9AFYS0alH2DT0CPOcIyw72ttz3KzAy9inlIPv6l/yiGsd2WMZmufFM5+vYYztmKnoAsDAQ76IMZ8x9mnG2Hy0KsFvBjAPrfdRD29RwHEnLV6+cgBuALCAiOY9zu06Hmbewaf4dQA2gO8yxiTGmDjzIxy8ecsY+9cnETf3FNH2ZB+tznu42evVAIoAvsgYu/awn++iNS7pa46w3ZHeQ1oPYBdjrPEY9vtkt+e42YKXsU8RjLFbAPwNwNuP1KvzUeKh9QoWgAeHlXq417HAGBthjH0frfdQVQBHurnLcScrXr5yn0ErKf/sTNP7h6CWjx5hu2cftt4ytG6K/hlo3TQF8AcAlxBR7GgHzT11nAjJPjdLzbyn+UoANx1pOJIZ1wN4ERGFD5t/5qFP/Gd6dz4DwBcf4+6f7PYcx3Eno6vRas5/BxG9joh6iUgmogwRXQzgaTPrPZYn+Ye7DoAG4D+IKD7TU/R3Aew+dCUi+joRvYuIlhCRRkS9aN34tQDc+UQPjOM47kTDGNsO4CVotai6fqZfE4OIwkT0NAA3ozUi1OGWENGLiChGRGsB/BjAKFojlxz0HrRytd8T0dlEFJkZsu/pRPQrIlpxTA+OmxV4ss8dS5ehddf7hkdY53oAYbR6zz/UfwL4dyL6GxHdDeB7aCXqj7XJ3GPanlpjSx/sRyACYNnBaSJ63mPcF8dx3AmBMTYJ4HQAn0Cr2f39aPWZshnApwHcDeB0xtiR+jV5tO++BcDL0RradAKtsv1WtBL+Q30Creao1wIoAdgAwABwLmNs3+M/Ko7juBMXY+yXAFagdePzG2j1azKG1vCj2wCcc4TN3oNWB3v70WqRtQ/AeYyx0iHfuw/AGrTK8e+j1cT/XrRuHnxn5rs57hHRIZ3vticAot8yxi5vaxDcMUFEq9AaG/QmxljlYdaR0eqtf5gxtoGITgdwB4ArGWO/JqL1aFUatzDGhg7bNoLWndQNjLHhmXmPefuZ9U/DYZ1ZHWIrY2zH4z/yh0dENLD6il2KFB3wRG9obPMNy81m0Tya++C4Q/Eylnsq6YotOzWRWfwX0WUyq9e+ubVw05vaHRM3e/HylXu8iOj9AD4FIMEYK7c5nMdtYPCin+nhjiuBwKyXRi4dHrnt9nbHxD0yqd0BcLMXY+x+tO5GPtI6LlpPfx5u+d2PsKz2SNs+2vYzy+9Cq7fo46J74YVbM0HXfNlWUEZxcDB99jYimsfafdeN4zjuJCdJmrKo55I70nVDsDWgqlhvXKStf2CndfeXH31rjuM47pFk9Hnv68O85+t2Bc0ERSRH/3NK7Jpb8CeONLIAd4Lgzfg57jjokPsTc5c/ayrdsXhpXMrCkOPQKYROdXAgomaP1Jkgx3Ec9xjNS5116fLFV5sJNyqEKIKEHYEiqkio3by3ao7juCeBiGi+vO53fcHAZ5J2DDp0qBUPibqudaD3E+2Oj3tkPNnnuGNs8bKrXpI+5eLR0PxFWcokYLIGXN8GazbhBKbjBfbjfneW4ziOa3UEuyrz7B8YLPKHdHKhEIRV+MxHlVUQs0JwA3uk3TFyHMedrObRspWrcdZwklLPjIkZNKgBxhiaogkBAlxmP2ILWq79eLLPnWh2AXg+Wh06tWP7o6ontrJbbdJXEQ2HiAQI4Qimu23sq9xtOc3K38YqW57WdMrFdsfJcRx3Mprbee5HmSa/JMM6qVEYg5qdg/FIHkV/aiRvj3xvv735wnbHyHEcdxBj7NOMMToZ3tcnIkEj4ycEqVfxFQQIIMkaRuSRwPedLSPY+7rdweZvtDtO7pHxd/a5EwpjrIhHeQ//WG5/tHVkl9+QTC6IViYn4S/PwhzZx8T7926bqtx9ygGvarc7Po7juJPVYGz9ot7oivdpFEJVmkB4DMhN3un5iv+J7bmbPtbu+DiO405mi7su+XK2a+0S164j2LUPtllGTWqUbdTO3uk9wEcCOEnwZJ/jjpHFK1/43mQou1QgEQm9B3v+8se/FsX888uFrbl2x8ZxHHcy66b+dIc+/3thMaYAgKiH/V3OpjeNFjf/L2MsaHd8HMdxJ7PFtPbS2MCKF8qyBlnWMBnZOTld3H7epDu8q92xcY8PT/Y57hhIpOYPLlt7zaecUk60nCpqjcmto1MbLnW8ptXu2DiO4052WfS+IWZFTq01JiEpelD1pr4wUrmfNyflOI47CuJIfULM1xNmuAjHa5TLVHzOJOOJ/smIJ/scdwy4TqPgOo3xUGbOnHLpwO77N/1wDWPMa3dcHMdxs4EDe1hkIhPzDk1iz39vY3e/p90xcRzHzRYevNFIXVhnbdndnMSeZwyzncdtmGru6OLJPscdA/XaRGXu/IufEQpnL6hXx27kiT7HcdzR8wC753uLaHVDhJTYjnu/0+54OI7jZpNh7H6lzZovtmFtG2I772x3PNwTx5N9jjsKiIhWLXrJ/4T01BUNM/eLzTt//BbG2DYAvAMTjuO4J2kwfcaCzsjiHwuClCo1R9+6beL63+1k9/2i3XFxHMfNBsvp1NdFkfiIC2fHCPa8YJqNFgB8pd1xcU8eT/a5E07muc9/vhSJzK9tvfOvgdnY23xgaKrdMT2aaLh3bjI2+DpRVKBIxhtkyfgoAN4RH8dxJ5RUeG60L7nuDZZXzxUaQ5tz1Z2bGWNuu+N6NMlQ39UxvWsdAPiB+yoAv2tzSBzHcf9kAa04LYzYxUVM3d1EY3+OjZ8U77lHEH+DQdFuAN0NVrsMwPfbHRN3dPBknzuhpJ91+TOiZ5z1Y0FWRKUvxqQ5ND3//JferKupBc3yxBf33vWzHwBAbPWp2djqU79Ighhu7Nn+vvzf/ri9XTF3n/bM1dkLr/h/lZHpXFLszTSs/O2u1yi2Kx6O47iHM5A58/Pp8MCrA+YjGZ2PrtSqv52y6rUOA4J8Yfsbh0Zv2wcAy1JPe2ZM7Xyn5dW2bMpd9+529nC/Kva0t8hS+Apba1iyoCpNp3R7u2LhOI57OBGKx1bhzF/rZHTqzAhkKP4yWv+TMKJLm6jfshUb3scYY0REq3qf+5mQHF9XsSa+vG38D79qV8wZ6o71Yf4XAgRxg0Vhwxw30bi7XfFwRx9P9rkTRmbwlLQ4r+cCkmQRAJhPRGW/I9256kVEAmQdXwPwAwCILFn15lD/vBcCAAv8IhG9VpQ1zXPM6vGOO9Kz4N+Mjv5n+Wkbuzbd/rXq0Ob3Msb84x0Hx3HcI5kbP2VlJr5oPgAIJIIFLnQjdU441kMA4FuNLwC4HADiWvenokpmRVTJPm1h4uy/yIJ6i8ccizHmHM+Yo3K6c3382Z9TBE2pFiasHd62S8cr2246njFwHMc9GiKSujHwDBFSAgAESAJAQhSJF4UpJkVYYl0JuZsBXD+YPvPpHZFF7yUiEAm9RPQbEVLMh1dmjLHjGXcX+l+XpI5XMMYwidFbiph4xTgbGj6eMXDHFk/2uRNCONUX6Tvlir8xSVjS2LiDsYRC4oAHa6xUZ8wIE6VgCk6450PvrFgP7P2EKiTPYoEPz2zAHZ2wV1387q2yEupdeNpL3rPrrh9+9eD3ZuOLe0RRTk4Utmw5GnESkbR02Qvf7gderyhKU6ZVullY2DcBABBFFhjKX0rVA42jsS+O47ijZVnm4uf0hJb8xGrU1QIOMCKBJFJY3ctXjHhXnDEGseE+4/TM8/YUgtxHk1p3PGAB6k6xIbnC6WfHX/Bjl9mj80Jrn7W3uXEX0OqrpCuyZLXjm+P5xv6j8rrVoLZqQVLqfnVTtkgx4qOCqPzcDaxJRdD6RIiTE9UHbj0a++E4jjuaVuGMbynQr6lKtUAiG/B9BIHrEkAAYKGJbmPpL1cZF/xC7E0XHL/piBCVhl2cXotzfhdG/OkVFH4E4JqD3xmnVFhHePkkhu85Wh09L6F1z1ehnurAMQP49xFoLGABE0ggmUlbeKI/+/BknzshKEZsoaiGlujJDkQAqlam4XoWGDPC4/J4INGQ4Kzog5xJRlFz/103BNncvgHq8iQzFiReaOS7IgCgh9MvIKJvpOILlsX0rvDS/mf9WpK0xMp5V/3L5r3Xfu7Jxrlk6Qvelsms+GzTykHV4rDLk83m9smv5+uVt7LAmxi59Re8wyiO4044uhQ7FZatZoQMvJpHlRRDREiRWSnGiyObA9/3qMvtlARJmNcM7P/1BFKnrP0sjpQRlVKv10RD12AsqPvJp8e0zrws6unVnVe8LBue/0Hba4zPS57x9L3FOx54snFm5bn/q8rGufFMF9zAxsKOC9863Zz4j5BdVKpu/o+MMetonA+O47ijSYD4tCgSIJ+ERsgDhXR4uZxsdRlsnDVgOCEkWUIz/fpLJNlArrAHeg2+GrD1EWRVIkKYxZ5PRK9PobPPhWMtwdpfhBFb14W+XwC46snGOJcWrR/Akh9YMJU0Iqijyiw0/jCMXW9QmS7uwwPfOgqngjvB8GSfOyGURrZuSg6u264nO5YwxmA3i3DvbwAhGcozFwoAEGwegsNcYLosKw0N/bllCMY8Gjt1KtKsTEDRYvB2708tn3vljZFw94WWU92nKpE0AITE+PsHEqf+an9pwz4AyLz2mk8qXZ0vd/OFm3Jf+/arHuv7qIIgaUQACSK8ShEJqTMUT3a8E8P3vXvr/l/zRJ/juBNSyRr5YZb1vAcCZA8eGtRE06kgbqQRCXcJAQtQGt0GkQlwJVfRBBGZzHJqmgUEDku4gQOX2TBhLVzYfdEuHeG455mjAomky9GesJL+AhFdwhhjvcrCzl554U8kUuZW/NwHtpi3/vixxkkgPSAGggCwAMlw/4KQmvrUxpGfLqyak5PH8hxxHMc9UU3UfxND+k0SJHiCB8spwDNcJNeeSoIooza6B409JTScEmhfEVkxBVlQxSoriWWhhGgQg4WmPx/L/z2FzrfbsPIRimcBQGPGFYto9bN2svt+BwBLad3zYkj9pw9/fBz7XzjK9o0+lhgJpAsQJAKhiTrCiFKEYs8Umdy4l/3l6mN5frj2EdodAMcBgBSJKc5gNFuwhlA4cB/kub2ILjwFohcCYwzM9SAaCrTBJIRFUchmGAKJkEiFNO5BvWM7lN/fDWPSnpttxC+MTLkQXTZYro00G81pCK6fTof63wAARKQoc3reIndmu/Wli14eOmX1usca5+jo7V8sFnZ9rlGd/JPr1CcOzg95+keXJS+87FicG47juCdLEJTlUiQhT8sF5AYJ0bWnI3zKqWjIJgCgUZ1AxA0j6kWh2yJpagwAoGlxmIIJXwYULQIt2fkibdnKlDOQFpt+NdpwiqzcHEdS7bm4O7LsVABISV1XxqXseWEx3h8Rk294PHEWvfG3WHb5+7nK9tsDtPoHIIbIfHXtr7Lq3NjRPSscx3FHhx7OLHd1YFrKQzQi6EmuQDo6AKfR6kpKmMjDkOOIalkIJEIRNBARBAIYY3BhI4qkEUHiTRGKCzKUbI5NlJusDgeWFEPqfQf3FUHi9WGKDcQoeVYSHY/5if9+tuNvUxh7ZxO16xqo7Dk4XxKU565Sz/3wUT0h3AmDP9nnTghKumNQUSOpIJeHaIQghsMAAFHRYd2wFYIOiOvmteZ1JVCNTEO2CJ7VgOp2oZksQ5UCOKl4OFVTAQBuYKKaZhpbq8Gb2wl22+7Bmd25XqF0p5xOXeyOTe70S5XHPCxKubS/AeA9ANCTXpNlkebvdBZan0A6Isj+1QD+cPTOCsdx3NERkqJn+YYCX4tCDEdARCBJhqcKmCrvhFBrIkIZAIAoKvDqZdQ8G45dRULuRl1oAAkRQTipERFEVUcgi4lKY9KKi2nN8xqewpQYADSD+t2W3yypgpZo+NV7Hk+cO80NGzDzzuqSrkue7prln6meHOtQ+09veMXzAfzm6J4ZjuO4J0+GsgS6BhERKFIIAKDKUUzccyvCXYPQTAaIgCYaKNM0an4JAfMA04XEBNiwYKKOBDIqAAQIQLIat1zTNxAWa6j0EZHIGPNNNO4Ms9jFLpyaicaGxxPnVnbXfwP4byISltL678bFzEtDUlySYL0UwP876ieGazv+ZJ87IVgj+4fUEmw5EoOyZCHsiQk0Rw4gSIUQWn4qIrsMxH5XhL9lHPGfT2JwA6HWnITXm2I0XkBkzAExhkZaqk0r+cpoaNqTO3qQdtMCcwExHQNbGD1r2btfNrT4ouduit6S04Q/7ELk1krHnPrc/1q/7s23rFzxsv8ioof8TkSMzlAmuWTt4fMBYCy/adosT3xEdaWqzzyr4ZV5D9Ecx52QrIgwrXb0QJeiiDphmFOjqA/tQkqdg2h6EKIaRl2oo4QiE5cuhNWfQL06gbiYhSe4CMsJuBERbqNk1gsjZuO+exAOZSCFI6oICWEpIcXE7P+sSz5rJBRKf6QoV+yiUkEgS+ev0M/90ZnhK25Zpp915eFxZUIDc7PG/IEjxbx94sY/Oo3SjzSmo+6VdjT9Ch8OiuO4E5Ou5oSwgcTcVfAMFSV7ErX8AcxtdEM6MAnBF1Hziig440jJXbC8BuxmJZCYBBESZMggSG4eE8UCm3IEWYUhRREIEFTSEUW8fxXO3LuCTt/jw1uZw4RbRzkkQnznWjrnj+vpgmt7aV7XoSERkZCh7rUGRY3Dw2WMBRWh9C+QpJ0SKWgGNV6HnaX4k32u7SJzFoY6T7/sxb5j2gipKqs2kNjroBbk4S3qBQBI4Qgie2woO2tTcsm8oyQ6hiWQptetc4TdYwgFOlAFSoEXab7yTEh/3YUYOgAA9pYhp7TWUaJRdOojYSSai/pYOMAQxmDPj8R79/a80i+biMxZfP7A3ItuXh45Tw+L8aeX/Okbly143gfCoY41hdLuHwB42eGxP1D6y/UZfe5ygqBMm/v2HtcTx3Ec9xjM6zx3uRpKzvM8CyRICCwLet1Do1mBnO6BDw+sOw254KLkjf1BIUu2p0ZqSkg/Pe9N9HToAyAiRMdKMDw9E64Syoks9MwcaKyXyrs3uopNYlruGXBEF4aS7DW9Kiy/CVXG2giyawPmIi5mOnUp+oclifP+TSQ5UvULG1d2PPNLAGh59pKXb52+8Z/6PdlUufHNWWXuN82gvrfq5o770Kocx3GPhIhoAVZebkS7LEWPgbEAaDTgmTUYTQYGBlmLgCUNqGU/qLHCz2s+Zet2YTyK2NVN1IQkZQEAFpuWM+hOlpFHTO+CKIgIBDC/4VMNZWYg2q9Bh0DivDLLQ4QMCepVAghhxODB2zWfVvwsjtSbLDS3rsSZqzPoemUd1fs7ac7TJtlI4dDYR73d4wmx4zSF1MFpf+S+dpw/7tjjyT53zBCRMLfn3Itc39o7OnHXwybC6ZXnfl9NZp9LghDYU5NefCKQsm4nooGAoXu2oJmwEWhRNAYc5m7a8bLR3IabF53zqq+lPeOaGDrQSJXhlUuwDAavrwcSADshwS+4EAUZQdn0lF+MyMJ6lYKqPxObAFWNQprTjdLcMiJDFkyzVDOrU80BZe2PfYWMSCL5UqbIKpEAXUteTER0pPFPc+aBkWN3FjmO446sJ7GyS1fiq/P1vbeUG2NH7KV+TvqUgd7UultkUU2bYwc8yyxK6e6VkNU4nGYV5aldaJhFxKQkpt1CfV/+78/rdesLw3Lqex1ib08gByhbEyymdZLrW1BIgUACPK+1O881YXq1pkGdMdtvgkQFACCRCl0kyFISjldCEw0IAYYWxc96a4c+71/rrApALTCwsCqGYMiJiwD8U7I/U+ZuOmYnkeM47mEMqMtPASDst7c+bFP5pTjlbVEkvyBVJdStIa9RnZA6gi4YLI5caBxwa/BMH+p0A1Mo/HBv855rltOpb4kg8tE4pSSLNWExkwkQABABgIoQ3MCEKIThB44/hXwzjEjYhQ0NrVcEZKgwKIIqK0GEhAZqcGANpZD9cgiRsyQozELDZGCIUGyVzox1AP54ePwlf6oCXsbOajzZ556Q9PKzevRk19m18T23SmctvhxEQuG7P/kGY8wjIsqcd9llS5e94I1dsRXPdJxarq/nrEsDeGGlEbgd6uAHTM1VJl/ckWKeOxIxjKeryQya+3YLeqAKmBlZqTSHkIqvhm1VUV4HCIkwObr5pZ79qVvj3Ute446PAwDk3j7k46LV6JICrWtOyDowFEirPSF/7xCM6ThkSCHaX4Xc6IYkqZgsb4UXVuB29EO9bTtoKAc30YVybvO3rOrUAyzKvMbcGPTOOarnWqw8MmrbduWHR0r0OY7jjoUFiTPOFEhKl9P+lnj3kqutau7uoY2//TMAdPasS4f09HPnZs78UETPzEnU+n7XmVz+ZlFUO9JC16khOXFFXaqzULYvq4dSQ5oUThOJcOVA0q0wgsCHZZaQQAKyrEGygQRSCJFm+Mn1PwmHOqSIkl3tNG2oog7BdmmqsHE827Gy2wlM5L0JH8mUWBl6gKmeTFE1E2sKDsKxblhmGdXiHkiChIicQtmdhiM0IIiyu69870t61GUva/hV6IksDFFOVepjtudYxZqT46OZcBx3XIQpKvdg8AoX9i4F2hwV+vI8Jr47xvZPAsBg7/mnqHV2zaCy+o0EwnL97NeXxdJW12k2et057yEIczx4mgqVSVAyBiKoowLBCyRm+WAyQ1Oy0BlfBj/w0MgNIWRpCJj5zCW05vMJZF/JgDhjDCp0VOUaNf3acGfQ3VdHBR48WI0mXCkC5tqyBlX24SGECHKYgMAEaAihziqw0ASB4MHd/ADu+cZ6XPgiGxYiFKMwi4YqKLiMsVvLKPy93eedaw+e7HOPGxFpi17wnj/qqe6l6EuOC6cv6AYAkrBizqffuKrr5S/tzkyk+xXVARFBVaOZWLz/u9nsiuX1fdtKcZZOxBlgTvporkqdotUNeNUKMk4WshxCQd9ZH27sL7Nwd68MQJJ0iLduQ9d2AXWJLcLilYvsRsmRM0llanQ3NCWKiKNpxm6nXsvvqYbjMb3iBi5VfD8iKnqsKJATjkEOt15lCtQapLyNxq/v93rcbomxHtQdgqj3vyGyZvClk1PjN2hC9CIAKQBBMVy/Q8xE1HCmXwsMSUycf/HnRVXLNvfu+mj+T3+4v31XguO42WhZ6mnPnhtdd61IkjLa44yGu+f1eulmbeHAZV9Ny3MuT2dXdAmCGA+7aQCALBsXLZxz6T0AS0tVK1DFkKh5DfhKBLFo3xJVDKHCikj0rwAATOz6+yYF6spubb4IACQAFaUBCssUd/ufEzDfVRQDTd9BvbgPgksIp/u7C+54TtYjUQpkgU1OuQITfYiikUgNouGVoSlRaEoUpXodjt2ArwQsZfRR06tAkcMy0+R9qhqbztdGru9BxzMAIAi8Made2y756AaAxfppZyakzvfbzNy/qXHTuxljXnuuAsdxs9VCrPpGijpfUWWlmg5Dk0mRZaZcuI7OawSqvCqd6OhjfkOShVZLJU2OvntZYu2ScnmoEfWUMAA0WA0GRQBWKhMRiAlIsjRsy2RD3rYt4XDnyggAUZBgCw4YcyFCSqbR/c4mavUEsighD0nWIASESBDpyOmFQiTWE3Ur08w1a77hhiUPkDUYCFGr42qDRcAQoIJC0IMBIUwx1FkFEpTlq3Fm0YJ5nwRvq4HIcgCw0NykQs/Hke4BsGsFnf7eEMIX1FD+3gPsnp+05wpwxxNP9rnHTc/0diiR5BIAEI1w50yrI4iJ8FlSNLJCm2qio5rElDSGul2AJ3gIGR2LAEDQQgmYQD5dRb0/AlarBcWh3fframZNnDpg5cYgNt16RTJVkpqAmYMreojuMBGzOxGzI9iaysGPq9Tx9zyiZgiWXUNU6AY0hOFVIUR6ECAPewkwtfFArUOQInJThVXLQ1B0KBagC1H4QVUCWk36EfgIq2ltNFnSEvLCi0sH7vu8WHM+QrWmGM7qF0jp/guyi87abnaJkjF/0esAgIERgOe05SJwHDdraVJkpSQoCgCIkpIAAJKUsCEnXxcolJCMKGRRQSWfh8REmEFNyqg9Gd+z4QQVpgg66m4x0MY9wWWVaplcwQ9JKc9pwq9WQIpksbol1oNJCCTBseteOjtPAoBqfRy6o8q53AOOIcQVicmgsIaInkUEyNRRgxHuQaM8LjtKgFJtsmywnnjgu3A9G45ZhuHqIOZAFBQCAAEiAIaQGIuSIEfD4a6/5Wq77g7rHesDxgYUSRtMCMZ5RPTL08OX/3tMypzPGMNS/cyNAL7bruvAcdzspEBbAQAipIgEGQAgQFgQQmQgjzJSkz5qUak1CgkYIClZgURS5HDYZyZ8MUDQmYYpKqhOje0SbOEUBiaYggVfCJjjNtzAsVBvToGxAL5rwqBWP1IlloMC1SgiBx06mrCQDjIAQRWcphrRsiAmIDAFWDDhwnYNROQaKyOECAL4iCAOC6ZAM/VvggCNdMFijXgUkfMPYOe7RSb+mwgxpkA51UDkVIDcbpr7ucVY+2mRREFk4loi+hljLGjPVeCOF57sc49L6pnPXJd8yfO/XLTGR8TRRmDV87eRYfogEti+fHeoNgDWY6BarkCSVKC7G8ypNut79/wGYJc3s7JRDuXROD0GeaAbAITm/lwJCwdQ+u1W9E3FwJDodFIeXFKAgSyCYr7uxmSDmYzKehW0fABy3JCdXQeQnUyiHBmBXWj6EmTRdsuB0IwJjVAZ7EAd4b45kfHoGPRiHRarIjmkICv1wocLNxNBsWGiWZ+uakZftBKtItBENLbtHY2bRl8qJ8lAFPW8C4um4fqNvG9JQeB5TJAkCmx7qt3Xg+O42WXlgue/O9TRfc1UbXwocByrOtK81hexwq4X7vQXqh+S1i+Et3sImUkVQoSgqQlUc+WNlfqoIIryKicUyDVzCB16nyCQCNEVY/Xq+IFII52yyvsRl7OQvfTpNWcSqqhBEXTU/amy1SymVT0B8gOElBhEQVIExwPCOmpOAYwxmG4lcNAUBEFE1cpD9lTEpWw8P74Nge+i7O5Ah9IHRdBgQoDn2cg7Bc+D64aQ0BkCWI1aYNrFQiK9sC+spRHW0lTTC2hWci4Ax4c3DQA+PM9j7nibLwfHcbNINrYo1p894zvivP709Pj+Ec+s7KuhdI/OwvMLmNqiQP9Qxk6iihJkLwq9tw8AWKW05bqak39mIAWZpmGSoOtIJfoBACZrNkIjrlATKtDiaciiJniWuI5kGSFHg8fcoB4wz2e+4sGFhhB0MihgRYQoAjvw0EDdMRBWrKDhS2ZRtM0yTJQRQoQBglzANFx4sAUHqSDTGjqVEWqsBAvNhghF95grEAQUMF1VoRtxSsUAoMFa/ZpaaDAfXtGDWxIhpnz4UwD466lPATzZ5x6TvvkXLkxllvxnh9G3wownB4RwCFZ4zNM7Fr4otOOmT1918eTc6yprTw8UHVB05DvHEM+FUDhw3/1Nt/C5yPwlrx42R0qdvacZzoIReNMlCFun4Yuuq9S0AX9kGiKjVgEGQqKoQN+uoDC0HbXmUF6NZMJj8jgrLdGIdAUsX0OjVsRUTEVJKu4MWe4CUVIRUmJCfnwnOrqWIBA8WAohM6EijU7U6yWM95tApYhmadIzipoUhDRIK1dE7YEEJEVDyLGg1cdXNryyrcgGiEQgnIbuq/7Ephtv9DyrnH32VSSGQl2Ve+78ZruvC8dxs8PKzKWvDMupl6madlrU6AqxUAfKagNZSXzZRHPP/0jJ9JmYmwwREaQF/Sju3wShM4WJ4Q3flAV5WollLrRqlSCsxxEOd2OqsAchLYmmOT2pDMydb0+VIQUiAEAVQgQ5hcB3MGmOVFUlGq/nh1EIdtkxo1tlGkPDKSJQZATkWnZ5+gCCYDGBBFWKoUyTyA6sRaMyAbnmQrNDkKEih0nUhBokr466UGeGrJOCiKQEgRTVWr1Nl5vjgiZ3vKNcHdorCXKHG1gIqWm4ocY9jDGnQ5n7Biew7nSYuXenuYEPBcVx3JOmk6Euwdov9Ut9Z+kwluqRNCjtucZIYs40xiY8uKMGoi/XqdX5HUGA32wgt//uRsVovqaDdV9dqOwb64zMz4pKHI5rojS2A6KiwhXNSDOpIjAlyKIGAJAVHZHO+WhUJzGd3zuSYEZ/CVOwYLlZ9Mg+82AJDgTDg0fSpFUtRTzYighRrOT3IdK9ANHMPJgTB4g1A0SRhQcXRVZAVSjDhe8zTROZEkakYRiO10CUEgCAgBAVBfmVZS9vKtB0gKCQBpc5f55io0MLaOWzDBY5u4zCb3hfVE8NPNnnHpNEeuH7oon+ywFgcneOOcskSik5aWXHbuh68a3z14SjzxCH8cvrOuAxhrpcLuskbarXxq5VewZeJTb98+Y+oMLevgGNaUAemAsl0wXfcWTL2pKNyFn48yXkK5PwmAs10CCTCqMqmoXXnjO3oakI/2on5APjN7E/D58jeaKW7FqN8uTOjand3p3pzvmLAKBuFaCGolDkVoFtNfNQHQWuZMMNCfDnJlDp7UD0G9NSBmmgBhSnKqioTahz+sF2DSEpZyEJ0mp3QQ/MyiR0ctxmdfw/fN+uLOy88Flhz3RkQdvPTFIBNNt3VTiOmw2ISDqn5xX/aciJlB+4MM0CfAI8KYAAsc/omPdxtaNDKk/vgQuA9k0xxvwdbqOwpbHngTvnrXn+N71KUQh5OkrmCEgU0NmzAkQCbMHuFTRVkFcsQ33fNqBeRs2acjqVAYWIIEplOxGbG3U9C6XaUMl0K0XbrS9Q1YisSTE2Ym77cEpJvyOudgMAcvYIYp2DIBIQinWiWtiKJEVgChYEWUe8Zzlq1VEkgiSFQ1kEgYdKfQJNpwxJ0CDLOoxwSrbK1oBVmEAQ0lBn09NVa/KTXcq8TFrqvajs53aKgmg/3AgoHMdxj8cglr4sRZ2vhQ/UJ8Z8bX5K9JpV2UqrUILslZGioDIEKLMCZKgwFddRXGysK41blEA7R4H+nKhvoFkYQ0WoISYlkdC6ABNoBLkloZ55EAUJxel9kJgAU7K9KAmSFk6zxGSsK0oR1JkIF+5tNZTWMFA0HsQF02wUJ4Kdr1iB9TcQESzWhKMJCOsZAIAVNsCaFQCAAxsKkxBlcUyp02JPaiWICDVhCijV4TEXNiwYzIAQRAeqKLIGatCgI88mbpnG2M8Hael6AUJfFaVdAfx2XhLuOOLJPveweq54yWtJVd/l1Yobk05kN2MMYAHcvcP3Kba/5pzn7seSNTJ8LxadHKlg/mKGjp9Pw2wMwls6N17JDXcbC5Z8BYKAupNDLK6j8tpuyCMumCMAAJjnQR+YZ5QPbKlKTJWCNWndcquOLIfVaVaFIwUVcn2ddIKZACX2RpfVDpS/ml506rsAQBLVraXB2lAin/NVJSpW/Ryocy7MSg5+4ILIQ81wUMpI0AbnI2QWYPkeAonA3FYd0nLqTJpWyR7diM5xBSSE4EoM9oIknIaAql+aQiizaJFz2Sd69KX/altlmJ0qkFxa6Ljw8qunbm71kM1xHPdYxeSMPmis+6av0qn9sfUf8gJnFEDK9s1i2Wq6TJM7kvGlIBIQlCZF1gGojhJ0bpIE245Qo2Zq4qT9zHR6/Qv8B3aAIgZI0tErz0dOmEbAfIgkQIQohCZMNjl2Rzlu6mE3MIWk2KmUvCkIsmJDkhhjDJKogjStw4F5W1RKuFGtYxVjjALTrNT8YLvhp3ucoAGmqmg2cgADGsURyBULU0oV8b6VSMoG6s1pQBQReK2KpBtYcAMLngo41hS6jcVgjIExpiakDkybY4GoKDsVyTivX136KZVCp6fEPhaEZIrH59/VEV38jKnqjlJ7rxbHcSebJdmnna6L8S85bt0zqfkpl7muTLLctPLbaGj7ShIJkfRcRAC14uyC0ZDgp2MstHwN6eNDSsWcopCQ+YAQiaC6+wCifgg+PCSCOIi1WkkxxmCYslHZu8VyZc8KOVqsyZp2JIhpBW8rSBTLMpMTAMAQIITIGQVMfWIuFn1CIAG2Z0+H5CiVglwlztKxOmqISN2oNiYgiirsWgECBBQxjSSyUKDChgligBc4kEUVbmAyFy5VUQIDwaAIbGYFAmQhjDgqUrmmKwk3a/e9usvv/aSJpiFBgg/PXkqn/OcD7J4Pt/VCccccT/a5IzIWL+tIrjzzq9HsoBQknMUF+vMf6TwhkJkrJPflUsX9oZ0NS14IgAoTDrbeoWB6azxg9jJBlUXQpj1BKNO7yAh3oJI/AKcngqroQuiOIvAroI1N2LX9EEiA2t2PQC9Eo9l5AAA/79l+TFKlnm5IQGdz916QO4k59xBCdqY7OLDHrsR2/x+JUri2tBhLXHzBZxqfGnKnqSpG162HWynBHjoAJyXVU5klYcEQUNJb7yxpahzl2/++U87q84pOIAEMjIGS3UsAAAVshlDNmRrCmrRtBNaSGEK9S3oBXOV2l8bMySKYLsM8qx+SJKXCw/L3gVYv0hzHcY9VZ2zFR4NFAy/R585HcGDnjybr+U3NFINdd+NBzblXdqD6jh2XVB3e1BT5UxPQRF0Q42kYRhbl0oHuRHKhKpCAMu2DavsQRQECidB8BbXaOALXRcQKQZVCFHciiVirzomKPWUrakQN6xmVMZbN1fZClnSktV7ymHvVnuLt1wQx/+qGUzzQ1bnuIwj8nlJhEloijbTRgeL0blSmtgZaUwiiiEslsREoSlgAgCDwnKZd3CdWzEWC7ZHjNCDEDSTjgwiYj6npHSDbqYd8PdwIStBTXUI4lDknrHWenSvfa0uBD9I1Csd7EQZO88XgPwC8tp3XiuO4kwsRCSuyl/0s6uhzREQxFbL/q9IbdWUlJHtVd6AxXbhHjqVWAZCDwENVa6AiuUguOZtEUQGLhKDvrZ2S9BQ0MQYzoaNiFZClXnjMRc0tocgc+MxDwk/CRUlLejFNIhkKkzVTspAKLwURJcoYRyWXhwIVOhlawPxLchj/uM5C62pi/cACbe3vq8E0pjGFruhiMGLITe5G4Dt2AllVoTDKrBgQkSBDQYlNTwOqWp3eF5NkHZaZoyy1qqEllkeRTXsAoEAVbMFEhzYQIaKnB7K32vd9Q4QAgCFCcVVnxgc7qPe3U2z07jZeLu4Y48k+d0SJsy/4uipEJVHRICoaQp3zLxaX9lIAoFBP9Vm2Wfhb9Uza8H/7QVoaZ6aHsH7dqPC9bVVgqgyv2RCSfV2toff0GIJ6DRU3V8TeCYN0VfW8MkKjEtwuvWmODquCpItuvexJRkxyysVf2HVTiXSmXgJBgO4ZiOypw7ds1BVAhHHRZHj8f4gwGl/Q/Z9BwYQk6HLSVVC/534nV9/zn5kzL367YcTC+QO7qqLlT9QrxVsD3z7LzI3f2z2sPUuFKgUxEXpHH5yJ7XCbVYAECOWGqVNEDqsp8qoB3L1FiNMezHkRiA7rqVrTjitSxZ+OZEgQIVacrvmpM8/dU7j9b+2+ZhzHnRx6O09d2N27/s2st7dVRnb3iZRTTzGSPQglugR/MrfeLUxt8Sen4k3Fhx7JgqoWLNFFmYoIJnPQ5Iiqya2hmCTVABNFTDvDBzoh9jPHJHdkHETE7GjatNEMkSojsAL4zGkU7dEPROWe14WRWe76JsJCDC5zUa9NACzwQoG+qGHmf1vzi3anuvbNtdIwIp4KK5/DWHl4r9co/2muvvL1vuJRvjmUt+Fv9Cu7BVUKpyrloaGE1vVsikZIagQIIYmJxgRYYi7q1UkIXlAKCdFEWIig4E9CsmTUvQmIik66ltCqdqEk+o4BS1P8wIMgqpe0+XJxHHeSWTl41fvCQWyOVmu1ItWV+EA8tbA1OojjR0JqbI0lo1Kwx5KUiCFsLERQqcDfvA2WIcKJq9A9VRRIRBhRVEsjECA4eUzVwoimfFFAQD6AwKoKFUHWIopl2344kEUTjXsKyP8q7M/9oCoZIcELIEKFTwFMzYUEY2HJLn7fDey9hpI9iyAIHnMQD2KYru5mNap8J+EnzkzQnEV1VjVrrJSro3YjGDs9gD/CwOaHHHkhEED3RHjQ0GQ16AjDhwcBQs1AJCFDRTGYQq05BVkJAT7LOjD9KipTBowuxkABPEoi+wIAPNmfxXiyzz2IiGjNu866KgAti3QOnG0XfNgVAiMTAXPJd3ww10dQ8aCkO2LCyK7putKXlRLd+JPXh39NfxtyPAXLteHHwqhM7UQo1o1aY8z3tu/7UkRKGsG+2GvtWAPolUENBWEnHHJlsdmY3v/v5fJEXRAVOX/HTV8AEPh280/hivpfenZO3B3oQDBh1WNqOhzW0+uL6en18iqdNfeM3io0zfGYvKjbdavA9jxTjcT7glBUBgAxHo8q2WxUmxrJb//p55YuHbz8R2maFyci1CpllDqm4dqNQLjvviYJkt6dXKwDQN0uoBH26xl9QRgeMHXndqhLVoKEEUWt1gWL6RCSCbjbxwNLpXkAeLLPcdwjynQsT2Q7Vr5cC6XXkiCF7PFRCMk4rGoBKmt17GRVcjCUMOo0LARMQDzdanVkBlPQAhVyogvVfA6O00TdzIFIQNWeHvLs+vfiUvb8oFGdKwUAZBEGoiRVvVAdpTubKelHuep03AucDQfqm27sjiz9SdOt/rdMylUJuUOqW/lmVu0LoVUveC9JimIIscb49KbfR53QeboYDweej4xr9FmS9lIigkQyGcnedDbe/fSJ8rb33rH7h589vfclxVioWwSAsnsAdbMMsrxmeeQBWVR0ZGMLE37goVoaY7Iec6NKVglYgML0bkQpDhJjMZ8ENyRGEIgM5eaU3x1f0TFe3sJHP+E47hHNG7zkDEWKnKtZwUs82UadPMBncCWQYzcgKzo8qwFZMMRpc3jc6BxIhqOtp+KWyyBUHETMMEbNA2hSEzKTYaKBBkq/DIXSW1Qh/BafSQi5ETSkBiJqpyb7Mqa9A99tUPlOkaGnjNx/593J3KLEOX9TXfl/xaa/KI4ETKVRzMjJJIAO5vn/IwZMaJq13dOquykeRNcIECD7JnWj5xUMzAcAHSFdhNgXQeIl9+P2hWl0relAz3UhioAxhiKm4cFFE0GlhlokhQxJJCfqrIImGs00dYXAgLJV8MOIio4kimFRjimeSKEghCLLIUAQJyKBD8E3ewntDoA7cax9z9kvGrxiyU+jq/s/0ntRKtV/uYjM0vvQceoYwkvDqP5yHNXfTsG3FVS33zfuxBenPNsFAHTU9/gbdqRsMAbBARLUA3NNGFSz4S1OF3vlhWfNjax5bdfdTiD2yDD8CLqcfqTqCdBkAbZq54wzTv28cc5pn+l43gtfzhhjc+72exePdMV777HAbvj7D12v8TvGGOpeKTCKFsLzo5Q6b97ZpZ17/7Pi50yrNMUibkiNl1TZvvveqcb08M5ACFovjrKgAQB1O39Lg1UZANQiVjXvDf0w6hiWYiTCXkQRD/YFVXfyv67buS8zFsBzTIijRTh3b0S2HEE26EqFHijAGxmHzqLU0bHyW+vXvim/aMHlF7XlwnEcd1Lo7TvrG9FY/39196x/WTjWSUrNh7plHEZgwLEqqO/ZCn90DJXJ3V5DsyUs6odllcBYALtRNF2N4Jp1xJwI4nonfMeC16xBikS3zu0661/SncvPsUMUROQEokYXoum5EFMZ2G59SK+xy7pDiz/eG172je7Qou7x2gO5qJxe0GkskBgJLG8NvbXpVccYY3B8UxEYIa5kDcNR5bpf/qsTWMxjvqtJhqyLEaPsTO4r+dNDihEHYwwB8xtERHU7v8P1bbi+DStobmuEnD+GO/p1XxFkzDxgYIwFY+7ut3vMuR8AatZUEAiEJqsjrnUJKalDbdolVOxpLyQn5g4kTh07pffqv6aNwUhbLyDHcSesrs41g92d636XENOf7pT7lyeRhhkmON0xRMIdqI3tQnF0K1CzMWRuKxtqplf0CL7vwrHrqFfGGmqgoYEaOsMLEQ13w4ULEXIQD/UKffqyjySV7pRrNyD4QDo6H+FQFpbkMNOp3Jz1Oj/ZgTkfmoP5nwIAt5yX0o3YwhTLoIT8Toesj3uBG7iBxRzPFBRoyFD3goad/1EVxUkLTUSRgEYhcmALVVa8v4JiTUMIAQLTh2dVUNhuwWwAQANVz4b1awHShIFIDAgezOl8+LumMPJ6h9kmYwwOHCoiD1WNI6V2G6Kmw2QNSJC8CCVfcxoubiynU9/TrmvHHVs82X8KIyI6dFqNad2iLBJDa7YgEcJZFalMgPrIUENIpBCetxzICIhefU6fF9RFuasDzj3bsfdnW9+woyvZCEZGEQ11gcGH5AKCIJiNDXe/RBbVDAAopBErW75oCa1h9oig2JW9uhD9EMKqGEREEZp6KQAEzLcYYxBJggZt+p6Rn14z7QyNy3pE6B6eB29rCfZweUrpn/uGieca+tiVIapK1Wkfnidu2vP5nb/8r8WNyf3XVA9s//fyro2vGzz9BS9In3bx58qLIqXt7j2f37PzD5nOXXJaEuWQTCoMimLSP4Cp5t4N7tRktmNX8C9Tm/86at5/HzqmNaR3OajXJwEAXimfo9HCjVLVomhsDkWjvSkjlH3fI5xr3oqG455iDi9jRVHtAgtaQ3oCkAQVGnQEo1O+T4HbNW0gUQ8hGuuR+qNrFqHehN0RwsT4xqJVLbxDGMsjtDOHcGAAYBADwGtU7nVLhWtFQVEAgGS5MLPz1j5EFXXN2idK2kWaFEbAgj5FCC0BAIbAaq2jeLKsbx9rbv94w68gqfYg8Fo3chtOUY7E+y/zMnGy9aBp+6bjMXc074xeuc/evKpojvzbeHnL27aOXvf1tdFLv9cZdJ8xPbVl+46pPz1rb+2uZyRi8y4mRSU9nIHjNqhU2ueOljf9uKdj7QdFPbJyvLZzSvVloUOZAzZztrzARb62/8ZAgK2JBqJKRswYA+d2hBc852HOs0BEvD7DcU8hh5evgqBkJElL4JABPBQ1DEnRUfXzTcFhSCcXQ5FV9JhdcWWqFlctQn3fdhQfuP2bciRxa1lvQI92gAQRAQKIkFkZuc+pUtgCAIEEMELdFwJIggIA8BXUdTH6MjEcTujRDEhSLgYABpgMzCMiqNCKW8xbvzjd2PtHt1GjNLJwYcNmtieqoecYFO0kACXkhn3mwYXzmw24eU0NpUuKmPrkNEafl0ZXaj5W3KgjLB9gu36zB1v6JUj3hBDqEiHCQARllKjEchNVqXr3YHj9t4tyqVIUiiyNDiGDTtScHADADWw3h4kfeRKT4iyJCMW0MOIfeoRzzeuwJzFq96g2RPRbxtjlbQ3iKWj9xy/5YGxe6q3VkfI9e38++Z3OK+eeYU9VJjM9ytkkULJiRk+RnYoWXZyB2h3D8G15Zic7mb0xV5NOGYyJEQPMcWFvHIE+LsCnyclVrwhH7WkpVNziu8Nbc9uF7rTAms3fTP3yFx9a1v/sK6Ohrtc27MIdo2srdT0UvzI7pQ7KglCqmTqLdy9aYXk1FFcKsDZu+1U40b/St60R/Y8P/EX3NTbc2PJfeWuoduqiV96YCPc93XJr5X0L7v9qNrfiBeFw9/yCMoHK06N25Te3PAt/3LKjykqjhx/zskvf/oNIuv8l7vgY3K3b7zRzI++I9S3/RioysLJm5WD5dWjhNJrN3JA6VusXB/vACPD3DrGYYxAATMbqEAURUOVmzc7/v6Tc8e9BLCQooRiKjZGJkBDZIZFsT49s/GWlMfJjUdKCQW31LzXBOL3mF750X/3PvNdT7rjiZezxFx9cmcisPO/nkhZaVtv/wNcCy8qF5i5Y5Ow9MJrS+p5jNwpxzdeXBYEHo28hfM+CVyoyISDXbVb85MAqHQBKzgRMzYWas5lTLd7fnVy52qznUG2MTVlevRiRUuWSOfzeA8UNd65a+KLPqHJkUa64/VtGQ3l2ILDTjVh3rGkXd3TIA+cpkibVrGkIgeDV3NwPwnLiwqqT/72iRiqmW7l/a/6PP5kXXb9yrrH6VkXUo3lr6M6mW9nUKfa/WiBZaUYC+IqwYfv+3zzX9OtlJ2g9XTqIiLTzEi8uqoKh180cyub418e08f9eufjqzSJEsTk9DKdWRhqdKEWaZTWciAuSgkp11O7yulSBBFTdAmp+GbKiw3WtW5gspBUptEJlGgJ4rNycuDvSPd+yrOJIfuz+r0yYu+9Ymjj/gqQ25//AWJC3hq/ZUf7bbe256txTES9f26PrsudfpvcOfDnw3GrjL7f9R3ZaW6oiRI0ePaGryRVUrCxiJGSkqol4VUMhWme1q9eA7Z9spP82pUddo/WqUcqHLxFgmg2xq3PY0FNLnHoNufz2narFIAS0dZ+7+UWd6uCCtNz7/3x4pfHqzt+nkHlVkAyvDBnpwCxP7+yRBi/xAxd20ETFyW/UbCEgkF5G/uchREIl5P5vP9u+YyWd8dEsej4SwA8mMfJ9LdPdk40svMh2qvDHJlFgEx8axd4fV1EaYow9ZGy8lXTGWzqo90sOs9FAdbiJ2r8w0Nk9mPtmC000UQcBECE5gqpL5AeC4AFNqrtpdMoAkGdTCCQG0ReRZ+OfSFP3uxjzQjoM1FG1fHi3hhET8pi8rYbSt6bZ2MhKOuMzEcRfb6Jx23bc+zyTNew2XHLuSeDJ/lPU0374ouFQZ3TO0HUhgM2BJ+1D6hIVw3d5UG9v5rWcP2LOa6wafFOXAAClnWWUk/PQ3DWy1d/VVIXFXQvYRANhdMIaPoB05wrY9r3THafWbpy4vmN1OLV4Rd2bRnWt4jVuueOC8m9uui0WmaMtmHvJ7+zuyNPkuX1wzXp5cuNNZ3f1n3qrEetK+L6LEW2XpSG2MdTVdyYAVLZvevPob7731YNxdydXJlPReVeaTnljyZvwlq59+WZBEGFZZXdH6I4rK7+75fcPd8yDp199tRHv/Vbiz3tDqi9TnVX2s8Hu7bKoXRbS0iAilMyxmknWsKQby1JGPwBg6sA95VDRiztSAF0yEBETaPpVWEHD1fSErHTNgSjKKPt5+J4LZ3wEmaKOKpV3uyljPCLGz5NsBjewRm+r/HzOMb60HPcQvIw9/uace9WL0svP+pGXzyM2xgJBkIRy2oEnBW50lMnTnbWdwt7paIKyXUbXAADAKk4iIqUwMrnh66FEz6tkSZOFShMCBJCqQFWiyJd3/w22V0g09Is10sM13UagSXfdsftbpwPA4s6Lz4vJHb9Qx2tJlSlUYrnfWSnl2t7Iiu8QESrWFMrW+Na+0NLlRAJMr9r86+R3koyxBytvC6NnrFfF8IoJc9fP5ypL35NW5vwbABSD6XsnhbErh/N3jzzccZ8Su+yHiie/OGSqICKMCkP/17n6aS9xJ0aViK0jYAEmmrsfULXoIiXTJYYjna33Tke3QCUNTTSQiS6AKMqomJNMZjIFzENYSYExhulgDJJmQCjVEaUEJuw91xrxnjNEDz1hFkXJHvvShulfvO0YX16OexAvX9tj4JXv+Jne0/988b5hZKspWNU81OES8vMl3wkxK3TX0C6rN7Y0vddTVagImI+R1y4BRcJgX/zZr1Ks88pAAvR0D2ooI4MuVP2SbcfFP7ieFe9ILLnAdRpgo5Oo2OMfuK/+508DwJre535GNYX3hougAAGbxPBrIuHuZyfkjucAQNEZg9ks3diJ3ksAoMwKP7yb3fzSg3ETkbAIa65m8Cs72f1/OHvOKzZH1MwKADgwecdXdzT+/taHe3d+gJYs7kL/9QH8/gjFyWeeO42x7yTR8VoBAmRSUGdlt4ziXSr0szPUBQAoslxVgBglAL4MZLQ+uIGNQmPETCKtO7ChkwGTNVFHBQQgiiR8uLU8pn4WQ+oaCZIcojB2svsuHGa7bzmW15Y7+nizt6coc6r+98ZoE2BzQERg1RgCP4C0p4G+cl+6QxlcI+diQeXvFTRHaqhutxE4Ll6Y3r7sY+s2Dyp/zSGhL4CsR6DGs60vdQajt7zxt2+XlNYYeoaQBis1RBApABAOZdcmonOfhpAKAJA0Iy5pof5KYe+nK86kV9KLkPXoRq9W/jsLAnjNetmtFO89NO7x4ubilgO/+tae8Vs2FXM7txZzO77UqE3urZWGPv1IiT4A7Lvzpz8d/fOPzxe8VsWWQPp0ddeH6nZhw4MrBcENQkfKkZIpOL4J120GkqAIibkrEM3MhYpWJ1oSybAVyAECCEKrSS75AdREBqk1Z6PeKSPGEgskVT8vHO6ApXpwQoK9NHvxhUfj+nEcd+Kyq4W7nVppRKw5UOWwIIsapIYPQRDlag+gLVm0yJ/f2aWZgFnLo1kaB3NdmHYJcaReJ9ieHFQqiIlpRMQkmB9AlBSoamSMypU/64IRJhIguAEIpB7cb0TLPksmJaUEMgGABHngQPXeH+XMfRvqbgmKFgEU+Sd1r7QNACy/fhcA59DYd1XvuHtL6aZv562hWsEd+37Fm76t6hXur9qT73qkRB8A7q1e/7KKOfHZg61rQ77u5Eo73uo5zQkAIAAmq/0o4SVEVq+DMYZydaQc0lJBNNwDWQoxUZQBAKIgke03ZrZC6++U7yKhdCGU7IFDDqKUeF5YS/eEYz3Is0nP14TB7sTy5NG5ihzHnaicUv62wHN9rYyASIAey8KRPfi2JXbeVjJSdnKN6Itis9eAKVjIZ2wIiTj8LXuQCg9cbqc1xDoXQFeiiAopeMxBTEqqzcl9Pw6piYBIgKJGECgEgvBgGWuoqeeJvkBEBJFEUqEPlPzJT5SsiUq1OQmlwUoWa/zaY64dMD8w0dhwaNyMsWAH2/jjnez+PwBAxZ76Qs3O7So0h3457u5+zyN1krefbd9xB25cGsDfDAAEQaqh/LsCpn4EYKYVAE0qUDbFkYLJGmCMwUbTiSKOGCUhCooPABIpEARBd+GADpaxIEiQkKYuOLCgwYiEEH51lOKyDx8VViwaiK4+qheSOy74OxhPUXe8+3cvm3vl8v9lnvwxLdF5ihuM7B6/qZFz/OiZdSGvRlgGdooE++YUcloVVlcSdOtefPrDkyQIJH7r5hryuTEmGlGyyzkImotmfeLX2XMuW20O7Smiozdk+kXbdoofL//6jzcDQK0xsalcHf6bzkLn1pz907bX+OnkvTfewBj7Q+YZV2yQldT65vZdP6ts+Ptw+oyLbgoca6Rwz607Hu4YWKtZyttmfh6Tkjt+zzJa//oQi1xUR/mn+3IbNxHRmav6nvsBWdS78rW9/xHKLP1wJNW/pkaTrnygIBtSLAoAuhpDDqNMQJO8iAi2eCEa24fQ2H8vRCMKs0tDh9oaCovFw6h5FShGjDGPESlKkNK75il2+JtENJ+1u0kNx3HHzPR9t+xJLlx3uo7I5XJ0+UeJhFAtKG9QdqHLSQgLxGZclnUDnlABRqfgKwwspMH26+hSu6jqlNDUfFh2HS5smDDh1hx3Kr/tWwqxc4pUcKRAVBqiNWLWx994cL91K3eDHlnwqlqsEGG1xp4aK/1b3Sm4RHTm8s7LXsM85m+fuvHbXfrCbxhyYn3Jnrj1kcqi/ebmPQDOeazHzRgLEpT5qAJNECCEptjox0f33DIxP7TulkC23mkHzQNFZ+y73dLg6yM1Y85U7Y56JN4Xl2fq0ip0li/sIlEPI2AB4Lpo2GU4RgMefGhatNXPi2KgxEahuCDHqUNSAi8S6ZQ0OfpMEqV/BcA7muK4WWzs1z/47+QpZ90eNLKvl8J4id0oFW3kt9R6u0/VdudjCTMiyoWmQIvnodgdAgsrEG7bgfTOGmJSWiyyAspeDhExjqo9BYUpaBr+rlrE30HVUVnwAd+1gkZ1+Lppd//nDu63YReui8Yz76jaw1XfMm/NY/x/Rpp7x/pp0do4Us9ronbHbrbltn5auIFAoQNs5yO+VrRl+vpvA/j2Yz1uxpi5gFa+gTH2RgvN+4fYrt8C+O1SOuV3IRa+sIbyT0RI/SJEBoAKmPAjSKSFmS5N/MBlRWcCzPehBDLqqCKAD5tZaKKGTvQBAASIqKEMAaIPQPThWXFKJcMs9p/9tPCOIbbrzsd/1bh24c34n2LUef1huatjtb1r34bY4nVXZRef/X1J0YXy2I79rNMZTl+QOlWQRE27cwepUcKekU4omfkQFQVBfgxb3vNr/H5zHO+9dtUDwe2j72k8Pf52bWDOJVJXAs1fb/pmqvuUV5IsS+ot29ExImNH7Y6L9jfv+/PB/RORHA33zKnWxw6cqMN86OG00jP/3BeIJWvtgLrinY7fRMMt7fc9G7LNBsqLoggtWAJ9wz5EEIdlVVEf3wvrWetAe8dKiqjHAtsUBEGplKZ2fE6EfHqiql0iMlF0IuLQPblfzW33MXJPHbyMPb6iS9cMEgmhyrZ7ty4495qbjcUrL2COw+x77/ubqIZSsf5ly83atG+OHBAjiCKQCGm1FwBQqB5AkjKo6E1U/emfTozc/bUFg8+8UVNjagC/bu3Y9rus1v9CGzac3jhc5my8657/Xnfo/sNqOkFEUs3K5dpyAh6DQXXlopAQPUOLd706Y8w9u2bnmeM3N6LWWOM4TSHSuwjMsaHnbAgkoKE7oEgUtt/wSdOswDZDQrFGJqvf7qT0u8gNnp4Wu5YxgaHKKp/dPPrr97b7GLmnBl6+Hl9ERJG160/3G/W9/u5he8HTXjOmZ3sMMzdeo6Gpv0YpfqqhpLK5xl64KhDKeait74LaPxcs8KH+ZgNCjoq6ZtdMt/Lu4nylP9az5INyKoX68K5fddSzp2lavLs5theJUQ/T7siHNzZv+sSh+4+qHf1Ve2ri0NefTjQLaOUzGIIlvZj3SQGCWkWpCEEYFTVjZc2cRjebgyZqMCiKgAUw0UCAACbqNRUh3YElqdDcIqb/U4Lcq0B5ThjxqAfXncDQacNs96Z2HyP32PEn+08RRKRKkUQy+eYX/0ab17/e2rHnBuwsacyyBagG5EhsQJjDBuRoq5n64BoPbzptO/7jp5O4v9hli4qiWrbtLvnomrITy+at8sjrC7tuvC3x/ItG/Ey86t6fn1JsY0pQVAkArITk5PeO3jDt7L/10DgYYy6AfT2p1Ss7E8vqk6Vt+47/2XhkZj3vAPgBEf1E75JzkqDGR8r3fy4j9dxGTRnaCBC4e0AeARIgSBKqKYbovgKcXCWeclUCFLa3ce8LM4PrP+1OTKyK2q1eW23PjA+kz3xZpqA9x4L5wBbc+W/8KT/HndxmeoVWU+svuLLj4iu/LsqK1v3sF781IobOCGwTkh4mJRQ7TzHiICKEoh2i2AlITEa5MuwzxkQAaPqVqh2FC0H8y9iBu15RLQ9by5Y8/20Au6zRnP5FQjTeCgAqVJQrkxVbdL51eCx1O1+KK53aHGP52Q2vtKlojzUOX6fd9tmbdwLYOZg47Q4ieoPl1XbU3MK+pNH7O1XWFLteQOC5CMEAAJh2lQkRgURJEQPLCqWjA1SVJzfbQfCxjtSq3zoTQ2pYiAEAqo2J01alL/2XkJI8rWpPfXNb4c/Xt/FQOY47Cqj1OqjY8cKXftlYufpVXqm43/zub78SgBks8KFEkxFBajwrLKUBACExiogdQS4yAea6TQAhz2qyBhULTO+wncD65NbpG78Z7Vsc0TM9KS9nxe3de65T586/EgBYSPOr/tC2sj/1i0PjmKmvHeigOX3dNDczzg7ce3isJ4LdbPP1AK5fSqdM6DBOr6D4fTGQ3hlqeit1aKirJgLHA9Bqvl9GIYiISUEiPaJ5OmKUQI6NfyqMWKcA8ZoEWv1a1VlV1GGcuo7OexsANoGh94+zA9NtPVjuUfEn+08Bgxe87K9aJHt2w5wK2FXLJRJFOOM5O/2XphkN98Tzjf3oHdgV9CzRhY1Ooq7EJfeNS+5OdKguPv35i62yFZLqXaYULE3B3rP/Y7kv/+CjR9pPYuVpnYkVp32DRClVH9793qm/XHf7kdZb0X/lmzvii7/gB15zrHjfc5vrOlaIoXB3bdeWLxY3/n3smJ6MJ2jVwPP/pyO25PVWswRr4gCCaIg1I0EQ8cNiSa0h3bsSkqLDrBUgbNwBQ44HD9T+/rLOnnXf0QJF1oZrEJmAfLwB1YQr2ZBDCGOs37wlNLC4q14Z//LOjT/+SruPk5t9eBl7bHX2nbqqs2P1n0iUk02xJojnrQEANB7YdlvMmHM2A9A8sAfRfAAoKlg2UfMdE1GjO+IVC9BzltvwS0z0oOiOWhsyN5+9r7Fp85H2tTx2/nNicscHncDc+UD1b69peGXr8HWISDg1deUNSbXn4rIzdecBd9vLepNrXm95teGtI7/98ol4c7EruiQ7P332FkNNZ6vVUfhWA02v6miBplDAYIXgdPWeogBAobAbydAclM2RzVW/+AddSbxfd2VEWRwNtwJX9ECCCF0IwfLqI2g2xxng55yh1+1p3rut3cfKzS68fD325q987mei4Z53OoEpNJdFBGFhHwGA8slfb++qppdUIzaqScZSQidZzHR1Jdok24uFxRhKtWFPlg2xnAmCiNYh+vXyjRu2fvPSI+2HiGj5qmu+qOmJs2q1sW/s3HbtN45UXs6nFad2o//3MpRUDuMf9DVhmyHELqz6hWt3WBtOyNFAltH6l2TQ830A1EQNgQDYQcPWYaguHCikBVHEBcYYpjGBDDoxhv2fEiFeqcNYrCEEnQwU2BQkyK4IUTYQRQ4Tt4QQ7jZR/9v9uP0NJ2qL3ac6/mR/lutadM6Zc1Y981xRlCFBFgp3D4HNDfts53AzHj0lAQCxQMN/v2O7cPNfMljsFcSf/ipzdzPc7L5xT0eYyfN7YjIAcwrNRBhe1Og99PuJSBZCuuY3mrXS5rsm42ed+yZj6fJ/EeZkLiWiu2ee5D9ESE2eLwqK5PtuVAqF/z28YNlpoqJBkOQ+AC88Pmfm8THU1GlEBN1IohHsds3poevnuCsvF0gECSbcdAOSooM5FoRkEoVQ4PaJq7+rOKpkdA3CDBUwXdiFrmkDAglyAzU4cLxIz6ILtGgniOhfAPBkn+NOMpn44s9klL40AEzZFqy9w/AN2ZFtWipnowAAhhDUkALPaaI5NtxkkviAyZQBuVAJ6XI2q8tRNKoTUAU9IpHcC+DBZF8WtIjHbIsx5m6t/OXXy+TTfUOIXTGXFj8DwK+OEFLYkBIXAIDExNOTcs+PUpGB9QEL4Pn2FICfHfOT8jjpSnxVWMtkAUBQVJDl5JVwfGs6tvB8xhhypV0KYwGIBAgBUMxtZ4qeWN7t966wiWDEM2g0C2j4dXREFgAAGmYOLPDUmJQ+DQA85rwWwDvadpAcxz0hSbXnzVGpU/YDD6PbtsMNKwEKjXq6rs0TSEC8rkNgNpmJMgJdEibUiV3xhqRYVimRkjv7BBKhTJki65FgicpDRkQiIkEU1Kgf2BXGGCOid8274OUfFOPpFVl2zhwAw4fHYyBytkp62mceBIgvjYudfSExFpZJew4RzTt8yLwTgQ7jLJlaHbcyFgRe4NwZRXxliCKqzUw0WV0AAR5cKJCRw7gbQex9MhTRoChc5qDApqFCQ5hiMmMMTdQgQVofpmjYYJFFvZj3QwB/bfOhckfAe+Of5VgQlALP9gDA9yxQ0DBDCyKiceniRDEYgm1VIUcLuPceA2++ysH7X17Wn39h9YLv3PSGwV9cG3qrWZ3e79pNv2Hl7rd2D/3G3LL7Pw5+d+zSCxZ0/ds7t3Z95N1T6Ve/6E0AYCxc+pXQvAVvMZYu/3DHC178xiPFVDMnv1+sD096vu0lhY7TQtfvADYNQc3758W7FkWOz5l5fGrm1NfqVm6sWBv685C4u8NX2dcAMKDVBMqzmqiP7kG4CMRCXRCathpyVUmyGWrVcQQIQDXLtNF6EGfD9EfE/e9FSBsDAMeu39e2g+M47gkLHHM7YwyMMaDWhDJiNrL1jBKRO5JWOQezmoNHHtBoIuOm0ev3d8iieoHYdIasRv7jrm86daeQN+3SndPOgc/ubtx9w8HvXhW/+E1np184dVbq6m2D4bWLFNKiKbHrxwkh++qM2POdiJBIHyGkWtmZ/N9Cfagh1GzETGP91L670Ni3A2LVes7xOzOP3VR1x1/z9f2/rNv5ybqT//DtxZ9lRUnde3C54AP18hhKkzsR96JIy71kO1VBFUNEtgvTLsNhli+QAD/wwFiAojUxXG6MfCVgfuAzz7f82v3tPEaO456YwHcLAOAFNmi65g7+TaBFOzNRL64pFrNQphJ8+EjVIuiajojpamh9ODO4ytSDL5aciZv8wEUlyO9pWqU/VWoj/3Lwe4lIXrvwmuvOXvn2wur5L/4uAPSvv/Jd8f4VH412LXhzon/lp48UTwm5X1VZcVMNFccQE0tt1wxP1/bBNxvdA1i85viclcenguL3aqy8vcpK20vInXU/br+YQGZrKYEBKLEcPLhIUAYadFmBKmowUGUleHARwLN9tB7c2zAxjfHvMbC7AMBE44ALZ2e7jo97ZPzJ/iw3ufvv23vOuPxDair7ITNrQVmdCgeuB1FTUFspoznWQFxZg+27tjB2iUlEhEDyYMl7iCE4sO1PX12uGol0vTD8T3c3lTk9lyg9XQsBQOnuuKr79Gfeoy5b/GDzKOYHrpJKK5nLr/q+oKhnChUnkJRQsblIe7+9de/ru2LLfmMoKYSJUM5XQQvnddq9U88G8KPjeIoeky1Dv/oGgG8cMuuGFdEL3qio0Q8HIa0nFO2AVylCNAU4XhPUMFFBwDRfhr1vzEt4cbmbMvokRpjLHAohIpp+Y9nYvlvP00LJ1fnxLTc83L45jjtxPbDz2vd6y9ga0kOnq8mEK0hCmEiALBtwnTLMtI/g9CyCX4+3bq8zhqBWg6chdP/kdV9J6D2/sf1mpemUaod/tyElrtJEQ9dEY0HUyzx9UeSsPnIEAwACMGII/MXxc05LqXO+YfnNhCLrwakdV90/VLvvFXPcAcVXw6+KqhlEWBoNK4+oH33MPesfTw2n5AB43qHzeuMr/9X1TFt0gteKkOWYkkHVHIEoiKj6RbgUoIISazollhDnCIaUEW2lyfLuCGlGBrGOed1D03d8Z3/t/tsY4O1p3vO3Nh0ex3FPwmRh24uagvkLW/djwXPWqO5fTJKhQc12Q9QD6JUSKl4OTGq1uGd+gNq+bUBCDu7O//ayuNI5t+xM7mdTD33inokvXp6MDlxGJCAS6ny+RNLbl3Rd+jYsay1ngecBwEo644MhhF9nogENhhVD6tsbcPP6dTgvrxpxJSJoqLlFaA2SE8heA+Ce43uGHt1utvlOAEsPnbeY1rxYZaFPSpDWy1ChQAUDQ8ACePBhooQQPGai6RuIShky1Gk27leYL6oIIYL4+iHsOq3Bqk830bhnkg1PtunwuEfBn+w/BdCi3kFx1fywOtgRVrvTaN62F/WbdoIVbCiViu9NTuOWe6+k93wu1nzfd5P4sTkftRUdQk0pmK5Vax4p0QcAd3zyFjdXGAksy3Mnc783wtJ5YSGtsL3TcO/btX/6Fz/5RmT1KRcZ8xe9QJZDvZE5C/v0jt7Voa7+d+6buvX6mjn594PfFRCD3SxPOo3SSdPD55bqLV9XtMi9nVI//JFROMzKFyv7wDwXHYnFUCWdND1B3pIeuTxXg8NsH0AuSnFopEMVjJ6k1ncFqzV2Vwr7TrhOtDiOe0x8ZU7f0vDcRaqqRMKSI6CyezOqk3vgWGW4sP3wHgtCIouJYAhjoXGE4h1Qqp4FACVzbPRIiT4ANLzy793A8ZpeZaTuFW825NgZMHQ0ZRslMf/DelApxZSO10SVzEpDic2Jq539Sa338qw+7+oKy3/NZW6p9U2tSrADa8OR9nMiGi1vnh7J3/3ZOKX8CEVRrg87TWo2iighpGeQVDpgKAkKqxnBcqvMdCuw/cZ+1Uj44UgWhpGRQiz8hpAcX5pzh+5u9/FwHPfEyF3dC0PzF3XKPb26nE4J00YB0+WdsO0GKs0xxuAjoXUhL0w1JrRpOIUCIlURbGjMYox5JXtiz5Ga1tfN6W3l+shfgsBD3Zz+fYSSfekJuYf+tAHebfcEk/ff/HEiEsKIvUuE1JdBd1+U4gsjiH8QgFBF+euYeUedAATwXRONk6aM3cE2/QkIfpWkLCRIsNAoljDNLDSRRAY6DBiIkghRaqIOh9mwYe6OURoahaBAjXZj7qsAWMNs91C7j4d7ePzJ/izWsSShr3vF8p+uOjN82bRQR3GX6Dq/zQcLRxaqAWOYjD+AMjnTSVvtqEqTdKcbKcXPWBmaC+DAXZOBMv+CP8195it/PvSH77zr8E5KiIi6X/Sq10mjbq45fO9X3rLs1pue89LYH79wg4bNo9lcbqr0PsaYH3v6hcwu5hxBkRXPbEDUQnBr5W2MMZeIzgXwTlnUeqaa4/c6Zff2qd2372/LyXqCco197w+YX3Z9c/y+Hb/58JrsFZs0KbycsQASyajM0aAvWArGGCbZn4dC+Xh3xaxACBjcnsS5YUt9huwn7Pkd5/7r3ulbvzgnseYMy6s/MF3dVWz3sXEc98gWd1102polL/uZMFxOCwlCuTFWinqRRK82iGptGkOxXCl5pyxJeiRS9quWfUrK1xbMNyqmBfWX9yw/e84rdpassXdsy930Tz3Gz4uftjAbGrykFlTunLB2vC0Zn3e5LKXP8Jt1z4G7seTlPgYAplOJenIWbuCAMQYnsFzbr2/d5W68Z0BfuSZwg3eYXrVkOtUNE/7+m4//WXri8vbI/pWxC99oiPFLalbxZ3ua9/z9tK4XjkmiIll+nTHPIpVCULQUNZwSpu2hkbgyZ7COSdhmxexE7wecMMOAcur7+kIrLrXJKiiCPm+0vuWOE7GjQo7jHmreaVd/2NBTH6CdIzBEIFcYKfVX0omQHsFkYzfcwDpAujSHCU3JdM1Gz6RuSJRAHVVoCH3kFDr/ilHsfdEkGykf/t3zY6e/VKl74enivd/fnr/5DWsHX/gnq9KENFltWF7pixW2a0+GumM2TDuKBJpowEAYNswDALxd7L73LwudfZfBYheWnLGtDpr3DrFdJ9xT/UcyjD3/LTApI0CI5DHxcRX6e3QYbyMigBGz0KQ0dQIACmzakiGJJZaDDAVN1Iwokl+wYAaLae11O7Hp+V2YuwwIquNs6IQbaeupjCf7J7n0wtM6I93zr7CrhbvGN95w36HL1l+z8LVLL+18NgAoO+tw+qK2/3f5fklTzwIAZUhudBuZLmlBEfNeF0b+3kgP8wOQKEAqMVHpmtfjWc23K/HMZwA8pHlO/IxzzzMWLX0bCQJIkjoWDt5VWbFI6vjWok3YtNXase6i4WsBQD9l8Uv9DkXxKk3Uh4eqNNz4Ze66X7wX+DZmeu383HE5UcfInuLt2wG8/OB0Z2TRuZDEt7l+c9pqFF3ZW/TvMpAFC6DIRqKzb4HGGENuehsTBcVgtolU7wo1Hiz+nKYmX9gTXbq+YRe2d8aWnD9Z2c6HM+G4NluUveAcVTIWj1cf+Em+vu8hT+Bjod7PJsSePsYYKlYDgsf+rDD1cgCKKkehqk6kuTYkRcYlpMRebbo60kowBYGF5EQiIiQSAfNfD+Cfkv2U1veWuNp1MQAwBK+SlNgiQ88IMDLCZHXHT0YL2yeJyDgv9dJnO3YFYhBgVNo/alr59+4t/f02ANhvbh4C8M5jfY6Opc2Vm78D4DsHpxenzrswImeeUbLH/y5CvKwrsuT1gC4yAtJdy06NhLtgW1XUR3bqfnwORNNEl9A3x9CNe6FoubCSnJPW534JwNvadUwcx7UQkdTxjKteylwnN3XTb35/6LLs3PVrBtY992OiqJClTCNV0FB9YPd1RnrwGgDwo7Jln7p4wHYDJNELo17OOjfvgORJ8OHaSWQ7iehSkzWuAPDdw/cd0zo+FlbSvRE1e0rRGrk5Fuo6QzBE2Jm6euf2L3wGADox55oYUl02mmiiadbE2j0T3t7nHrxZuK15269w5I5STwollmsAeNfBaSJ6pwxll8yUVAm5DQYinwyx8BoiAoFJHehbQEQoswI8eHEHNiKICwmkr5Agbcqid7EHt7GQVj13F7v/z208NO4QPNk/yaUXnX5tONt/ltus5lPzT1lf2HPPgYPL7Jo76TkBJEVA44ALb2MyXPeH8lptbO+ylXf3v/o1eWPTXb24+9b1qI6NwlcVyDfdtWdMydzb3N2/MNyFNU4lf7dTzhUO329g2/u9WnVSjsU7A9Pcdetd5u8H+uW7YxFh7uYHnO+uu6i1nl+u7Vfm9QOaHAR7976p8Ntf/PC4nZw2mKztLAH42MHpeO/S67o871dS01PlJhtGDM8BgFCym8xmAVAVEBEkUYFMyin1yhgEJixJ6f0/X73ylX/PF7Z/bXTszpF2HQ/HPZUtyJx7Rn/ylBtkUQtpcuxpOGy0kMB3pwDAZy4aqENJZ59VHRn/jufbLzDjFEvU41I9q8Dp9OGPNaE2Papt3ny3nyve1+vMeXEg+EbTKx+xibnl13YFMy1PLb++K7CsOwVBWukHzkS5OfLbg6s5gbknJmdWNFnlwNDkbatrXqFyDE9J2+0o/PVWALfOTP5+Uer8e6Jqx3stv74jIi44C4BOABJ+GoXmBNLoAADoYkSrkzmnEXKgaV2vWxG5UGeOvXmbc/sJORwhxz0V9LzgVZ8OL1j2buZ7QeczrnrR5PXXPjhaSBB4Jc8xm6KuGH5gY89qB95Edl1x5/BfXR2nO4s7NFIlsEVxNDYXoQgC8imrFJoq3eHAbEaRvMpmZt5EY+OR9u369i4AvbZfn/QD9y+F2r4fhdTkM+pW7mcAagDgwN7DEDg6wkoT9e9scW970/E5M+0x8xDuwZGhiOgmgvgDhamrG/j/7N13dB3VuTfg357eTm/q1ZIt944LBmxMb6EmoSSUFEIgvXG/JKRe0tvNJT0QICEhJARC783Yxti4F1mWbfWj0+ucqfv7QzaXGJPQbIF9nrVYS5ozmnn3xhrNO7P3u/OrA4h+EAB48AghhhIK4AkPAJCoOkVHEQxYrwLttzPJsX8tI//Pbrrx2YOfrepwqSb773IsL7YAACdpYU5UGqecXKcVxfkfIVpd5OOzE+6ep1B6Zjim0vixUCUZTJ1wSl96w7rvfHBve1srMG/hdjzzohf93e1wAnWwhVibMjHQUhza+OnSC7t368nB5w+2fF5u7aq9oRNOXs4HQnNLO7ffd9PmbIoQcgwA8sp1Ns3fPHxj5JHMFMYmphnf9s9XP1s9smUHtsYBLAKAxsDMCCVuShaDV2hymGEIi9xIt1viJIY6NozMKKkJjhVyNR39OIZox8Wi0ycDYw8IqqqqDi+elVs5RlTGvpZaFCkk+KId52gTp5/jlkq2qDkxy9xLTa9Ago2TAUDK2pZWMMpqjWcKAQB3IIVSPg6etMLP18K/tziPOJ5wd/a5s3lwdHd2zVMHO/em5MP/azilPgIGOzLP/HPfslB3AKD7k1NKqdMuzfovky18uuwWHj7SE/2D2ZF66mYANwPApLYzlxu5xLeVrDtfIRKkIkFFLcN1bOi0DKJ6oKpRUEpFW0t/SCkwmIwFeRzkrV9VVdWhx6meZkIICMcznOZpDUcm1/vkug+EfO0zw1p7Tt+7q2hZUPNzfGC7JoCf1DBl19Ddv65pWnC8GqoHAGT6+sGMFuENdoBt7PT59MLpWXvkt72lLaeZMHcO0F27Dnbuvbm1F5Ws9JllK/PicGHbHgCXEEKYV97D7qDrH5wiLfpfkdGmZd38rw92nCPZvloH7wfGlikUIW8Tqfg5Df4wBx4ZJFCgORAQWDAhQoJCNPBUaCkg9/kgYh8ghLRSSvVxbspRrZrsv0sJobDgm7PwNKHM/oi6zrlGIbVi2imF+Zy07PuuQ4nH3oqPXAzo+ig++Ms67OQS8JohMFKaCy9oWbR55yDaWhN4Ya2EVGfFcIP1IgFAeJVhRIHhor65xdyL/Yabfc31QlNPPbIFwJb93++7Af2XNyTtnnmfi+mt7wEANkgkQsj5lFL70PTKO1t/Zn0CwIemNp0tubAvNLIJni/YTKXS4zIuw0iqjLKdB2wXYkKHMDIMPajPGO+4q6qORvXtS9qFgFYZLXT/TuJ9E7L6wHcmNJ/0nEepmVcayYLxheGPxFByssgHckjRIQTcCNxi8Wxe8/KmVQbPSdCTI5AMxuBDkggAlXIRGhtodVlmSt5Mb8RYbadXvVnedz2994Bt7oH7xdjGb3rZ0EybsY5vk2cmevX1Nx+iLnnH295732Mhtm5jszJ9lUH4JpclrAMHhkBdhlEYYlPYtoFiJQl/wxRYZgnu3pFp4x13VdXRqKXjpGWmSu4DIX5qmWn64q41LbXH7uBZWc3qIwg3TAfLCUindkJOUBhDaVCOIMa1X85VXFBKYZeL4DcN2JKniQVAlFgTY/a+BMlVj8lH2XtMw3rN+83hwvYUDnjQd+A1doI8Z3mbPOOTDGEZ3pb/3OCZetxAYfNROcVyX998t4NMTxMwP7JgKgo8jAEdHHgwINSCSRzqoIIygiSCHE2HOPDVXHOckfEevUYIuZdSeva4BvEu1PDBq/+iTph4kZXLDGWee3JJZtWzvYs/9N4duXx7J89K8Grrcfbxw/jl1uNQKbvgfUHQQh/aQ9uoEPOR/nUxxOgg2HlecPUq1t/HuQh4GFpOu3yI3cXuthr45Q2yNZBJZp94ca6citR6Gib+FoCb79t25dDq+w9ahKTxyqXH+Oa03QwCJr9+75Xhu8STYnLb1wAg3uwgGzBv6r3/tx8/jF31jiLwqjp/xscGZCng1/U09HVroSu0VK4VX4jYkaU+BJDO9MJXEGGGZViMXXEM/Z+mW7xnc/6pP2MsB3jVDX9V1WupXmPfuPq2xRMaJpzwjCj7azOj3X/ZtPI37yOEqPOnfrTIcRI4TkGysBt8fQ2gSih7bZC2GuDhdYBPobLOExeArRcQVTuQzvZmJCkQoK4FFMu6aRT2aFKkS5HDSGR3/H39rr+cP1M+4csaE/hohZZWrNUfvfS1HorODJ72ZQ8furbiFFduzT713hnicau9bGimTS3osmukrcEztmWePmrnSk5tPOvq+sCMXxBCkMrsAmexyJT2bCS8UB+T2kIUFGXZppLoI9AryJeH+kUqPpg2Bn6wK7d699H6MLrqzaleX9+cSTPf/6lIzbQfUdex40MvXbpz89/vnDzh3JtDWvvlAEXFKYJqEjibAITADikwaQXF8ij8Yg1otgSLqYARFfiCzcj0rMtLoTqvnUhA6s+PFup411/XVQPq2snRrRdkh7Y90xI+5k6ekzpz5ZGvber7x0EfitZI7YFmdfpdAiN15a3EN8tGtrtFnPYIy3BMEQW4Mrd25dAfjzlYdf+jxXxy4kM+EjzFpS5SiIMFS5MYecSH0CkhxJBDCn6EoaMICqCAzKMsuOc2YdW3MZZ3Vq+xh1l16b13Kc7jnQUAvC9Qx3l9UwGgv8LZhSU+pCbZ2JPQ8If1M0D9NRDr6uCUCrAVFcOeSeTKY3cj3La3mG7kMsrEIMyikQMrjQr+GkCXeoT79F+xzT6Z4TmIrZGw0BA5Vo21XK6E66co4fppak3rBw6M59KrtKZf/yn8wxOmZL8nt0W7lLbYRLWz9rK+0sbvD/D9D8RbXTiTm8CrvimHu6/eSSy77FDqVkq5EZgbN8EMCPCIITWS9y7VFWDUGYDrEbN5n+14atoQjHZKiha5MCq0/m42jh+aj+XdzWTiwvFuR1XVkUyU/VNF2V8LAILknQkAqhwhBIytSiHolRQsmJBqGiB5wpBKHOA4CNgBCIJCsrM91EmmBkJys8OyPBzi7ETYZ7O1dcjJpZ8x4FxNiYIhDBQxuIwQQlTGf63G+htCbN17m/kpSw6MaYr3+HPmB8/5qcAon9D4YCwsNb2nRuk4PmEPfDhDUn2GBHilqCix2lH9pppSRwcoUtldEIo2zHISEbFputfxhHJ2EvnKKEqZgT1uLgcNHtTKHY0y5/lIiK9/eIl2QXq2svzvhOybhFpVVXVIyHJwFsNwhOVEXlbG5i+ajpGDRwHxemC6Oqx8BpocgSaFwZQNgOcgzpmKSkyE6Wcsp1Ie8gWb4boOcm18b25pHQrLG0s9TaOfVGMtNYKgQhA9nKyET454Jpwd0JqWa1K0ySNFXzXvXuMC/EzP8i/XCG03e7jwMo0L1nq48Ed36i8+3m9u/3qRKYFX/RDHrq/KYe+wdxAKt2JTCxkkwIABB47UoeUUFiySGAYFtUcxmFXhhYf44EPopCjqvz4Di3YtwinxSWTWR8e7DUebarL/LmWMDP3QiA93F7u3/cXbB23CxDNOs+pCCmFZMBEvvEEOzqgB6jiwhuOw7DRIjAMdzcKyKaa5276YXds7a+jp3s9t+93Ga4T6uhpCCLhopD09sOlxd0chbsVz0Df17670DD4e9GwXqaODOmWo/E6dEMLxnOTdH88pZ8o/XbhE+sxnzx89Lja01XLLFSeW6M4ljf5yH+m5uBAh9xiF1IbyaP+7uvr+W0UprSTS2y8s9m3r8Tk+SLYAb5aFP0nA5srQbM01bP0xUJdSSkEpBXUdUDicBCXKqmp7s2/mU9M9y97VFbarqt7JhnY//2BmtPvOUn6kO5Pa9fv2Yy++Ugu2XOxRazgA4DkZargWpdQAKHVh5FPwPNYHscjAMIpwNb6wve++rvjI+jPio5s+44rMU4KocRwnQPSEpxpG7tfZQr+tG3la0ON3AoDhlAgAlJxcpehmegVG0gghAgBExZbWGqn99pBQ/wmBcqrrOihY6WTFKY7uNNa9WGQKH3JZ+lLGGLo/rvcc0UVQ/5Otgw/eOpTdfB2j25ZCVXjkGmhiCH61HhQuBIcZ4Q2ahzVWisZ0KmAZHgxlm0Dg0cTIuQt85/VMUOYe1Q9NqqoOpVxmzy8LucGXCtn+54fVgc3h913wAUULN/GCAo6XwCoaoIgwrTIMq4Q8sjBiIpy9g3D1CkyZ/nXPrsdaR/vXXRvfu/pipiFGGIYBFw6rTFNUKBZHVpZKSVoqxkul4sjf9WKiXKnkXEop9HLSJYQQjgh+QggBgAny7E/XiG3frBFazykayRKlFEUjlSWEkB36qm+W2NL3LFrZkjWGvkkpLfyn9h3JRtB33SgG/yFDBQMGXhKERrzgiQQvG4IN4zEOHGNj7BpL981SU6A127CDYdTeNIscewchpJqDHibVeRTvUsN33f4rAL+aOvPSr4WbFv8xT1OuzhNixROgpRK97KodRNUo/nxTNzKjk5ANcKC9Boz6+fj2TQrcJ7O+3m1/3wvgh4QQUuub9Qm+vvYYLmkQtbGjo/e239fhNngAFCil7mf/PEcUtEdACBDfkVXkTR9ZT1iuvaP5lB/s3PvwVwhDWAAgBFhSeT4zo3ZdNHKpec2ZZ8u/zu3We1EtMvey7t0PPNcpzft6mYh/oLrBuFSESyiE+kaYIsd4+8i5rldgE0MbAMIAuoGiazEixyEgNQCA4MC+BMCPx7kpVVVHpEo5YwB4LyGEmXL6p15UQ42zJCFYyBRHITo88iQLYfIM2IkhDHY/i4B/AiqVBJRQM+r0IPZu6md9i45t7X70vocBPFzbvriD8/g+zvGyamqYMWBtfn+5+8FfAuAppSVCiCS7krdYSYKHKPnFmiumeU7+bNHMZJqUaRcASBHsvzEilZKTkSXOG27Upn0NwLlbMk8+CuDRcequd5R9tQ5+PiNy+gUqlY+vWCXInAc6yghFu2BkR2qEolBTruRgMRYsWwdHORh6nvVxIWicDwCaLKqfDWDT+LamqurI1Lv9/pUAZgfPO/skz6Il/wTPi/ymbXqpEAcBRTFIIU+cjMH16+BIgCQEITy9DXVJH4pyEn3LCw16MWliX+X4ulMums257HSmZBNvRjtm67rbFhFCNAAmpdSc5Tv5OiadZ8pIQbJIaY52yt80JnB2wh1+hBByxgztRHZ/bKZRGC4UjAkh13v8JMy6dBtddxuAL+7776jXT3f1N5L2T0hQlwsQNZMa4CGAEyXIYhDFQm6xRr2eNEbBUQEWDFRQcgkYxgM/BCIyAhXf50XwvwDsHu/2HA2qyf67nCB4JhDCgKMCw3kkm8gyJ5gZEoyM3ReeMM/EkztcFBACGwkCAIreeoQVcfml3+jcEW2RTzj/C213btrm263loseAB5NTC1MppX8FkAMAtWuKVrdkKmluquSmtQ0Mbfm7N8V6tSmjC1VQpe7/1Z5/Sd/pMf3TRoUOJOJOPyP7P7W1L4BFnQOSIEAdt855B+uurLk9zNZv5lxhZtZXc6J34pyL1LomoZTsNwqzQhAH82xdshagQMFNQDG8ZJQbRcnOQma9KNiZ1ePdhqqqo4DAiWonALCCqEmNtXBdB3bJgABADsVQKgxDUUOgFgth3+hODxNUy2Fj6ZTZl51HGE7MJ3r/J7RoOUs0P2THrmc3Kg2U0m0ATADo9CycUSF0BzHt9rJdvC8it82zzJLmt72awEy4f8Dpnhs3eq9UWN/yvJ1KhtnmL1mODgaMNm498w63Mfngshq58zzWJpEiU7giGps+j+NEpJzciB9KjaQF4VVqAACl4gg0LohUcTdEV4NNTb3oZJ4e5yZUVR3xWJ+3k5EkkVIKIgquz/ag4hTB1479bnJ1UbiiDg/bDP6lFAgh8FRUKB7mmOj0E+b6midfZuRT6zRD6A+nIwQAih5nAgBQSov7z6OHZS9H7DiT05msNXRfHdf+Q73Ri0h4ymmTE/W37dnx6IcYwqoMGNUyylNlyTPBqthgKOs9aOBHuX66q99Hgi0ytLMUqO1eIfahmNRe41AbDizThI4o6kEIQYkWoBIPk6EpFJBDkEaQQ2pDHunqstKHSTXZf5cihBBKKY3ru/7haPz5JjV49zk94dQqtbzKYsVTBCAadq+WMewGwU8IodLXD4YyIP1xO+Md3T3n1PBtio9XtAB/5sonet7PsGyT6ziF/OCO373yXN4Fi66n7ZPftwfA5oc3/1zq3na7Mq30CSbSEABAGI6/4I9/ku/43U2j14SWn7bQf8zCG1jFg1uefnHjxrv+WH0z8hqSzuB6AOsB3NIx68J/WAnnhIKbKPsbF3/BdQZg7UqBpSyoY8OmBBwn6iKjyIZbAoW7YXyjr6o6cu0f2gnAKPfseJyG6s8qkqSeFzOmnCd+rsJCH+4HaxHwrALLKYPVFOQSQ6AA8lIuruwtdYVrF149djxGKo7s/roTiL3PyCUfLAzs2P7K84Wl5pu9fLjLcgxzR+H57wYdfpHH8ZzGEo4ojCfMMsJ7N+ef+j6l9C+zPCf/UHEUuK5DE5Vd1bf5r2FfIdO7AMCvNtzMl/xfJISRhLI7T+Y9NbYzNhK3YubBQUDFKVq1ygTedHQYtGztKK16fjzjr6o6ku2/hy088dydAu/5KkPZaB7Zgs6bqsh7YY+MgBaKYBMF+C0ebocFvdUHbE9A95qu3u+sCLTN+oUaa5qrRprtoRfuP0tIeO9heamumNr7/Veea0L7aac31i/6JsOwJOfpf6J7/d9/KgY97w9Hp84FAIFTlxNK/OvyD3+ZECIsrP/ADq8cQ0EfzfUMPXrb+PTQO1+OplMAbgGADnnuXWl7+EN5OzHYQBtvtGGjAh0yFDgYq8fnwCoHEVV0lABgfbVQ3+FTTfbfZQghZOKSK343/bTPn91+6lUFdumsSDpVkIJWDLWKv1bPpZCJpPCMdCwqLyWhlik0tQaVHUl4N8QhaBbsz03mXKPpymefXm2fcrYDQsAOvfjAmsE19y9+PeffM/p8T3DBcWd54947SVoPhdWuk3yn1KwNdR5zfrR51q+FLbpYDpWQk2uP2mqlb9TOl/76NwB/i845caIwsOcypcLWJmpsyAMZQBORdXUQIvA5M0ldYmcy7uhLofCkaenUjs3719yuqqp66yILlk9qu+wzfyaEqWVGCrbsyEGzlCbcqbMVQohS6t6O1u4QzL4CSshBntwEmxFglsuwYzwE3XXqPTNiJXvwA5VyBpISAEDY3Y/e+h0A3xk7y8FXxyOEgAGDDZlHbpoiL24GQz/l+FW7Q13+3UCpvWOysvhvAS720ZKdAc9KRGLU6pzH1yFbGqgA+DoAzPCc+Ik8kkupDWaU6QVYBpLNQicVXrcLhsBIou5kVoakptaQ1FhOVfqHxzn8qqojSvTiS65p+PwXbmj40DV654Sz/e4g5+OzJgKBWTWOa2O02I2oMBXZ0T2guTLC2iQUukdRphas6a1QiES8hrxsNLElTyMNAAFheKG4+cmb3nPQE1K6/+EtCENAKXVUNXYik258jLe42f6BUmCmdlL3FPXYS6fgmNMwnGjJKjko4UZV5D1eAPnD1DXvWjv1FzcAuI4QwimQTpaU4FKbITBLadgwkKDDLgdeSSNuA4TqKDwRIbWzSihsKdOiOd7xH+mqyf67jBZqbvfFOq9gOB6coYWyGoGpVyiTx9jFzKWwrQoQ18FN6UAlkAU2DZucRQQubUBfLlOBIYSVBdK9Yyrn/GL9o5KWvfHfLeeWW/Hsd/ZfLPOrV94IAOlVz6wghLROPO+za1iPMJ31xzpVf+3V/kjHVABwEsOlHPbccOh75MgyuvbxHbPmfOSFQLDtHNRHkS2uc9xCyZQ4TSaKzPElG9Rxg3WTOh9QtGg43b9h5eLghZ68k1obt/Z8crTcmxvvNlRVvZspda0XyrGGGQDgWKNQEEYpnn25mi2bNeE4JliHoFZqQ3xv3LVqPMQpFwkMxxXkCAsAkiei6Lt7soXcwB9So5u/8e/OmTT6rrRd47KynVu5t7RxPQBs0Vd8sck3a8UU7ZR7AEARAmcwrN7o4UIqAKTswa3DRs9vDlU/HKl69ZfumOc983siq4gVU0eSTWaJy/olbxCEYUXZVWCXneNn+k7f6lC7NMdz6g4egpyo7P1Vr73xl9WHq1VVb41YV/dhIRaLIhYDzcThpxGUrF2ABIBS6IqFkp6A3NwGx6gg2dNXEVlZAsegkhu11MgkHgB8ttdbfmLlxnyT+PORlx577rXOt2v3ww8IgvYJSfRNzGR33wQApVI8TwhZMEc75dci33gVAEEkyukq+KskqoAWKfrYdT/LG/GBw9MrRwZKqT09cPIDfqVpKQBk0Y9KsZwTIfnGKvcrnAoPknB/OAOLwxkktswjJ5omKuk4+q8boX3bxrsNR6Jqsv8uU0zt7SvnhldpoaYFJTNZokyNGnSHSu9fuFr786qZMLUIMOAm4eYUh/EqbJ0f5V1JPpAPQFgwB07t9pK5aURjiyK8o0HSnWpkh/b2rca3Xvuc5e7tBQD/deB2SqnZuvwDd/CyNtEq57dJ0JYZxQwE1Qc9N2oknvlbdYjpm0DhJgDAdR1k2cx/RXT+Rn97BwCgREbgGgY0b10YABRP7UJvwYLIqlNF0T+VELKQUmqNY/hVVe9qZjaxwi4X84QXNJRNp1IecWFZbLl3JyebChQacnKJnXGRUWtkwcv4Kx6mLztg1fln88VUd5EkRrx6TAdjUvg8Db7BDQ92xwsvpf/dOXfkVqwCsOrA7UUr+Xi63P+0KgQXZUoDD6iC8kHHteFQGwUn+9ywsSt1yDriCOVQp+LAzgCosV0jhUrxB3Kw/UbV1wAAKOVHIDKqxLMSeECwheAC1VXAsuQmxZYDAP57XBtQVfUuZ6VST/Ox2EwnmdYFU5ST+e48R1xvqrQHCHggWr6CkRixKc8GhFAUhVpFMg0L/mAHSls2jhRGdjXyjAAxUQa1iFbo7nvq351vf9HOg2x3u5RFdypM/mwAtMJaIUHkOckE8mzOKeQGf31oeuDI5lIrRakLQhgYnPUXHkKHDG22SCQ41EYZBfgQCBNC4KfhKQZ0+EkQAhVWtpGuY3vpts3j3YYjDRnvh9SEkHsppWePaxDvMp5wi6YGG+YWjHi3b8lxt6qdk0+sDG0FLwdBCgT29ACIwEMZ3YHJSi92bT4Z6ZGtGWN48BfCTOMBSQhfKQ3WnMnW8VHuFBb5rX3f3HHD37564Hnqzr3041JN/SesXPaFgTt+fcVrza8hhHjaZp7/34I//DGJVVkWHNJOHCxhbi+nB28cXP/w1kPfK0eOaGyqNxqbeY1tl0d3bLv75i5p8YZo45xpEq8hke+hbK5MaHMNOC0AY3BPOWaElKKTBS/76OqRP9eXrGx12GnVy6rX2DcuMHXeBMLyfi5e8nUpC/7BMqIWj+ngg2EIA1mEkgIAYCiSQ36KDHt2BPaj65/FttSPwmVvBB7tAkUJH8fmK5JaYio7Sqvm95W3/Ev9Ei8XlifKx9wmMNKUvJ28cVPp6VsPFgshhAmLzV01Uvtf/XJ9l0sdWLYB2y4PUeL+Yn324e9WH/C9MRPVBQs8XPCUvJ16sGznjLC/84VYzQzBcS2kE91gDAuKHILjmg4p20RlPEyhPALbqtz7An38nPGOv+qdo3p9feMIIcSzcOFiO5PpC4W6PhucvvgTupOE5eSh6kF4e3SofACGXcJwTR4sRDClilXZ3fvnfGbPD+s8XRfzefM9shjoZMJhGCg/snrTr0458Dw1J567RG1q/xl1nHxu67rLUy8+fdDK74QQqVM55n0y8dyk8H6Z4QTodh7ENJ/USeknW4rP3Xvoe+XIQQghU3xLr+IZMdRf3nJTyAh9w4vgp/wkiALNwYYFFw4UeFBETg+jRrZggsJFCvErttA1t4x3G4401Tf770IMy8uWXsiU+ncONX7sU7VGOQ722HZQQqA/tdPiEeAJgJi3gsmeJHa5FAiZAfnEKf9l50ofGrz/6alNF/BJdV7bFwCAAORg55Fq6r8gRmqahHCsM3zcKX8E8NDB9gu0t58p1NVeq9a2wtJLKO3tga+hA7ykXCoo3mYAxx2yzjgCjcY35/Hy3F5gbvg9Na4moGAXwHi8JZova3LcgLOnB5ToSj+X3qYJYX/JGLyrbOdGxjH0qqojgu0YklspDKkV0StpHi0dMhGMToRtmyiX9uhAVAYAs8kLs4EFTecRTseWcO0Tj9XTg/fueOmOUxcHL9zu4UKdNkwGwKvm1tcLHWeH+Lrz9337OQAHTfYBcF4++v2I1NolMjIyZhy2o9OY3FpHKf3mdN/yMoAfHZKOOELtKK16eSTFZGXR+zTqFcq5ETBgwLhunDdJzDbSIGDZFEnohRIZll3JLSBTfdNXVfUWSYwmqOtGrbydGOHaFvtNMw9jjgDG04DspkFX28654MGBIXB9MmRLgz40xAszJ14W4CZelNi59WIPJSsCte33MISFUdTZg51Hrm26RorWzwQAu1y8HMBBp5bKajQgWMJPwqZPBijSago8I7gBuXmp6Vbmhvj6ySlrsDqc/3XaN5Lit/u/n0eW1jEgKNMiREgoIGMGhAbBcQ2wrigPuL39KrwcA7IlgeF7xjH0I1Y12X+XaZhyUldswSnPE7/qrzvlPc/ULRImjWa9ICQAAHB9zuOlDRs0T33wWFvK27c81lJobngukGluh9gegohQNMh23oOd27+UoRSgoPEHN3wXNwC+6Y1qw6WLfst75Ql0287fhYRmqYga2NnUsF3MH/Tt/OyvLP/Bsb9Y+tk9fxq7l+UkGfni0M893OSPY+w5wkEvwlWvn23pK13TPFv2RFBMb3vMLic75SImK1QCCIN8TDFXD/+lvoZruzjI1U8EsB0AJraevkwS/DOSmR13DI6urT4EqKp6HWpPu+grjZNO+jocu1JKDW8cNjLguLEl9ViWQ8rs+x+rgf+IK7H+nIyMY1FVXWEIWsMsEIYlhOPOmt547jfi6T3XWK5xYdnJregrb9kAAJ0dZy7x+1q+6zhWwoG7RXeKlsSofMUprT9YLGG2zjNPOu0lzuLbBUYEADAgKQI8CuB9hBCQ6jX2LdHdwjrLKmU8JBgAXKdMC/8rgvlqhNRyhBAYjCXr3vL/bi9u/LPC+E4hhPCUUosQwk0LLP+QQ+3i1uxTf6zO5a+q+s8IIfy0pnPWsI0N0zzpwW6USY0xOggIjQAAV0PfaGHrQ6494aOGZBPmxdERKnpr2IgXpKsZHCCqhvFzVOKfiic3f0oUvBPT+d7/2X/8mdqJN6iM/5yCk76XmxTqoDWNcCzTsnLp9QeLp2PKuadPn3vVP5ydu3gyPFa6yiil/6r6Wo4HEB0LmVQLob4FOsorFWgXKkQjeZrda3P0YcsufcRLfXCoBAOFmnV4Womi/ngCzAHwGAC0kq5OLwJnlZB/uodufnGcm/GuVk323208yqV0eqOfpvLQTGVx4FGFCfmL2COszZWp5M5sNk7Vakul5x7T79tL1UaladIMOf40gn17UahTwVALnXPVhWRi/e9qB1Z9a93Thfu2r8oWGz53wRdD5y68wD+rZS4AgKk0XrGwJ/r4k8PYaTJ9yZBx0AJ+3pbgObzKI7qkgP4neixrsPDr+IbHPiWKnj7ZX9NeGO296bD2zxFoQ/6RCxp3D5/jyrw7mFp3T43QPj9gB58HARgwUDhv0zThuFURMzy/whpOozL1Mi4Y3tFct/henpNVQdBOBfCqIW5VVVWv5nODV4RKAWLkUzIcZb7gDaHs5lAe2dzDUqbZf+wxXyj37d2m13pfgIMuZdQb0HJZlCo7obVMAi0WmRpf15dHGNKZZsu39/Q+fV9967F14Zqp39a8Dcs8nvomAGCCuRNJnvIpd4TmucIAIYQ5sFCqRvxzAwi1U1CkSn1gJCVeMOMfGq30bgBoioKmdxZX/3R8eurIsLuyqbte6JjJmT2n2Iz7/GBhy5bJ/qXzYeFMAJB4DxyBXTSFnPAtDx+UY5XWb8usp3VW6IyvRqW2/wIoWMJpAH45zk2pqnrH8/OxZndG2zQ36AdNolPLcWDzPFL37rIrbWwfVfhW/dKJH+5/quchT94XiHg6F8TVOBzNBZNOQPAGoJhqradm+q3x1Q98q1Qq/m8v3bqtc/K5Zwu8dnWUqztVYCQiEHk6esDmh1ehomdGtWwifrB4ZDV8uqj4eaujA7niRpiF9IosEp8wTGdRwK09rezmH0qaA32Hu5+OJJvp6p/Uk9Y1Q3RPhwH93pKdL2qYezEINAICFT5uAqbdUo/WSwCgk0y/dSc2XTEfJ97tJYHJFRqIh0hsZorGqy+t3qRqsv8uoxupJ+TdI9fH9npIMS2wLhsGW6xDTF1B6+dwgdvO7wUhUD8w3HLmVtoCY/U2MP3TECME7B+3IXJuiUbqo6Tc67QsvyBwS12L8ET4vGO/Fr146Y3mcIJkt49SrSVASDo/ODhCYuvD84FG5Ri/v/9mACcdGE9hd+o2OSx/rUJtmlPSP40/dc+X6j7wkb9x9Y1nFwb6/jb0yMPVQhtv0b75uHft/35W4NQFtiSgBBe8JwKeJQniKlMYwoA6NltnN/ypkCn1FNwdKqs7sDRmxjiGX1X1ruIWSuut4lArqZhQ6iJEkUJgKiwSmU0N/LltPJnnB5PkuzyPFLuEMkeF7jKidiNs08JQz0Z4bBmEECiemguDgZqLBEH7JOsPTvCH2y/PjnSjVElDYBXTNsqDtqB2RryTSJjS6yXeMwDgXx6OFmhmdQqjGzV4p7sil89KmXNIoWR1KQtWsOCDKWvg4yU7V1226C0aNHf2AXh5ZQOtaaIvM5qE6IgQPRHkiz1Br1AvW64JkSi1Mzwn5vOV7HCGDIFSF9Qlc8Yx/Kqqd42sFe8NGYW8RH1eznAgikGIogYrWXKsQKmNmVAPRpHZylTjVHY0RIZTgw57TBcrKBKsnX3g1yWgSbUgDBFqrNpvEtgfryXNCxoWnvdzQdAaC8Nb4LEIDFrq54lcK8ZLYpAG6w3I9wRIeGqGJv8l6S8X43dLov9KAiJXvMyqTfkVJ0ztvPALQW/b1wyr0J2Pv/hvV1Kpen0G6e4VAFYAQC1pXqBC03I0BQ48JCiWDGUeTwRUaBkBxD4wHdpJBiqhHJODDStKHFIDoJrsv0nVoSnvMqmXnnu8Ukps3ruwiNxxIYw2OyjaCbO/o8MfNYtgGAJCCPqbo1BOlcDVUpeQsSn5FTGKPf3ynqHn++6bGx3mAEDzsROp7WTMZLbMqArQ1Ezia+Pr1n7nqUX33219nwoSAIAIfPBg8az91uPfeOSiP/pXfOhP3pFf/+PzYm19o9zceg6rqERqbDmf8wXCh6tvjhZFO/2kKGhDjCg5RTf/VKK06wMlvvRQjmbBgoXX9kAucxN8wy58OQ5S0oh2kBkfqyMt0fGOvarqnY6yT3y87tydVsfnRiA3Gyjooyjpo1k52iDZ4liNUmaojObNCup3y4QvWBYAEMJAVHzIlAYfHtV3rxN9YcIwLETR1+lYlUyxOAot1gom5KfDuU0/Sua7TzQY4/mxnyXgGSl0YCwpZ7i8tvLIrGeNuyPrEv8I7dz7yGqNC56usv5GiVVVjQuee1g75yihV9IPqg2djuHnsslK3019ufWXJI3+RMFKws9F4Oeigir4moNSPYJSAziWW9blP+5csv+PbVVV1UFRSt08P/SnfHMKxnQBFclCsZykuajBIGOASGPTlaSCQMRIFFwwxIIZ+7ViBBGcy5dKxZHflV5ak5UtASLkGgFSO3XttDs8grC/A5ZXyOy1t58/YG47m7goAQALzsdB8B0YT8/Wex9f89wPgi889/3gpoF7FlFKbVWOni8IGu9Ra6d41Lplh7N/jgYl5DdUUF4hQoaO8o4EBi+vQP9pgWZdEya8xI8QamoVaILP9UFzNRIgNde1kcnTxjv2d6vqm/13CUKI39c0pV1PD+0N/7+PdvChIFzbgV3IY5gfWVWzcspxL8hd+EUwDV508nmXc7l4yW+HO5nhtgwcvYjCKY2oDDqP3XPdvR+d8svmn7gFflHv1sqvzYFRJ/P4+h/ELll2AwAQVYrM+eJxN8iMsdTdtaE/4/r2lntGv/JasTmGnd//dSw8o4lfM5R2FTaoC9mH7FwmeTj652iys/DCer8Qm8oSPpAyBnr3bb6gQ11wT5ipObtETZgsByY/9iyPOjaa0XFTDqmLASwZt8Crqt6hCCEsFws1CA0x3ykX1R035TSNBwC7MoSNfcFe/3l5zTPBg/4nsiivsuG8NNjDkmkT8lwRTKSOz+Xz0EkZSqQTqdS2H1vl0h6m7P0fACQe3/DrSmqIr5l96nLFF10EgHCCOiEwYe53rGQhkCr37XXhPjFQ3PSzg8W2b2j/y9dRm0dDgStajllB2clWq0QfApu677wx6Gu7y7LLo4XSSG7f5ui04CklntMV0yyA7JuhTwgBT8TWqNb+d4GVP4tqscSqqlchhChSZ0cbYZh04LITJ/JtNQAAI51Byd31ILu86VTBUKE/swmM3+cKGXsXNHT4RgicbAIVLyCnHDA8v/el52760BQyf1UBvo9WUF6VCRo7KwPPf6qDm3kfBKgKHwh4gy2XsT7/zKzlxCsD2aKhZ3+VoEPdB4uNUloBUAGABnFiTY0yUS4KKVh+cW+xHH/qsHXSUSJPMzohZFkQsc404tsopQ4A1JO2fA0abyvRPIoowoOxZzOEMgghdqUA/qwG0r5wgO7aNa4NeBd6w8k+IaQOwFkAFACPU0o3HmSfmQCmUEr/+JYjrELzWVd8v+Pc6z6j+RuZ/MC2LROy65JJpashHufhDGUMn9q4WBS8gOOFntuI2sk5lq7Z+nFDi36ScI1z3ZkB6Jkh6HsGnqls3fnf+woJfRIAmp+94BvN/69zi5nM7ck9u/lvUkusK8amyvWL2653bQexVBxuMb71zusfeur1xOqNtH/Z42kOAoDTn+QOnINa9fbImvEMgMwrt4W4mrJfGPsDyggGinwRVikPvgJiwYQDp4sQQqqFpN7ZCCGLACwEkAZwD6X0VWu0E0KuBLCSUrrtcMd3pIm0z492nvKRx/VjPVNITCMvPPvUA3bQsdsnUi65m4GhjfCRhU1RAIh06LAeaMCwU949mN/8NAkETgtoTXXQ/Cjme6300OYb+7c/9si+37GTQ0K9d6K64DGPd9a80R199xclbZVplJiA2nSSGPL6dHUEvmEHI+Xu1aOlXbn/ECpCclPHrPBZH+ZZgdHZPI0Xd1YrRB8i6Vzvzld+TwhRj6+/ipF5L2zRj1KqH9nSIHS3hLDSQip2AQy46pSpdzhCiAzgPQAaAGwC8PCBfxMJIQqAL1JKD1q9veqNCX/gootin732ZjFSq9jpdB4rutejwMFuVMGPFIAWebFYG2QAwB7QQfxRJvPo/T9kdfcCvy4tCZI60RmxkCju6i+Z+U8CwBb6wm8B/HbCjPPOmlx/0hYQwqS61/8VBuYX3Ey6MTb/U4QQpL1ZuG3t+S0Pf+c3/zbIfaJ880fCJNYFC0gnk2Je33vQuf5Vbw2l1ATwL9N8g4gGg2RsACqhBC4cZGgSFkyEEEUFeoQB0wmgmuy/QW9oGD8h5DgAOzBWiOZHADYQQn6/78L4SpMw9kCg6m0gBqPv5ViFmR64C9+94tEp93+yt+GeE+7H1E2jcJPpRIUzWcexkHVH8auhuSAV1/78penv/ujjvXOd4sZcuZyApRLDWjfw2dwDz+75l2PXh05lBI5IdaFWYlv377rupimyhx0BAMIysB2Kcqqy86CBHYSp5yxKKWy7Arh0jl+sld7m7qg6QJe2+IS5vtNvKLuFNKUUtmvBZSg8kTY4HhG6ZMKFAz/CocnM/O+Pd7xVr40Q8iOMzWv7AYDfA+glhFxykF3PA9B+OGM7UmmhxhO5aGCqwznEWLsbdOKC0zc6x3F3/bMZu/SJ4AY4LfNcCo5hwxEdGO3boOZ5LVY/+0qZ80Qz5pCdowkYKl7cvvq2G16ZOHjY0GwfF5nHEAYe4l+w/umfLRrpee4Slts3P4plYbkV3XDKO15PrKajjxpOoQQAtqUTlXgvPxR9UvV/CCHs9LqzPj699qyrDae0EwAqVh4yVAgGgWEWkC7tgegK8JHAe9rUWfPGO+aqgyOERAC8BOBPAL4H4EEAqwghbQfsqgD4+GEO74jF19VcwCmawj6+HaH7Br2Td3Ye13G3hNCvR6GOkrywi3rtVBF2PA8prgD5CurYlqsnjNQut3Jpo1xOoqKnAV3/cc+Wfzz2ymPLnuhyXtQ8vKCqQm2d9dze300hAv/Q/hk1DAUss7QdgP16Yq24pV6HOqCUAgxbozK+U9/+Hql6pSbS0TqLLPmqAd1jUdOilMKECY14QeGCwkUReajEgyBi1493vO9GrzvZ37f0xC8ArAFwOoBzADwC4AoAjxJCvIckwiqY2eQD5XIS6yvnwEA9CCGojRLIx6b1yhWTGiw/i72xfmSXheG0TcAvV9ati9bxdQBw1amrMqXi8OfKe7rPTj/xyL8sXTHvgxNbJtCdtrdvs1XaPrC+vH3gUQCIv9D/peSGoduHH9/5x5Hn+y+7/9NPf/r1xjrS/+KHkqmtQ9bW7egYigQ7A4vvrc5jPHRqxPaWWnHC3RGh6Wsq4zttSO9JlLNx0OEERoZfQsD2wcsGIREFLGHh5SPXtQcWTBrvuKtejRAyF8B1AP4bwAkArgFQBHA7IeRL4xjaEa2cHXmOJss97MYSPE4DuMC+ZUwV1Yz0CVQWw4HCbysoJCvQJtXAs0RySb40zDAc8Uk1nD068reinfp8tn/Tew88Nt/SWh+PVIbSXNYs2Ok/UkppKrG9JzG6+Zpcds+d2aFtPx0obTlpe/aZp15PrAUzkRvN7vxKItVtIVdCDPXvncYvuubt7ZGqV5ped/an6rxTfl7nm/KDgpnOJHM9JmcBOTaHFEmh2TMNKhcAy3CQOa/Xz8V+Pd4xV72mGwDIAC4FsBRjBTHnAFhJCKnOBz5ErHjiAauYMe2ltbBnhsGxPAhhwMXz+VB32Sv3uYT5cxbyC35oWgvY3fltQTPcDABRocWbSmz/Xi7fd9XWHXf9y8ojoi8sFMVyKGn0lfK5/mQxN/Q3ABhIrv1ZMtfzs0R+113JYu9n47tXnfN6RzRuLa+4fYQffjrpDsGTpGgpNf+0iXS0vv29UrVfDZpuDZOar9eh5csj6NtVQJbKUBCnA3DgwgM/vBj7u6zBu2QimfnBcQ75XeeNDOOfAiAEYB6ltLxv272EkE9i7C3/o4SQkyml/3EoYtUbs/fe33+s6YzLBcrJV/xx3Vxo3OPY209HXgrOrWEsoBwugQ6kC5xZp9qZzPCajfjE2mdL14dj/OzEQOUnw7ff/KuDHbdjad13GmaFFlJKsekfG3+zNb47u+jS1qX69vwLT//mhcte3vENzECkU3ya5RZ9Mb0WIIDC+pZg7Cl56S12Q9VBMITRuLFln8AyfKy2brZSLo2iYCbjsBA0eJtnJA0pZxiSycBmicA67KkAto9z6FWvdiGA31BK/9++758mhPwZwB0AbiSEcJTSb41feEemePeKftkXm1l31qV7RC0UNrcOwZAMl+/JDYri9FY7GkUylALWpcrCMkUp7EndValUfpAvDTVRSo1KZuTrvRufetV0Co+vITpt9hW/EkRNrUQy2c0r//n/6tWuCQxhA/3Fzb/H2MiNN4zlhBi1bE4lfgBgFOJZggOq+Fe9fXhG9O1/Xq2yvvlqiRVMUkBFdpKcLYWKskkcl0WmOAKGYQFBaCWEsPvnoVa9o1wI4CxK6Qv7vn+KEPIXjK128yQh5ERK6YbxC+/IlLz5jlt87zlRlGee9MuSKGBk5yDYpFGSi2MvCYW8ibwwVOHCYYbaruOkMt8sVIwmCvcK3cw+uXPPg9cfbEpo7bxTP+7vnHUJABQGd97d++Q/HolOXHQsDXp2r915+yffTKyEELZr9qU17JYkGMJAgdakUG0ugN1vqROqXhMDxg8ALDgphJpJDBjkkE4xYGUWjELhIoU4JKrARAUi5HMA/GF8o353eSPJfguANa9I9AEAlNKfEkKGAfwR+xL+tzG+o17dJ8/7SNO3r5ynr+h/hO/Xlu2kaL5h7RlQOG+0VL89ydaHwuLiybCGRyVXzDMuqZRLe3btvf6DA2NDf//NACTqUGPsCyA3aqqnf3HyI43TAwv3rks/QwhZ9mZuViTiuVzm6tXdMywwLAO7JzNAB2k10T9Ehio7N8/wnPhJhfUtLTCFokqaL5eUsJtL7VV5CzwrcdDUGGxqmsKILqg6Dxvl981v/8A5HCv6sqX+z20dfOiJ8W5HFYCxa+zfX7mBUpohhJwJ4HYA39y3Fnt1KaC3Sax+VjBWP+fLEzrOsNLxgW8Tm34XtCyoXe2Mpe0W+3PbHDKrlRXkxcht6xPsP3hQHi0P7+q7ZQ2A/zRc26bUMQCormM7jeLkE1s9s25lGV6bETr18xtSD72pQm4eLnCRRXVS5C04dgVpfXTTmzlO1eszkN3wY4awUYCIdjE7hWdq5xmOnmENxy/KPiJIHgiChhF3aykWmqR6AN9k1rx5cf1lsy3X7O7Nrf5gsrynMN7tONrtm6vveUWiDwCglD6zb4rq4wCeIIQsB9A/HjEeieqWnrdUjjZcoub9K/Q1257gNM+yxGwZcv1UNXXHY91eTuyUpyxCxNLFolMk1DFKVqUwsGHvfXcA+O7YUf5y0GO7rlOhlIIQArdSkdtPuPzHgcYpnzRLuaHaqcuWDW9+4nVNj3olWQ5FOckz0TL7UKQuyiiaKcQfeSt9UPXvZZD4lEvdj5aQT4dRewkPQaNIu7ziUYgLyBUFIhRkkHAipJat0PJJU8n8OzX4ppaQ/80muvrH492Gd7o3kuynADQe7ANK6Z2EEAPAnRgb2v+m3lhU/avw+UsWhy48/iZG5FlG5Ofhd/1PesPtl8tqEK5rEcknuKbpwupLgHgkHsSE0BDrYD1qU8upHzxf9EVO0FODN/c9dsdtBx772hsbL5rWJvk2PpR5YQdmzBiNnHDDyRO6VQCItGnHqgEhCCDxRmM2RtOPlFuK1/sbJhMAsETqecsdUfVvbSg8fhOAmwghxHBLz8pl9nrNUiaoxAtrtAhdyMIySgLDObDggNE8s4NaMw8ALnU+CaCa7L8zHPQaSym1983bNwF8vTot5u0Tq5/z1UC485MAYA6v/7ZdiZf4ZTMEQggsR9dIvcYoQyW4bAFQRU60ArDV4uT6xoX1sZqZPwEhfCq5/XN7e5/oeeVxNSHEdwaWXG/t7FlXFJ1Gf0GeGOHqfimwshcAFM53LN5k1faSldnp46PtXiEMCEDRzVaHmB5CI4UdGQBXA0At1xqpMPn/EuXAR2JSC8cSDoVcCmxQAnVctVxOgOcVeEnoEq8YYwBM0e3svQBuGc82VAEYq7buEEIilNJ/ubehlG7fl/A/AeAxAO8bjwCPNIQQ0nHZ538vhWtbpEjtpcOr7/uiv372UndGM6GUQuX8XigKrNQoqCgQVmIg+MNqWfNNDV11flhsqb/WTmZeTPzs9i8dOAy/M3r8jFq56dji4IoVjM/X1ZJSzx/tYOOEMBC1QJ3kCc/HWI2xN0TXU6OVnm2VJhqRCCEABZ/EcPVh3SG0g65/HGMP29BCJv5BgvrDkNay0OtrAKUUhdQeUMMGA4Yt0wIMGGoNmi4khIBQ8iVCyE+qhaf/vTeS7G8CMJEQspxS+tiBH1JK7yGEnIOxN1M/AHDf2xTjUYtSWBgbusRS2yWkMfKBk5c/jOOPSeGBp4Ikbc6KMpEWEIZBuXt7ia2Te8svDT4kVjyKt3Xq1wh0ooVG58x4b8eqDX/ZufMzP5/wvbp26fzdm0oPTF/kubymUdDq22266ukGwtX7xRee2rJ9YlclnNxdvKuUMd/Uknlqx5TpJBAkll4EJ8rAaF5o7zrzuF3b7nvmbe6eqgNQSulccsJSCcoE5+VaNJSm9X7C+/zwyCFQ6iJX2sFbVhkcJ0E3c5v/7UGrDqcXAHyVEHLTQUZQOYSQyzF2w/o1jE2L+eVhj/AIQ6lr7f+6qJZORUd9IPhCHIQwMIKKV8hx8KkRUMtFom9dd9ljF0qje38QinR9whdouaBSSkOTa7yEkFNCUxfXBCbNuZXhhFhD/cLHo2i/lhCCdLHPUm0JvEtrssbwLpYRhLyZuOXNxuxlw5LtmHBdFwYtgVE8HT6pRs5VRvS3pVOqXlPWTZidwpwrirSsEIw9c9Mr2VJlIKMqogLNVlAqZ2BYBYZKNTDskl2xi9WRF+8AlFJKCFkL4LMAXlUDhVK66xVv+O/GvqXYqt4iSm0AoI5jC5Pav077SiRy3zCKTA6sw9fIWgw8r6KYG6YVxtxgDhX2ZLrX3aEtPXk1H4t0inl+GbNw+SiAH04Ln/w+nxD7uuUavUGlSQkojccFKEV+ZAiipIAdGDZ1UYjbpr49N9z9wJsJN+qdOLPeP1MqJbZDgwaDt+1p9eddC+CgS6NWvb00+GaHULPQwP8NLM44KVMCJ3jgh0BE5GiGlCFChQc6yvFqov+fve5kn1JaIITcBeBmQsgCSungQfZ5iBByOoB/vp1BHo0IIZzv7BOKuXWD66leUZztqftrw+Hpl78vBUIIltsZrH6uhP13dyzH7By6/mezAMDXNq3RLuUTk47bGm2cI3izfRMf9sWkE354X9dnPAGO9Ue4a7Nxyw0M6GiwLHKS8bjxgH58ZvVWz3UPfeGexyml9Pbr3li8wfnHNautnZea8RGb9wRsXShxdPduNIkTA3m/dBWAarJ/CEwmcy/yIvBZA/qG9VhxzWwcV+HAo4wiLGoWi8h/31M79/NChWiMxQCEQYCLITOwDQrng1tJtRBCOADcvrVmq8bPXRi7ofgVgMsO/HDfnMWPEEKKAF530cyqgyOEcPUnXNirk95eO5HcwAjc9FA3A6WuDgDgpPphSBagju3v5gv/vfWxP/0BALqmXtSpF5KQXAm13q6lwqRLf5Rt5PvUmpYTAKAcGeSdURs6UwK8Kp9JpQ3qms/3pNeelXFGym/m5mRyYOkZEqfNNKxsPsDXIG/G4cgC6v3Tjzehnwzgnrepa6r2IYSwsyNn/1zmvLNz5sjPHGr/g8I1JKog5Y66oO6etDFwa6c452tlbuy5kcL7YOpZZLK94CjPsJbj37diUaW6FO24uxnA7wghT1JKHz7wQ0rp3n0J/6MAYoc9uiMIIYSRG1vVkp7YVOlLM6W+PT+PSM0/ChQ8UJUgVAQxyG2DtG+cGmVJuffem+bRfQ8Har7ysQF5Rbozmq6F5fN+u23KmS/WCtFPeIRwJ4DOhD2UK/JlJDsJzBx1mO60SQrZ/9285bbvvZnrq+gLC3VzT7tGnDLFycdHE/KktkiqnITPN4837cJ1qCb7h0Q7mTI1hJqfAtSIY/AaFVqFA49CMYWk22MajHG/YDMNEpR5AhEBAD4EoKMMQgEC4tt3DytSWp0y/FreyJt9APgcgA4A/GvtQCl9ihAyD4D2VgI7mtWed8m1rdde/3VDzfDCtCYPpRTG0EsmotPxyIrNOHlxEs/0tmK40lWxkuv7CSeZhdUbXx52luvd1B+asvCCY94XfRwQeDUiN2v1Hnmwp7J10jxtWmrIWv/o2ljz907cE5g5hcOC9pSQ/cQvzv7rvYU1+NObi9k3ZfatYrT+OMqwjlzfxAKAbdrU7bPdSjm1+u3pmaoD+RC8QSO+yRr1zZ+AqQ8OovdLNWieGCG1SwBohDITK27pdtFfd3W2EgdjmJAgAowGFRoc1j91AU7axoKLTCHzPr6FrvnjeLfpaEUpLRJCFgPwEULU1/rDRSn9DCHkQQAbD2+ERwbRFxYaj7vw7x3nXHccH4lqnKwSMxhsIRv7timqDEsvAiwL2RBhZVI7C+Yu2ShlVw2uue/W/cfYvuWv/9vVcf48T3jmBwCA59W2Snrv/Wp9m84KslwWzTUpe2hCONgFQgiybP8La7pvPvHNvoFo986f1+qdcxd1HSnPw9K4scrEBZShW7l+3cpVi4odAhN8C0+NyK1Xj82cITeYtPLHSeK8i4LBrrsiSm2YUtqWc5IDJSc7gArXkHNHwFAKlQ3CsXVInMYUreSnlsjn3WvSyo5GfuJZ/daOV70oqTps/oyxNbqLr7UDpXRoX8I//7BFdYQJnnv2sXXXf/ZWmioFPTWdPgDgc86nIuVamMiCUhdFKw21uRNDhW3bZC6glPJ9X9uf6ANA8YlVF0fkxc9CRQcvKCIvqJ0lK7PDw4cXmq6eLuvpvfn2yCw6ux0Mmthu7+qvjt517w/ebMwNC875lq9pyueNxBCUggVF8EORQiibWVTMXPUe9hAJIPIpHwkuAwCb2h97Cc9eb8Oe24SOq4lOhCK1Z+Rh3MAh8IcczTAMCDjwECFBIR5wVGiYhmMe8yF0zAyy6Fcb6POfGucmvSO9oWSfUhoHEH8d+1Urfb8FUqzuA0IoErQcc2yD44KwcixrjJb++/Fj1B8/mnT4XAsrosiw9cl7jP7MLwrPr+nd//OEEC78nvMadj47elPTDOOYbF/hAU049cIH72yd8sQ9uxIjvds+XvJZ3sGZ3N0zASmTdVKWRUfeSsyE50PW6Ci0UCNrpRPgAiE47vDInu7V5w/sfnblW+qQqtdkwdwJYLKOUjZYP/VLNZz6v+lE931O2VnEgGErKG/dvPVPNzYEZpM6edJHGdOGTk0YdhkOMaFbuakaFEYmCkxqvBdjhTarxgml9HUN+aWUPnqoYzlS+ZonL/Y2dJ5h6UU4zti9pWMYTLlLEAzWcPldSZfJFjm/7QXHV9h0o/O9+AN33PTKRD02fWlbQbBWpLK7fDwnBVOZnh/XqZO+we0qyen8pqcH1/7tEqX5NC3gmGdxnAiXOgNvZaghQ9iQ45gSsR1IjMrbrgUXDhLFXXeW9dLnBrIbqwXFDgHLrfSYbjklsmqoZOdyxzZftScYm5w0nfIaAKeZTjntEndVT2XdnDDXuF62tFpZ8KLgjIKhLCp2EY5lnizxqiAz2qyimz0J1fn744ZSagB47nXslwLw4KGP6MgkNNZfJNTVttp2HPsL6DFlKzYayMWJaMXSxW6T8XsFnpTgUGdX1hr+8cja+/+ldlAkVTOjxPbdzoXZk2xL32OV8vHgtDnnJvMZI5vuu7Fo9N2ulOvWs0DMMU2XmtZbqpbP8lLA6R9CpOhF2R2AAj9ylWFrJLnxgr7ECw+M1citersZ0HdSSuHCpTbsYxbilOEcUo8b0EclKFEL5rYtdM3t9aRtaxQNLzJgCAEDHWW41IUJg0hQjpeIAoc6lxBCPl0d1v9qb/TNftVhYKaTTwqR2DwmSUesx3pY5CxBnNEVYyWJNbMpcCMqG3EaAEAo+5zP2R35YwAct//nY5df9T+yN3J1f7m9sv32bacm71vx9MxHP/Mcy/kY25kdoQTTc8auuz9/z6QH711VXNSzW17x4vrt6QPj2Ff5+3UNOyzs3PpZX+u0BzlZJVQnKO/eBSHS5i3XDGTfrn6perXd2H5ZmRbPh9/b1Kw2fx0A3Ig7s3/vmpMJGM9ObLyXUkqnysextlgBBwYS0eASGyobgJcPMylmgHIV0y6j8NB4t6eq6lCrZBMv6enhDVKgZkZx50s7qBRoqEjFgrB4agcF4PBDTM2DLmQIkIinTW9p+lnNRZfy2FdQz9swMdww76zHCS80F4rptT0P/nJerG7WwgZvw0JCCIJK82wALF+2bhphu1tZRfOWxPzzB8axr9AieT3X2J78qocFRlnRJE5cLLIKUs4w5Pp2eHQEunfcWk30D5E9+XU7JvgXnChznlmqHLvQI4bnAmgeym+9oS/70u0Vu7h5V3rlFgDoUpeIBAQcEeDjY8jpQwjYAXiJJmStBARO2l2iuWfHuUlVVYecPZp40m2svwpBjVQeXDXqKQoRtzFUlJpaY9R1UenZJWhNHQAAVWPOREg91ts5bVa+e9MeAJg4/cLLopFpt1DbZvK54f/avv6OG2fM/8j3RdHrEyNeOBydtmv3Q6O1+tTfik9vuJKtuMPqQP5Vy5++kXvY/MD2b6lc+/s5NahqgXqkhnfChyDvZULBV444qHp7bcYL3zNQ6dFRktox9Tae8ESk0vu3Yd3SII3UxzF4LwBIrKfDdVzCgoEICRw42LARJjWkRPMwqYkyig9WE/2Dqyb770BDd97ypUnXnthZPy2wrDCQ3xAfGr2R01vvgCT5qGsC/NgkJ0pdUM6Gazuhmg9e+HtOq5tmZ7L3qkX+5NqUDxY1pUFdPB/A0+V8/E8cr8ywzNLuBSesVMxo7f1rt3XMWZdpAPw4Lzw5tAL7bmYJIWTaN8/+9YJbLz9/xrfPuWfjl++98mC/QDWhqdNsxxhlBdmINs3+b2s4RwyXwixnoXR1AoSorKx0AHjVRbjq7ZGiIwUAt7SHFk7WrfzVEqfV6mb2+Z100788JVc531JiEth6GYypo8imqU8LEwBgKEPSSDy5BWuqBd+qjnj5vm3Z4NSFV3ibu+7kop6gLe38g15Wdmuu+33CMGAsCpt1AQewWBuMyEMUclPaP/yBpy0m4HL1tX92RdIsRiOw4uZMAGou0/diNt3zgKJGl+VTu++awS35KrGFT4od07y87IGk578va+E79GIyBQBt/vkdC+su/StLuOjU8Mmf2px85M4D4/SJUVnh/NNGyjtfatfmnirLoWlZNw3GBYRgDKLkheXqDYe7/442PdlVGwBsmFl7dtR1Y6fa1CwaTvGZ7Yknn9q/TwvXNaeF6QqU/QwsvwqDWrDK/5cfEFFw0iT1/d3lzbvGoQlVVYdV8s933V133NnfUcJNnyY1sp4nPdfwVuBKAFHXMsASFtR1QBgW1LXAcKym+Zo+M/H0axfDdTYR3Za1TIHhwMPk7PcCuLGYH/y7IHovYggjl4d3b5024aJ7HDF6ZgQNgITaXFi7AcB798cw3bvsI8cG3/ethcHzevr1becN6NteNXo1HJ3cRBhWSsY375w05YJvg4FcLMVhmWX4mBAERobEeToPY9cddfblFn8jhHC1aPqYD6HFReRXxtG/YoT2vVxAV3WU073wocKZIKKMohV3NVNhAICCooTc4CgGvjxuDXmHqyb770BCQA41ndZ6TmFEJ8FlU5d45lZmD9/0wjOC1nzapcvXwj+bQc8KDf8sT4KeMUtMmgmLsQlXCIEo3Jg1R3y8ZyMJsBAgw1NQcgCw84U//bJ+2QVKW3P6mLMu134giCUyvHcQxUoDqOvAMfSXl6KRYp6If0b9VbwmETGkXa51RL8OYM8rY5zecdGXpkw479uWVR7JGSNPRtTO2SgDqaE0Uiiliv3beVoy4hyk6r+xw2BXauXWet/UBRwjtvRl173q7REDNskatF22FIAAPi5Mhskg5BID2RKgIHqyDDUGYHgcwq+qOqy8LV0naY1tEwIL+6C1dF6T3jS0YvipHWm3XAkqbgy5Ti8y2QzsiNdVVg5khRnSpcXALIED4OgVnhG8FAARAmFWitSH9dGBPXWti6/xEvMTSn9+UYRtvMIqmihUyuBlDxy7kqmUUi9Xyw9I9ef5xNgMAHCo/QGMLVv7MpnzijMjZzzmE2KL6vW9/xQtdp7XCnpNaiITg20n+nPlSpa1jEJfizazeU9x/d7D2oFHofXD936vyT/raZc66YHcxp2v/IyAEVnCU57hiSoFAQB2rYORob1QOR8Cch0Li1wC4BfjEXtV1eHmjXWeztfQgP80LsBwx9yy508bf1fS1ePK6WHITbUoVnrBJ21Q1tYreikfaJp8neqrBYDZ5e7hR/cXY5N0Ng8Au7bfvzJy2ns+xYnKyZ0DrV9SGK8/0T8C2jj20MCxjdQrz+/hQldqnD8CIFKyc6fjgCXBJ3SdfWLn1PPvYhhODgQ7fh+rm30JIQxKxTjsdCGb0ZMEhOhmKe0SQkj1jfGhRSm1/SR0qo+G5heRX0MptV75OQc+I0ACESSIjIyo0Mz0m1sgURkqPNCIr75Mi8tQnSZ1UNVE7B3IK3awubW5IdKs1hNCIPhkFc2ylyfEWfOUl61rd7DS2wFMqwO7ZUDlWjtUZ/0eWCYB5UmRT6SGilSKuaA9+dTu3wNA/bILLw9OPeb7grgCO/syaIpamDN965477xO2kETpzoHn//7yhKRKvJAq7U497Z9Wf0Jxd/K54s7RVxUUUuTQySzDM6zoq8sbiZffLulWEuZsLSBNa2WcRN4rdLu3eidMfSnfs/ktzaeq+s8Gc5v7APQd7LOUM/Rxjfg/axKcprma3/UpkLWQy9hphrFYZLi00WxP/LBCtO/UomUhQNlddMsTBztWVdW7nRNPGqZfMdVGUQAAwStP4Q0uSVlPsJDaAzYcgtLaBaZUYLyVQDCzU4dVNwji9YKtONTq711v14RrzHzyzkpicC8ARBpn/Vz11Z1ZSVooZi0oRQ7lzRteKDWEt5aM9M9fuZxiyUw/Z4g1aY6I/rKVeerA+LxCZIpPiC0ihEDlgyc5ZmFsKVRKoY/2szV8a0iiKgrgTlFl5ScAzj0c/Xa068u+dNBCXbvtLc9P4xddx+neiwQrsoSCMqKowVRlU6CqYLoV6ERvmFR30qmjiS3PxsTWU3WnsH6PvrH6pr/qiEMIIU2nf8AUNC9YcSxpD0QDk/h/jpRtv65UMAwJGsK+TqTLu2Vxeqtcvn8bSJEFx6m0otBKKjPSx9tspWCNfgcAvNNnd0bPOP82O51T87ECpfkS5LKk9xc2PsOX6ap4/5rvvzKGspN7WuOCxxhueajsZF/1e6uo0WWCoPkBQBC06fu3W6jA8hFPg3ca67qWz6BD/28yjtsB4LZD2GVVALI0VQRw0PvOEez9FgDWtZnTJUZtK1kZ+OCHAxcceORpllLQ5Y1kwpMsOEWA2DWAXfeVadE8vK14Z3pTyT4hRAUg7StiUvU2iF743gvFxqbvUtMYDNVN3Sw821Vf2LAX+oKRdKVgo4LQYsfjQ95pwcZBArbGC7I5B87jBbO11506r8DInhS677LlGu+c01zDQf/IC9cN7n12NwAQhhEYux9OUMV9zy5AjbZ5VEnsPHvgH7e+qiAYpdTxdMZO906MzS33pdcd+ISNEMK2n3A5W/DmHTKUGs4kN39Oj+p3k4CvQfcHwAZYxi3oIH1F6NmcAK/UAKCa7I+DWqljAkMYaVDfsRbAxTwRlPba43+gyJHaRGbDn8Ja80dLTu7EiB4SGRL5OgvhkgitaWdAyGQy79qtdE31TdQ4IISEAZRfmSBWvXmEECZy7eW/4SKhU6zh+B8bPR0XcGmPEP/LLlfqspOF52wPywUnEFGAzaWhEC9IvgzkS6CiDwYrOUqSZ+2RDHyD0qKAp54p9oz0vvDiLf9XDIgQvpTuhzOzEZZpI/3Cxke3Jx4/gyb/9foJANvTT6+o1SbNYQkXGihsXnvg5xofcrPmSJIFFyhYiXt1FO427MqtNuvyASZKJE5FmRahEx2WW+oghHDVeaWHHyGEaZC7jjFcvWfU2n0TgJvqQzOOj/gmXu3YhlUuDf+VE8mvXEWqrQvNazbt8v1qid8SFZqm6U5hsF7sXDxodFdHZRxmhBABgB9AilLq/Ifdq16H1pZlXeHw5NsYwnga55x5hzh72nGFxCDc1SN5IpGS1eMuii6ziPCihJGMA03WUKkk4ER42L0jUGQvKMugkNyNpoZFZ6EBSCe7f7TlxSceAAAQRqCuw6kbExCSlKRCxLKSu6/uXfnUrQeLZ33+0S/VSxPvtlyzL270Dh34eTJSEEr1SZMZLTq0kv3BaGFFjg1HT3fBQJNrWFqmyHMFFEMWDJaZdIi7r+o1hEltSITUOYy+1UN073WEkE+2mVO+4ENwfh7pVSKkQAXlz/oQ4htI2yWjdOgkL/ysRJSQSj23AfjAeLfhneANJfuEkAYAfwCwdOxbsgfANZTSatXSt0isb/ioWFvbCqC10pspVoiOXIsHepb3cIEYz09hQfMmHMpAtstwB23IyOGUxduwdkPQblvgEwAO+lCJs+7ef9T/G3Y08Nhffit7z7rCVpfOB4DSoOvtG1BftYTiyde0HQsKptAdfwbAQYsJxWaeeKKnY9pxhBDoAoly9dN+lZvoaZDzIliXBU3aYLel4EZkSIun80xb9C9CXV2XOTSUe/t7ruq1TPYed/pk75I/M2DE6b5l12zMPfE7i5plANfs32cimTU7iOiJDGEAAAqjdXIuhyLNwYfgT2ZzS693ZPYPG4uPf7U6jO3QI4ScC+CnABoBuISQRwF8cN9KKFVvkjxz8jRp2qQrCcOASOIn7M2Z7vrJSTRP78fI2lA0NzQLaT4Fc1oEOSWBYiqJYCEKWrRRNkYhRjyM4okAACrJbuZg58jEt39a7pi0RmyuVQHAzMVrPWgTALyc7If87UrQN+HkiplbP1zcvgcHTI/aLyw3Xx0Qa8MAYNn6CUx9zRIrk+OjYiv0Sgrx8h7IvhD8JAZeEKZwrPBjANe9nX1W9Z/N9p/2i4jY8pGyk+9pUqYt6ytv6h9MbXgawNPA2IPxkNqcVCR/LQDwrMRIjDrZcg3Y1KpvUWZsna2dsq3i5L+8VV9ZLZB6iBFCeIxdX68AIAHIE0K+Syn97/GN7N3P72u5xOupnwMAwYK+pGwUnXnTd7OakpPXjs7yGkvqYWgbIHSVUNkYAcPHISoKaJ8FdotF1aZphBAGhGGJm7DBMBwASvYfP7/hxc2huUu+NmNX240CESCnyvymOtNzYBzNsYUTBV6ZBOD+AX37qoPFSgghzdd+8TIuEhNogwtpy/ZvH3MZ6dxwJ8AQPyphDvG+QSAWhBaeA8nUv9A09+xH+16896lD1H1VB9FA2homYsYTMrSOCOp+C+DD+woufmf/PjWkaXETOj8rQgIAsOCiElFQpkVIkN83n5x4WgX640kMfWKI7hkdp6aMu4PetPwbdwI4HmNLlzwIwIuxwgpNb3dgRxsrlVxNHQd2oZDJG/FvDzUNbaezIpC6GnnXKILTR1AT6UXXlDjOuqKC+pZ+MK5mrXxSyQ5uN1P5oQpc20VufcVMZHbeEk9t+XR338N/3398SqmdG7W/4BhjVYMKLicp82b8k4+GXr5Yvv/bU6448cOtTy3/aOsTl3xn6odfK1bbKO8wi5k4ALjFkqBVvLOlsgirUgLvCYLZmYFcFkC9Y798XDhUwwUCjYes86oOSmV9xwuM5OEYQRAZ7ZJWdda/FJoJkmhtFPVX27AwQgfdHJsHL3lphia2MWAdjXiFoBNq9DLBL7dKMy4fp2YcNQghEwH8BWM3oQ8AWAngZAAHfXNR9fpZI8keayi+AQDsRGrl0K7nPzb37G578vGEOfaaJAwnDtMsgXQPwefUQGhtA0NYUMss5cR0upQZKlPXhVHOIsckd2eyvTelMzsvf+UDsL7tj24z3OLfKKVwTQNqoH5q/ZQTf/zKOFrqj/9LS/2Su5trFz9dG5n5msX1dDu/xXFt2I4JuG5UiBdr1bKIEs2DE1RQ4gKUQGBEEEIgstrEQ9d7Va9FZn1LCSFQOd8EWfB+zCfF5Fd+Pj12+sc1tXZauZBEPLGVFhN7YDilVM5ODHuEELxCWFH5wBw/E/25QjyvSlyq3nZfAfAxADsB/BNAEsC3CSHvH9eojgBlPbXasvWy41iuVc7f02g+ePfiZUXMWMDy02p3ws7mMbxZQ/+aesRyDeCSXggLZOpms3k3V+orJwYpAJjZFEbiG/+eSmz/3sjg2m+88hyFdS/+j0HKCQCoSA5qFp/xk7rjzjlp/+dttUumtNYsfq61Zsk/ZnVc8tvXipVSSp1yaTMAOLsHgWDz5Bf/0sGRIQrR4uHsHgTnC4BwHAgh4EWFE2Rv16HpuarXosAzRyGeDkIIJMintpKuYw/cpwkTvsWB40fQT9M0CRkyUnRkhw2rpBE/7yPBsAe+94ZR8zVCCDse7XgneN1v9gkhkwDMA3A8pXTFvm1BACsAvB/Adw9JhEeJ+O23ftm35PjHqGkMRs3aK/iEOrHsunDKFQjrcoidYMA/LQRKg4j37YK/AVbvniLPp5f6W2u2+ierO1FOUPhGne7ndjx0xSuPvb+4SPzZB54OL1z+HvGYrr9zk+sExrJCjCx7ARQAIFgvzxIklgWAQJ08a//Py63tqn/xcZ9wTaMw+tc7boq+9/2XMy2btfSeEHy2F161Ft49BgaDOly9BD4agZBgwe1Iw4oWykYh/TN969Yth7VDq1Aoxk2BijYYQhTOt7SFDz7Xrs05IVXaWzJRSUtQBRaswEsqgp4JTN5KxdPm8Le30ef/Zw45/n4F2uk6V4HA+GnMqP3tdLKwYyNd+V/j3a4j2GUANgFYSinNAwAh5BQADxJC6imlr6qdUfX6WMPxkjpvxolcLDJP37D12cm+5aviO/ZwkWZg40MMUm4RgVgXCCEoJBIw6zXolX5amseo/LIOVf7lILgdw6DEQkU1f7Hupd+8PD903xJ6oJTSkVUPfoiWKnwg0Pp+WYuhUNHDr4xD4LWZACCJ/iZR8HYBGACAjqaT5nrVunOK+uhjei7eHVZaLxot9jikbLHR4EQwhEGOjAJd7SiZJbB9OmjZQJqWKKHuQN4Y/d7h680qACCEcDODp1eITagFy2kKzr3eZzRMIYScH5Qb29J6/64ZsbNkhjBQHQWiI5GUNbCq6GSuA4Gj2v7HRFYNuq4FUNo6h1vaM5Gdff4OZ91/XAe+6k27EsCXKaXfBsZGXgC4ed/2O8YzsHe7Hd33/LOxYdECQhjN9kteT2r6d4vpHqgBBjuekMDbWbCtHWB9gL5rFGLFh+ydewmZ0+Ul1PUy/S4q+QQoQaWv99ErjEI6v//Y++9hTVcvtUkzlqSnTLmXndbVyYoyx3BC7f79JME3QxQ8YQCQeO+MV/58F+ZcIUCsH8XAL4yL5y8JDoqTuZWrwNb4wSyeAZdSGMVNUEfz8LsyDNmG5eooWYZl2/rDqT0v/enw9miViUomQ5MlHoJCgfpWTHpyCpn34X703MuAlbM0OUjASAQEIcSIA7uSQeK2Iez5dAPaP6tS79dtWGDAQIb2sTk4voMQcvqBU5OPBm9kGP9EACv2J/oAQClNE0J+DWDa2x7ZUWbfG6InlZmTaoXWOZ/iB2ySfmwTmLAHtWoXnPRWAICZLCE3DHRvdzIK+CjHSYjUGYjUCwCA9Hsya/YfUwiEhbpTL7qr/cPXL254zwdvGvjHH76SXPnY/eEr3/cxd4icb40k7jP2DrycQPSuzfxW8nDzATC7Xsz8Zv9Ml8DS5f+tdk76BKUUzEhhZu1g6CrdqICf2wWsHCveTl3HRb5EiDdCLFjpZHbnQ/wQXZ24/9lfVopJE7f84TD1ZNV+ftt3kpwDV/ERKKIXACJyRfjiTCy+2II5PIy9ZyQw9CG/1PybspFVJU6J2cTaCQBb8eJ5EdSfrTGRjwYLOJHlBSK2T/7cnGlXXRwfeumygdSrK/5XvWUTAfxif6IPAJTShwkhL+37rJrsvwWlNRtSAB5qnXfBtaKlTX3yDyHsfFZEbiQCLRCAbZTASxpMR4e+d3c+kHa0cqeHEEIgmwo0PghKXcS3rXlx/zEjp569uOnjn/sDAEROf8/lldTIc76azg8pXZ68XSpE8/GeG14ZQ7E0/AMAH68Y2ZV7h559EhgbWrxwxnV/0+RIk6bEPpYQlC1cqOlYrO8G70ig1AUIA8exTGuwVxBqG5EXKi+yqdRa26n8dUduxeOHsx+rxjRo0xbGPJ3TSlYGfrmeI4SAZ6VZ8xsuftgv1S5L6X1/35F44lLXMhdHSO1ZBqlAZBRtXf7hFwGgTuqcLUG+0E/D13hdf2tFMKMhtfOh6cGTX+zJrz6pbOeOuhvSQ2lfrakaAD/Yv41S6hBCvg/g/nEL7AjSP/D8JgCYdNxVW+B4pbv/W4XXF0XJiYAV9i0XbTlAIo3SaHrQ7vDXc1E/aF8Cki8KAHDMyp5XJvqtp1z+tUnvv/66Cedcs2J41f0XlSp7d9QtOftyVc98yUr17R588q6Xk/CR9OZ7VCl8t8Crk/PloR/u3z4Rsy6sRfPvxqYrMlPSUs1prtfyRtw6pJXCy/FXeNu2GJtjKTFLPZvvd8OeLUUj+ZuBPc8dtPBx1aEVQs25ARJWS7QALwkAAMdR7owZWPR9Fqw6hcy72kTlWj8idxGQFgCSAHE4QxMlAN+oIy1PyNDeH0D0Ix54uSLyy+di6cgEMvW7PXTzUfWA/I0k+xKAV61TibGluua/PeEcnfxLjp/IalpX+qEH7lcWTAulmyqicOYEiAM5sKt35fPCTi95yYv0tn5IoS6Y2VBSmjfgil0Myo8PY8sab6GmYdcuSXUzu7fkX/4H7J04/Vilsf0sq5yHGIp9yH/scb8Rw75TTpjb3y4wG++94/fbfo3f/d/D7Af/Z9dGAAsAAOf/X3wMx3sAgBCCoBGaHuJiSOhp2ABKnQoqm3vWsTkz11w3dam1W0c+mfn97lV///zh6b2q11JG8RkNvmPMci6b55C1XPMl1VEbeSJwPIRGjfqWbqQrfzaTO/76sBOZZiJrW6RYAgCdlozJZC4XMv3H2TBhNUXhj7TzAJppLv/kJDL7q9vpuuo8x7fXv7vGygfZXvU6EEJIU+dJJ1HXyfXtfHw1kcW2oeNVsI2LsGPrILjdQ2XZyym2XYFb6IcwqQNuz9YNWvPUJaVNe2EyKZoIxvvJXiujG9nnBoZXPb3/2GJ948W8P9juWhakuoaLmyefyoY9bYvUnnyyYMZv7Ys/+S8FUDft/OtPMTZnGK+YncEyhNUAgGF4TQk3zlR8taiIe6EYLHKpvbal4C7BZM8M77IFs2c78uaL1w7ZvQetDF91eFScwqaildqk8sFpyVJvvyz4jERp112toUVfYggDrxg9s2im2GRlz5f90eaTVblWTOV7pf0/P1Tp3juv/qL5squ02okM5T0+ovEh1StEj7d1vb+dm37iLntjdUTc20cCkKWUGgdsr15f3yLv9DlBqbbhBDMx8nx23eqR6S17/d/64sMwTBaf/fFcyzYrPGc2QV+7AaE1OWhZOINz5F2ecHN9ftcAqMBYmf4tOyTZb+jJwW+/8thSsOYjLC8EhWjzWXKs+cSaE8/1SgY7hevLrUnteeF/XlmYNF3YUwJw3oHxsWD9BGPT/40m7wRPpM3r0BRo1oU/ryCxeftgiS2tCsyZdX7etVGO96/p+fvjrzpO1eFVRvFZLw18FACbo+lBApIAkJaIEgYAlXpP30LX3DqZzH1Qg+9jBEAK+svXWB7iaC2a3mPC4HJII0RiABAklHx3Grto0WZ35QVHS2HbN5Lskzf5WdW/EVi2fLL/hKVPsR5PRKyrv23od7/+QN1XP1lwiwUvUQ2YpmPJPj8VvVFCchJS/T1QdGUlJ/Odcrtaw9aUC7v+Z8XcH3xwRzcA4IL/O3YlMbwp73QX+Hm1HmNDAp55xzwq1tZ17tZ34OKzu+HYtIKxgov/Vmnblq8DALWtAptKb7HDxixfWmJSz6x50InIq7M7n/5RTJ08vZgb+gWoaxSz/bccks6qekM2YdUX69F2j21ZfSPJvn4AmErmXy1SaYEFc6iA7CMAIDmCTgiBCIlTqHrFRDIr1o31f5uN4+ax4HgCgmI5k3ccy0sphVMqsTVo+noDaXtggPauH9dGHlmq19hDYNLsS74Yqp16o+tYRsf0896XrS2t9zbNAtmdAMoGSjFmiJvbMIEwDPQ922EP9MIuZFbRgHtsTaKVZP7cc9/GlXec/X9HfHmVUtDuwT7/Xg8VIJJ4Nt4RmXDsYywncHbvXtQUA1eJnNpu2KV/u6ICpbQypf09H7Xs8oUlPfkQEwieA+Acsy2SHN2w5S+mpT+zLbv2zhnScV9lGeaDZbfw5LCze82/O2bVoZco785GlfYTZM47Panvfr5kZU1CCOeTG6Z5pdhpucrIXwGUeFENKFJQBABB8ARmqCdeV3azT+7U124WWXUewwsg9XWkUhyl4EF0KwvVVmIeRvsZgBPHt5VHlOr19RAghDBNV33ifrmxZYExOrJVjMTm//JGYTsoqVu1Por6SJHv3RHQPXUxWZID0BtWonSenaap0G5OVI/zuxJSLz73sT1P/+N3Bzu+NTyS0AITak0jZUqNzR/3TZ19mlMoQB2wUcfxjQA++p9i3IoXf89DaOepUJdH5U4ln/0dHwlG+na9uNafkx/VM70354VsStSCHkaUWoxc8qdve0dVvWHb6Nq/15PWuQD4Qbp7AwB0kGnHlGnhDAasp4jc3QAgQzU5MpbOSlSZPpXMv7ofu26pQeMMAVIdAOSRyXqoz89DhAkDUbf2nCmYdzWAn49T8w6rN7r03nJCyIHVLUMAAgfZ/iil9CtvPrQjmzy1I8BFg1NFJdbAKnJEMPrgqvaimoWnTXUalaSyvMkrNPtQqPcHYQuEUhcsK4Ar02KpBV3l7VpG27PzF7RUui/x1L5E/wCV3DDDTY56GFGAOL25xtmUjQXFrbAdC6WcBVFmfa8n1syzT+7F2Jw2AEBL/ZINIIT0v/DMK/+frwQw8630SdXba9/UkJen3Uwmc9/rQ/ATeWSe3IUtlxVoNg0AeWR+SCi5wUCF9yF4BUAun4Dpn8yr5iCnyo4keQkzuH23kX9pBqGAVDFQRgUU1GokExZTuKkB2rt93Bp6ZPkBIeTLB2ybCGDCQbZ/9pXTqqr+lXbM3C64lExQFs60bR0m1UWGl4+FYG+hT2yxG9yJnO5wGKlj26njgDAMSMQHY/OmgRq0nZUa2PQwI8rr0qPbfvla5wiUfNC0IAEALx9tMtwy56AEqjpQSoLGEFYA8B+XT9yy6x93AbgLALz+pjsKuf4TDT2zYchZPbB/nw2VZ74B4BuvdYyqw2+0vCsN4ClgbP73DCz6FTuY7uzHtht2YuO3KaWUEPJsWG3/rcx7j9VzoyEPH/qZ6CppjfW3tXrmZPx8rMVyzQwxLKHojKicywESB8s01BBb4/WS8DF5mlydckby/z6aqtfBd5B7Ve41tmcppaceprjedQghbH1g5kKPFN3L+QKznOEkWJNO9tYoU1eOsKV/fH8OEvp8pKw9YHlOpq4zVvCOU+1iimQFTZqd3rnuj8R2Vg0/c8/vX+s8qhCq8LwMnpeFQikzpeQOACECMmCCZ/jXVdRy39vbL+7/PjhnySJWVjqSKx555IClF0958z1SdSgM0t1b93/dTqZMDaP2pyaM4WH0vXeA7loBABkkfsNRfh6FG+YhnKRAPRUgJycwdL0MT1mDR2HBDFBQfxlFiJBQRA4ObLeBtE1iwAb76M7nx6+Vh94bSfbLACoADlZB+GDbg282qCOdesz0UODSM5/i66JT9Q077grYq3d3nBRurWStxs2JiQ8wmtzIhMZWxRMqPBGKJuzkAMp2jtYWopKwRZkwPB/IZ4z74r/4xwOvdR4nlUsYPf1/E9sbzzN6B+5pCmVa246JzgAErF5Bn3vh572/xL7B9o0dy2axLF+3d8cjD/ynJdb2DD5bHT76LuRF8DMa8XWp1NvlwP79fLLMziL1k2664U5CyN8mY16WAwcOApEgf102PKa37LB5YQCC6Ol09JLLUoYRocBiTOJH7Msxt+69NqxiJ5lxTjfd8OR4t/FdLomxB2baAdtL+7YduF1C1UGF33/hRaHzz70FABl+/IWfxxSvKfpqBINLnOtdtOjT4tY0QwosbNsEEXhiVQowhxOwmHJJO/+EhtyeFGLbQ5O2rr/9U9lMb/9rnadYGH5Q0aIfY1kxWsj2/05o9n5TCkQF26e5fXse/X+6lc8CYzfGE2pOOMNxzN7e0RWb/13s+WxfBdU5xO86DWg/NozaKwkhcEE/OT920aR5NRfkQ3LzF9f23/nhZs/Ms0NC4z1E4CFQNtjgTL4ryjfPZBkOFXMoQFzXdh2bGsQiQbEeCdLf3E5nPBdgo9OybnIlIeS4o2XI6SHiAIjj4PewB9uuHPKI3sVmt7zvtrDW9v6Skdrat2rTkw3huacyhMW8i+t/3vkede7mr+2bgy9TYLaBIrcb5OE87FrVkrsmdDijKfDh8FDvH378c+C1a9/phdG7BMk706wUeov+0Re1Oc2XEkJQ1PcO0H/u/H/792uIzm1Q5PD8TH7P44nM9n+7zHN67bM9AHrepq6oOkz8CH/ISwLHAIDJ2F9fIJ+RL7m5B3vp1t8AWDyZzHtRgszy4CFDOSeM2towYkoFOjjwbRWUHRY8y4GHDBVpjJ7ZjinfZcGr08iC6zfRVUdsofnXnexTSu8FcO8hjOWowYX8M4X62FQA4KPBJaFYfgeAVttwBLOYi502qQ+RcgLP5xswUo5AVscKOru7MrRj+hA346Rd2Nqt0ns3Bg86n48QQsT6xlYA/SPf+cOFrFcNOflSeuKPT/0hgBmUUqRy3F2JvWUTANqmnrW0ccLx/2R5SVU8se8AuP6wdETVYWWgvEGj3vkpjJRjaDyHEAJQ0gZgdi2al0iQNe++Z3QFZAOsDVgwIRosDGLIRJLgWhZ4W4DJu6xiqBeyhCUsWI9CtWMAVJP9t4BSevl4x3Ck4COR4xlZGpuH2xRuFcyAQCmFresxksox3FAJZdNC2U1BrpuJsd8FF7TMClY6ARLkMCzuSZbLowdN9EXBI0uCN5IrDm4khEwUJb9kVLKlSdO7PgaghbpOLsGO3LV//1kt7/1pxNvxccsp5ztrl53UPfzEC4enJ6oOFwvmDh2l3Qq0VhpQpZDceAkA2K65F8B3w1r7JwSXhyaEYTsGVN5/oumWicoEwHESOEnmrFIeqhCA6VYAFzUexl8DAArxLJCJFgUwNJ5tfDejlGZw8ES/6k2Qed8JhBBoUniynB3dxEZ5OI6F0WGnfecqoJJz4dIhMF1ZiJ3tAIDcPB18oUamwxnANFFJxfe81vF9Yk2d5VYKZSv7fUH2/daq5IuhD57xHjjupeBYOBp9dmjHk7sBIOhtDXa1nv2EKoc6fFr9UwCWHo4+qDq8Kiitd6jjVFAmXj6yVGE9jEw8ZwbZmkfTzsgeGcpUBR5IRIZNbUaCMsdABTJRUKElhQELAzoCiKCEAjzwnSoQiQCASOWlOIJXlXujw/ir3qRPfSV4ij/ItPz5d4VbywntWWl6531cyL/IHIj/NpUafSbea9VkSl0dwjExYX7Db2HGRJwf247bn65YjlPLm1YJeb+uzz1rqzJxFiFTFhhk9X/Rrrrrrv2NOTLyz+Rf73r5QUzdxVfdrLR2fNCID61IPnrfKeU9u5IAEJ1V+2VbtxO2bhVXf/Pp/90/IFRSgjM5QVEBQFQCM8ehe6oOg/VYcc0ETL1PgvpDB84EDhxc2I0AYMHcQuE6DhzWRAVR1IMhDLI0ZREQXqM+6JUSTQfNF4glz+ah8azhsiVagA2LmjCbm8nEtr10R+94t7Pq6CM3Nku+YxZf5pRLA4kH7nnQ6B+4g1HkU0AIY43Gf5YtOD1Cxr66oW6yT1+dhMioMD0EbF6wy319rNjYSNiBPKAnE8KJ8+sAQJ9Y1BucC77QccbHQrm9W747uvmZAQBorV3SPnfi5Q8LvKdl+oSLvkIpvRGAAQB1x5xxoVXMnlPJxp/M921/OTGTBO90QggETvVKgm8mgGqyf4QZoX0jjWTCUoYyJ9SRmTcDAKUUZTMdBYCCldwaEupPBADdyiMqNhNKXSTMgYoshyRVDCFp5gtxOpiM0JpWidNohZiEWAbKJJ9ql2ZdRAj5nwOGHVdVHRbLrumcEmnTlg5uyT7w3M29vUUj8RtCyLUVq7AyZw/cwCV2hPPt3PF84/mBgXt74DQKsEMsmBFTZ7MFmbA8yC7bdZmcrkVbVAAIm9v4J/7e8MvBYbv7A9fGf7x/VOmMyGlXz42+56e2ayQ6/YvOMvXcSwBACLmLCPyHWJ/aWFqz9ab9sYmCp0ORAh0AIPLaLEIIVx0Fc+TZQl+8pY1M3iWy2sfCRH4/ADjUZG2YBQCwYeUc2FGLmhAgwUtkvkTzTpoWXBVeXoCIvdixxYHdFEaNx4Jpl2iep6CooOSZSGYu20HXPzG+rTw03vZknxASA3A5AA+l9MA5pkelT38leNK5F2v/VFSGD0fZBddeEr8CwFmEEIZS6gJA+IMX9wQn1nYCwKpsENMXiACArsX9L6zYMHWxnc2BEK64ewvvDu/0e9Y/SVCae+zXpHCAZf3+S6PXXpVkJEHSe3dfG2ycfTYjCJAbWxYL4ehsAM8CwOhLwyUAYxXUXzHzMx3fdocgaqcxrFBbzPb/7DB2TdVhtO+P373TycLPGNAn6NRBBZVuAEjQocQ0csydWSTf78B2ZagMALjE7RYC0a6SUWYq5TKRU259iYzuNAXnXhn8bAHCUhUezkeCV+dougPA8vFs49GAEDIfwIcB/IlSWh1NASC4/LSfqR0TP+yaph096/z3pP957/2EkA7g5doVz8ye/7FPc6ICxR9D0U5DCdVDCEY5e+2aZ9Vebonp2KiUCnus0aE6lq9A6C7U+ltm3kAIASz7jCmnfdLvpjL9Au+5RZUj7QCgSuGzAdy4P46h1fe/CODFA+PLlYd+SkBCllPZE89t/+th6paqw6yf9uwlhPypRu/8RZEOyhWnBLuQXwMAGXPoWx6t/r0JYzDKWKYD0ccCBCYx+0TidqZKewDHkVgKJ0kG1xhO6R8xqe1jFlOORJm2MKX0xyDExlFSUGq8EEIkjJU6Po9SWq3IDqBxuj/w3u/PfijQoDRE2rSPEUKmU0pvIIR8ff89bMPy997KxtpPJAyDUowFO78GhBBUBCMl3YUwYEhSWWGKvoE+Ky53Obk8PnPO0CUnLFJE26a4vbfr4xO++NGgvS51ex0XaBdYWRBYuV4TQicBeAl4+Vr+qkJ+I6lNa2Khqb9SxODSoj56SzXRP3L10q3PdnCzjnWo+/6ik0XRypTyTjoFAAb0/8eC+1UBOSaIsRHRBKREAUZHkc8jDS9CNQYqg8PYu4GATUqQP+TAIbWkeZFB9b8GSHhyhibj49rIQ+BtSfYJIQzGClt8CMDZ+477q7fj2EcCX4BpVVSGBwCPl2ncv33/RRIA7GzqtvLI3tMZVsI6J0on6mnC8QTxPuy1u3c3NtqtTS68sYfvNHU5GEB+mQjKZ1mnxAKUSlJ7WwMji6CO8z0zHv+bIrpXfWHqA9kpN2Zv+tE3Ip/7zFcTD79WfCN7XxgBcPIh7YSqd4wsklcSkLsZsIIB/Qv7t+/Gtg82YsJ9BMwJJRQ+bFMLFmO3sek04yMBiJSghGJDkPqRsTM1kje4O1cZWaWZ/iUAQIDXVSyn6o0jhAQAXIqxJH8aABv/bqLjUYaV5UYAYASBYxS5BXj5xvBlpVJiG8lpMwy7CFtmXQCMqed03Uk/7HgDC5WOTk4cVRcSKe7KL0iMXIpyxt5+cM0NYDVPqxhthB2NBoxEYkKhHN9u/3/2zjs6rupq+8+5/U7vM+rNkrvlXsENg8FgSuidQIAQEtLbC28SQnoIbxoJhFBDTSB00zGYYoxxb5Jlq7fpfe7cer4/ZOcjhVAT2aDfWl7Lku7cs/eZmXNP2fvZIprUarFh4orPPTaw89nzc8P73jFPdFffEw8BeOg/2AVjHCJQSvUJ/Jxv2I3yN01L35ykQ48AQDzXEWsMLTrCJvrmiyy9OmekxytahvKaNU5mWbjZMNLMEM8TYZzbUYOh2FZJyyTiukj6IWI+IQQMZe2j7N7HFkLINIyMr+cB8ADYP6oGHUJITj5o9wkVACC7+DoAIoDS2+ewanLoZSnq1QyOETSSgZBxg/N6YOaKiWIit9HVMOEUsaIG2t58g+gXkK4V8LPepaJny3qsnJgBnVrbKHgqwBDhysTmbV8TGPvSRJVpmFXjr2hYdh7pWnv3O4ZYH7Djs//xjhjjkGCfufV60RQX8USYZlDlb5vtbXTLH5vJtD4Ka64G5/fKtMwUkJVk2AQ3/LBgoYyinwXxc/C0aCi/kUf2TQdcrQAEAsZGwH4stZDIu2ix/fsXE1KDEZX2SwAEMZKz+xSApyil70n8ghDyGKX0xHe/8vBlwhRR/tw33DfyIjf5t09P3ZD1TGrRotGHYvfeewswIt4UOHvZ8WrBmCw6wycGGxbOl81emLk4tHSdxu8ebA/Zm6YCQMzoQXmWAGtZBQBAf6YLNE1Bjp4EapoobtvxWvKWe468/dfh715wuuu7APDsVkN7ZDsuv+kbnXeMVh+McejSSCYtISBkP931EgBMIrNvcsJzuQ4NbviQQxo+EgKlFGmPCpF3wCqVdI8U5imlGErvijuoK1hGcdcWvDqTUqqNsksfGwghSzAyAT0VQAoHxleMVDt5T+rcn4QxNnjciQukmvof6el0yZWRkxwvOXNDHdf0b3lqFwDU2qbUiMQ2N9saONYVajzK6alu0ApZlOUoCiFpgzPvmSX6ghylFEVzPa3cPIGIohOWZWCo2A7W47Js1Y2MnkqgtP71szv7X/rr5JVffNURqJ0DAKnhPT3ZwfYl0d3reka3J8Y41PCSkD3EVK0s09KWHqu9CwBmB07qF1l7lZ5Nw6IW3K4qCKyErBYHL9pRUjPw5EQQQpC2kgne43UThuXyNP397YmnvzfKLn1sIIQ4AZyFkYOqORiJyjk4xr759sXsv7nHx358BYAzr5/5TV+ldOr257E5mZpXo5dy7Z3P3fb1g2klvuVHH2FBnSC0+FeJE+uPJ6IoWEUVZlsJpCv5bKR50TEAUEz1gIgS1DlBAEBwqB3jYl3YfMxcMAIP7fn+zP4bb414G2Ysq19+7lOEMCinY9QYHPh9++t3XTmKXTDGIUodGT9JhDi+AzueoJTqdWT8CSFUP8aAEAYMVJThRRAMYZCmMQiQYcKgLuIlABCl/Z0OuBoN6LkEhhd30t3bRtunj5r3fbJPCOEArMbIBHQlRiag2wG8Tik966M17+NB205VqTvtMpcYqpqrNTBzRIedsC7XYs7j+YuRyWSqv332b+yzW64ws8VM6s9vnFN2Dd9KfTUVRYmAqSkL1uaB53lBmsK4WWIuZ6C/lVRI2S9RRTfYncl15ZBkaFt2+PREcmdp45bPUUrpDd8Pvt7RY2qb+gNCVCsItePJhQDuGO2+GOPQYjKZ85l6TLj5wP+v2EU3/kGGnXERLwo0Bw0qXPAhQYc1yV8hBCJTkc1061pBGQZQo1nlvB0uv504IVF5sgu+KgBdo+vV4c2BVKgLMTIBbQawCcAAgC9RSp8YTdsOVcQeJRdinM06FSulqoqDNbNVAGeFxPrgBMfCtXbO3ZTaM/h8lE/+gHoqb+FddsY3j8FgT75B2ZV+g8I8wnCoML1eUmCH8iKczlyuP8EUlLVMGd788BsuLZ/6Y0/f2vsBYPyyz2wuaZk5qpmH4A7XOU39JABjaVBj/B1N7JQHfCR0vEKLvRVM/aJh2jOwKHyu7BQCSMpFeMQIdEtBptxTcNpCDlnwIJPvz5dhWjLsbsrStNtdGwAAqnJzRtufjwOEkHkYGV/PAiAAWAMgRSmdO6qGHcKc5BgyVs+3zzz3tcXTy6FanlK6qnrByRsAPBA+9czzvEtX3E4Yhins2PYFYzgl2aa3HKdndHCSDwVHqic3tFeTPHYhckQWg68PGmZaoIzDxg/uKG6PqaFe5cUBL5PN5PU3e79EKVXdtZM2K5loP2ex1UY+S5yB+ksIId+glBZHuy/GOHRoJJOm1qF5rQDJb4f7DgCftsPp9xAfMamJHFLwIYQ04hZDWTjhZUwYyCE1aKeuSgICFhyxExcAuIq0MAfAx26xz7zXCwkhYULITwD0A/grAC9GcvOrAdzyH7HuYwIhhBO9waNZXgBVNAIAVrkcNbNZBQC4oHs6IQScx+ERxvkrUv1vfStP98DRpMAyolFesG1RZxOifYYHggRMkyjnH9nTlrjtmWOzE+THuJWzVtpbp86Ramos54r5Z4S+ctG1332xfucJtyzruHbXWbhj92rseEvfOqqdMMYhiQRbK0tYhiUsI8PeCgAlFPoMaoDCgo04wBEOHARTs8qF4eGtGToY5yWF1PRmtr/Sq+5cWqK5G4s0N5RC7OYcUt2j7NJhCyHkSELIgwD6AFwLYD2A+ZTS2QDaRtW4QxzZGTpCtPuqGMISyxrRLzM0JQoAEmNvsbGuJgAQGdvMnnX330HDrz3JVLWhHOdA4sNPBZRAzKgpw6rjwAR8KFh5dn/0paf27368ye4MB4OhySsigdY51KLZ8Usu/k7j/DMvj1qdt+aaWd2cV4uis1AuZ2Mf6zq9Y3wwREjTAUCCrVaEPIFSSst6fhgAeE4Gzwqw8W5Yho58big3GN+hOjTZqbG6s9Pc9b0hduD0jDr0Rl6Ld+XU6Nhc6wNCCOEIIV8ghGwH8AZG9GV+hJE57KWjatxhQHMDf7TdxrBVvgIPAJauqpauDQAA5/XNYASBIxzHcF7fjPjNj12grOkuWEMUhlE08lve/KMxwWSaL8iC9RkILbA4taMnkX302atzuZ5PWysnHyNPnbqI1DfW0AWRcORbF/2APaK20ezue8JteuETK5GP9+zGSAnwMcb4GyLkqSKR/YQQiJBaAaCI3HaFlnQVCtzwgxACO1xMGaViCvFskSvDa6+pSnCxgT50nKCh/L0CzfZlaOKlJIYfHW2f/hO8n5P9ZQC+iZEd0KsppVsP/oEQ8k6vGQMjwmjVp5631sbVn0SVKC3E9j/iebhPX4BjOlvJwj8rnw38HwjxGDnFTcKV3+G06G9rxylp9zi/txyWPPvfLN9EOynUGTqESABGRx/s8+ZMlLcF15RKib8pkpqlXK1j0Yw7CM8RxiZN1TNujwhAYYN45tmKR3DdKHbCGIckGSRu4Sg/GwCTQeIPAMCCjaooQ0EBJjU0ETJrcIbsSgNlnkKnOgh4sCamBxT/Og2alUPmpV148wv/mCc9xvvimxjRzrgWwO8ppalRtuewIZ/sXiO4fUmOd/hT8ba8Xszcri8OLqr80Zc6yqc2XhV/ovePEus4puhnuRlTv7gx/tq+p33Tpq+2GBZGzDgu70772DYn0FoBmlPhKrhtXjQc1zPN9TI1rMzBdmxVDZd6qieuoJYFdXD97zm3iwcA3Un29m9e80/CfGOMkaPpn1HQzym0+EYPbVsLACRTGEjl2ydpjArWxeuGUeZFIjtkzoGsGqUMz4EaGuN1N3wxSPhvqonhfJHkftBe3vjIKLtzOOPBSORNB0a0pZ48GKZPCAmMol2HBS++aT3JyXTFwont7Au72R1K1HjR3TDl3pYTP7+nFN/9v4wkLyCaVevfpa0K1JwsDruZbcLEykXUNDlfz/yn1SLHbHpJB9M4BXq8B/yUQIUsu39gbul0HGzDUsqMff7Uhzi/O8CHfRcJPcU3CSHgOBHEtB4em1+M8Y8Mo/dRG3X8VYA4MY/MLwAgh3SJAHwJJRSQo07qsYrIsh74nRZMlGgZ1LIAE2EPgveaMPgSCh1R9F8yTHvjo+3Tf4L3s9iPAyhjJHRfJ4T8DiN5o2NfvvcAMxk7mKk4ycFXEeuFHUJVOngKS1jwVPzCrpueutZ5ypE5z6lHPc0TAsKyVxE2awOA1B5NnLdMQTTdhlzlEQAAOeSGuisG3uYS3X3Gkuxb237IOGyykc/sA8ceDQCEYx3lwb7vw7Iu09PJ19PrX35lFN0f4xBlP921HcCCt/8ui9QzAqR4EFVBAzoXRe86n1mxVCAieF1ACRQy7KCA00U8UKkCDdrqSZj9Gz8JX8eAdcbp4NhJ9PunDwAP4EsAXISQmymlY6UM3wPD+17ra7j068NSwOeX2JCzEN8UsY2vnwUAVNcv2ZS58bTWIz53k9vfcDmAykw6VgJhQE0TmpuGeM4HA2WIogCIAvRaJ5SOHFyR8dOjXRv+aCWNXWo5s5uNhJcDAAiBoLBtpY72u1m7Y7w2OPCj0fR/jEOXHeb6X+Mf0jvyNP2An1Qd5SEBJpWODetE80VczSPlb3kXHHIEjJ4Dx0tegZWRNxlZ0h2/bHbOezNnxMuGpfUl1f6xzcD3hwYghpHUqO8ACBJC7qOUKqNr1uHBT1+dsv9m4SgWhEBvjLkdhC6RvJEaADXldPSuvhv/b9G8uV8attvrQlSg5yfZ/V0AYCXzEMIhrxHNwWqoAgOAq6uCumMQvMGSylDdJYM7Xv9u2VtXU9y2fY04aclfAIBwnCMda/stz0shyzRSmWj7WFTLGP9EmsaLGNE0+hsZJPZlkHw9gIqFDBgyjN61drhWSMQGADBME3KZg0p53k18bgAo0XwrUL3WQ/yTBUjj4xjc8l40Ow4X3nMYP6X0BQCVAL4CoBHAMwDaCSFfwUhI/xj/hlJb7wPK7oHdyvODGavL6isg+xYAlFBYb8LIG8nsTiOe7tbjOXAvRUvxxxim64UUnFstuIsCvnlaB6y39kHdnwLtESBbFKKpwi4FZga6ZTH6mz98NXP/mpuVTbuuK3f03F3evf9rw3+99w89v79+XrmceMWzauW80e6DMQ4P+ui+Hg7cekIIeCIwAFlbpLmMSU1kkFAk2MAQBiZ0AIAGDSoUMGCOn4TZ26Zg7vYpZO4Vo+zGYQel9AoA0wDch5Gw0g5CyBpCyAl4H2P1JxUtPnyLkuxKl8o7e6x8dKtZVApUNywjlloPAOVS6i3DUM1krlMvVsGZUDuQHtoNp+KGVBYhMG4YXYOgHcNw5u0ouCwYRIVz7oKLBmjHn9q2PfC77GDbt3OxzjszA7t/Hm1b9/vBW246n73l2dODz0Xt1fLEyGj3wRiHB8PofVaATAHAwbrCOSRvKOhpU7dUGMQwAUDi7CgbRVBqQdNLMBiL4SH+dLrvuK2TvcvfanDObBxdLw4vDgiaVmOkrF4SI+mnA4SQGzCyATDGv6G4a+daZf/+J43t+wtMW3yfkh7eTCmFVsgMaYX0JkopVbX8W7pRRnx4ZyLclnU4OreB29oPnpHBTqyC3puANhCD3p2AVFcPEs8j0JoKLTtGOWH4/268Mr/21SdLm9suK+/ru0/Zse/SgY6XX9zy0q+OiKtdN7CV4flkLIx4jPcApdRkwDzOEQ4MYWCHM1tEfptONRRpThcxIrhPDkyrVKqghCIImEgzpr02DQvemo5Ft4+mDx8170ugj1KaxsgO9a8PCJxcipGQUweATYSQRQDeOKjOOQZQO23V6a5g4w895dr9lmHb6qwZN4k2jP/swIKXL4uv33F1Dpn1B/prILz8hB973c03+gqN45FUkYnmoHlqsLXNhN9bwDwhjdc2OyBIMjzTUtCHAFquhpaJW8Dfyo985+3thy799A22yZOuouVy2X/y6tXJRx5/fjT6YYzDiwySPyaUOE2YcYDkAoh4VCgwYFhlFAEKqFARp4OwYCJMakAprU4jDh4CZDhWAPj9aPtxuEEp3QHgKkLINzCyW30pgMcP/LmNELKLUjomgHgAQggZd9mJd0oVnoWM1vsnaeFMCP5Andgvfq7/T48dwTrtjtzTr74GAO2b7/9j84LzzjZmVC63w9kq5ijAymCJDJaVYGl5SHtVyEUWOkvBVkZQ4vMQBA/FgWda/45nOzCiVQMAcPFBV6t7xfMOzjsuowc3E0Lmjj3/xng3Mlair1U48mqb5TqpSHMPhfm6FZIlsiU9DcHl4opWDgYxoCgp5JVhOFkvnJwPkikvzmcHwMmOBgfnXQhgLPLnfUAp1TFSAvMhQkgtRipJXQzgywBKhJATAbxIKS2MopmHFKecba+bcUTlI1//moPc9/Dwo+7mxccTmSzP9u353eCbTxxtKIWOZPubPQAwkNz65ZCdXeAVggGtSoHVnYPTNxHUyIH0WaARD6zuAkiFG3pyCM4FLCat0jG8G38bM+M3PXQ3gLsP/ly75PQzQtOW3ENYjhMc3u9hZM0xxhj/lij6b+WpMIsF6xtE930tmP4XAzrKKDEiKAyqQ0UZCRqFiiIqUA+GMEKGJqYVkQcP4djR9uGj5H2r8R+EUroBwAZCyJcAnI2RSemrADKEkOcB3EYpfeojsfIwxhtq+YPLWe2hTqt5wOgYeTATAkii1EXbngWAVd+esrh+TuDG5efw43Y+W+ZoyYRTDKCgF1AKMSCcgJe3icjwPkxb0gVXmEGsaMO+DXbFGt59w/DeV9+x/ijnck0ghIDIssRW+L4X/vrFq/MvrP9OafOed6wJPcYYe+m2NwAsB4BxZOpiHVpZhCwpXNnOGyJM6LBgwgEXgJFIJ0IIBCrBDie6sGf7KJp/2EMpLQO4B8A9hJBmjChHXwjgy4SQvQCeBnA9pbRvFM0cdcJHzzzDf/L48wnLwKTG1ZRjD3wYGW/p9a17D4boTph3wXWSM3iRIDqrtGweVbkasCyPIX0fFeoriZZJodzfCS7kQ36yE2wZEKIZlNXCDqV94KeJjWv/ZT6+wEjVMus8IP4nT24++tJ7Gxaf/VzXuvv++F/rhDEOS7Zpr/wUwE8BYIa8vMnF+CERGwqaArurGlktBo7hIRMHeIgAABY84cBCUfLFNB0e27j/EFBKewF8lxByLYBjMTKHfQiARQh5DcCjlNJfjaaNhwKT51bfe8JqZToAvLGt7E8fOFynLKmMbn3xeQBwLp0dcS6bfQ9/yfzZ1ma4ys1FiGf5ILZbCAq74J8soeOvGRhbHLAP6HCaBlLTeVgBC3ueif81tT9+Dc751+3zDu8khhc4AGBcjtOqPvuFRqVz389Tzz6187/h/xiHJwdy708HADfxORUUeh3EXVeiHMuABQceFCZE2MGDB0NGTvl5CLATF2K0/2OVivqBF/sHObADeguAWwgh0zAyYJ4HwMRIrdJPJPZInRSef9ztNiI4AMAwNZRRzLPFGChjgYYcoYPXVk3xfDbS4poSATA8EEeu2w1K/SA2EZzdCQBI2qtR41UxfuGBn18wUEqQp7tfvvWaf2ybEML++NbKmyLV3MJWy/fCtv5lXktT/DbRs8gW5RdxlVNCU+deogmiq7WYG7y+bdsDd//jPcb4ZNNCWhd6ELjOhDEkQk5pKEslSac8bKRg5OGCBxHUIO0pg5OcSKdSgGmC5x3IaulEycqP5dd9RFBKOwB8kxByDUaEpT4D4PMAnsNInv8nkvDyExdJkWnXGjkVvFcGawmU3pcqYpwmOvezYiQyswnATkKIbfbKq78m2jwStUwoXdtA/ZWgFgPW7iCEYSH6gjAGO6E2+MDXjNR/1s3tVql9+DOpF5558x/bHueZPzUkN/6+2XsEouWuWx2sd062iq9nfd4zCHWfVl27iKkjLRda1CwOF9ou60q92f1f7p4xDnFabcu+ZWdcx+fM5BoX4zsipQ+BoywsAuhEg9dejZTVC7ZoomhmUaIFgOcgcDJK+dzj/cqu4dH24ePAgYjINQDWEEIiGIncuQTA/wL4RC/2l/946TVTgvI0SkdE8Eu0pGToEBjKohxi/Aevs7W2nC411y4HgIIyCCaRhQgfOElDcMpInrS/mUVsh4rqch0IIWA2JBFtYLue/PW6Mymlxj+23Ro87vNOIXiFTFPbCoL0DGVIoxa2TeF5YQrCNfNqjr/gj5I/cr6WSTzX+/jtXx/TDxvj7VSS+lAl6n/LgHFHUPscAzaYYlMmTyRW1cvgwCNMapCgQ5BgQ4pGATBgwCJLk4aK8s9G24ePkg+92H87lNLtAL5ACPk6gIkf5b0PNzwTZp9sr2w4S3f2IGbutNRXUv18c3U9WxsCpRTMYP/Ehrmnntu98a/3rrxm+p44CVARZTORoEq+MWaS7oLH1iMh7e8HtQsolUqmQoNsLpaEzU0Q28+UlFj/1Qfba2rghUvOc66KJcydZ13urZ2/zPYZQgjOYtLeNStuqAyef+ofGqJTGwVGBptKn+QNtMiEEBBC/gdvC5kaYwwA8CBwtZv4lgNAikaHHMSNjJYiDupAASooLOSZfMZdO9Mj8DakrZ3wlV0AgAxjtqVK8bSTeCJ5mhmbkH5E/IsQ1E90uLituuEq1usZH3sjDyvfrxmD5faqXNVEz44INK1YdguRM5urj5IAbCpkB/Zalj5N0bIlYhOsXn43dfCVTkvToWYTMMsKFGgKVzRlalmgmTRqmX1vvPLCa39b6NfUHdEkiK6pA33rn5rmPupytxheBAAWjG2vR/8yo2nRFTG5KgIAjM3Z+C2XEW4AAN0qXwbgf0ajj8Y4NPFzleNm2I76IUd4hoc4h2dEkTIUJVKwPLyHKWsKOFaCqSkFOxNw2BkX8qICl21EFiJvpV5zMb6ISpWcSpWxcmQfEZTSYQA/IYT8FMD80bZnNCGEOM9ec/o1O+MR8ao1FOaO3lSv0ijKUwIAz4N0ZLnGZed9Ptnx1p3M/OotYk+Pwoi8XE4kc8KQYdlf3Okqtk1g+ob74JrAYXgPoI/zWplEnvEWXChyJcsczP7w7Qv9yLxjl1NKleibz6x3CaFvOwR/pYP6J7W/+MqK/JHVDicZ/4jkDoIXneMJX/i+6AnIojc0zTVu6t0Ato5eb41xqBFC1eVeEjwdACxqNdmIw6YZKdggQQOBBctUaFERIDscxI0cNeGEF4QQlGhBb8fWF53EXVtArv/jINT3kS72D3IgBHXLf+LehzKEEO7S81wLtraR/XCumKpyPapnmUcEPEyGZ2rpPgFazyCMWKxU6Ww9lbiYUxlO8O5zCjMc7lpiljVWo4zTEfDA9nobJOIE3ZpC/wIBJOzrGNoz/ObTt4XPLXsyrFFTb2OXZN+qO/Xytfb9+V2Ljli++sJz9k5UFGP4muszp23djqF16UkVyahuXvHNiW6up/wz2jrhQjCyQMAltXJOEmV3oFzO7h/tfhvj0EOH2gMAJjUMVTB7FAkRGDYjtl0AAQAASURBVKJqlgzJQdzop51/6GI7vjEx7XlDFtwTSsUEZDC6QCSuYGVz07Bwrx328FQy7+s76IZP9OnIf4IDIaifOCLuiRUcKzbm5wRydneVi+MlcNXVoFalgNzuqVkXg7KWBr97wKwLzb2mrOUuzxixk53eunpBckBPKbzP0cSnin2QGqqhq0XkY51wV02EEhu4mcbyx5nDyfHUIaDPdcTChlM+O6hn0g+yIY/bPW766iBb43U4K/+i9PS+kOXylumUSL5geOgwpdVHnfGARMddSQhBmdMGLN1qsCzDLGrJvaPdb2McWmi0HNdouZ8jfK1qlbpLNtMviW6/VjILbiK4BKWs70w+cbqTuhM8j+dBIJVUxXDIQU41SklVL62YwS/9hQlzsJGbcnynsXP3aPv0ceLAKfH60bZjNLj4bPfMfNHKVi08eXbv5mw6PWFWhPHwUBS3T+YCPqN/GFY+r3toZLbUNG4BJzsXaONi29xTgzIhBHIHnC5/I4nv2AvRVQV1F9C2MwGtqcksb910Ve+sup+l8/vsjceYTMDgbmr56TlXFl9T1/BsYLF30twjWMlmVB915oURU9+ZniFWqh5ayu+TmcQTjzxad+GV3fCjHgS6Ucx2ip7AZC2b6NHymU9shNsY/xoV5S6LmpSAISUUuznK1zEAyigzduJgknR4Yzu2rapD8w2guLCEIrFgaR4EhCJyu6di/jo/IrMziN9PCDnncI8cec+LfUJIC4BV7+Pe7Z+0nP0n76n808pltrP+/BRN//ClBm9xaJiW4yyoboHryqHqoTwSFQYK08I2hh3pekvizuTKwmQAYESeiG194NJJ5DODiE0Ng1k0HVIqhmy2lys3GhGjUWSpPA68zwMa8dmkhwaOD0Vaj++NA7fdT/G1z3ZEpjXxwV+8tWgDP6nlZNSi2rHEcyXSrDjstQRhaKicT/Vcpw9ty9snTf0NFletrDjzgq8NPXDX9aPaeWMcUrRj65dUWt5kwugL2lpucHI+4hT8Up++/S+cTjpSiP60rOVyizynURfPwyY2WnE21kPUbKjGMXlVnk/AzJdhg/NkfMJDId8rB8Sh3o/C9qOfJLG+xuCC5vGR5S8IrL1mv9Kd1+ZWOct9Q7pkZ3hKGfhSLriJH1H0wcN6XADAc3LAxnqvYjnBBQAMy3EpPgUtW0A5vg9WkxfshClIbdptCkSsLTvNEHXJcATHAQBMg60QPY4rxaoqxqjTUNiUhig6p29MPnfRnCnfvEG2+WycHjrd42v8QVPTsQusXYMoGpmu7t61p+YnzPg/Zv6408yKmdd6TlmxKfPw8ztGsfvGOITIm6lso9i60sl6lxT4striXnw7AFjEKqayg3eWzPzGoXLHoxM8R65yOWpFluFglfrisUw7pEC1t857xEmpWDu8OWe9k/GtADC22H8XCCESgM++j5colNKb/1P2HIrc/bvIVb/+UfCGfX2W+oU7XPLAtjDhXUkasBmkpJug821A3ALzdImXqkaKcNk85hJVEycdFMqvbukh88Ob8MAt9aiq3YBjP5NCuWDhgT/lC3rZMc9edtpr5mcRmeIEAC72gjqDq587neUFoiaiEHgvL7h803uOG3rKeXT9MQBsYgN31YSGE7jKYHOwGO+j5UzvfcOdb34/PGXJUy53XXPNlJU3E0JOP9wXZGN8dOyhm+4eT6bnGLBeO5xHOonnKABI0KHnVFpqyyB5c5Hm0rPIEuoiHuKkbgyhr0ehvYEgKmeZMFBCAQ54TgYgAzisI6jez8n+TAD/9z6ufwCfsJz9uhpuye8fqcIf1x7hFdMaRFstSaQ0yvjthOvoRUlg4BkkyC7gMJjdaki8jxMa6RH8QAVUmocxkNUbY9V8MdkHueBCb00QhBCI/jDs+1Pj1AbqFxvDUPbFQL1uWPuTIJTRMVKbG4MxknnhZeXZW+/Or9HPoIt5ANSyYBXLcSFQexqpCUCvh8TXJq8RmEiVYJ80okhRSl8DYGyxP8bfKNGCBuBWLwnWSnrgLQfrnVy2Cv2aqbwswH1VNcadP5nMXWvj3NU5ooKVbUQkwjiRc6JQToAplKFDRw6pjaPty2HEZQCOfx/X7wPwiVnsy4JnLs/Zazrn6zBc9U5PygnFk+XlVhbaYB6UGDCoBk9OAucaJAVmGOVykFTI404l3YPQbQIMrkQkXw0MRgNximACI2mnTNDL2lTmU+VaVWXdDujxDFjBDqZkwYSpALCDgJZKiT4rn/8FAN0y9WEAjaZRTgHE63RVzmQsDrIm1BhHfmqfMcHmZKaEwQC1vCdwLYBPjWL3jXGI0aluayOE7A8YtXMLaqrTLngbVaPwspFLC6Jo+8nc0GlfYRmhT9GzhMIEoSQkMHbWJYeRz/TByfuRkaPFbC7x3Gj7cpjgwPubwyYBfKIW+011/JI3+u3s1/YvtyV9OsT6Gvwgcjc99UiVXPegHbcOBMBFXGDdfiR6t9FgEyFCbaaK0SZVFbbkAVg4fXofJJ7AXj8DlS0bIEgMBIlBVbXoVjL+c+zuSuSH8zDUEooZHRpkMKAUALEMvViK9m0t9nfcbrnkKVQ3KOE5YpW1hCz75zk4v92RAWDlFyvHHdUe0CeyDMuBYYVT7W5PE0aeiWOMAQBop1sfcxGvL4Qqv4t6DQpqlkjpKRcXOs1rhZ+bQY7cZMGaWKJ5AAQS5GYeHEwYMGFAgIAMEtvoQdGKw5gPEsbfBeBOAE8C+CdRjbeR/kAWHYaEPRO9dcH5Dy1ZUu9qZxtMSzNYlxxEyhUFF/ES7Msg4J8BskREb98GlJssCJMnc8Wt+zBungOp5y1IQ9XI74wlAFQYHIEBA7ZNA8hzgAM5XDRrD57p4oqDAadbFssM+dN2szQU/WNcz7/O2SeMYxjO9tftsR/9/vfDqRPOAqTmmv8xC0oPE9Un22NyNa/0ieUjScG0yjHPOKERDheUtigYxgHDNN1Tjw4v2vFc9LXR7ssxDh2mkvlfbcXCn2hFdaBdfe1ijdWeC1nhDRzYSjfxoUTzF9jMEcHIbD5JXNSDpC1hCRpjuoiLFyGjSHPjZ5HF1ycRu7Gbtn1iFqYfAgpgLYDbAbyb2vAnpuxW5dGnHS8tHv/j/j3dijV9nsy1J8DyEtgwD8KxMAcpjNlNSCRTcPbtxFnfSUO2M7j3+wpK2+s4WZNhqJqeqbJMAZBMXYUsBJHf3wcqsJjG78f4qcN4qM/bbXpmjFdKQ2A3FwbNweHfaURtc1racj2b3jq4/t4DwpMPoK756JOLxfAZRZfhE4+Ydvyw1tntLLh9BZodluzhFiNlQckUQHMKRNO9eHR7cIxDDZk4xDnCMU+7iH9pcnj/owP24uXlfNJZ65n+V9Hlh413Vwp5qdXBeUApRSbXzYpUwkBscznC10s8I4K1VdqLeubz010rOrflX/i/j0Nu6X+BLID7D/zL/Jvr/t389mMFIYRMmnPhbyY2LTjae2RGL/g8PMvqsJVjOGVRmRlOEjwzdARkqQr5tbtgsSqcS2aQRDYK3VYNopQh0DoYA+3D/hWIGBqFqafR3V4Lt3crdB2Y5RiGwzeg7YyLRb3kdr92QwlKOf0ELXS/RPhcQfKHW0uD3X+Mvvrk5gNmtQUuPukcIgpHUoNLD0zNT2D65QxbYkqlqc5qtoZls93DcOkBqJlhzD560tUAPj2a/TjGocV4Mn1JKxY+xICV+9H1PQWFx71s5EdULy/0IoASCifY4AAhBHmagQd+ZJGChqzmJ2EBACRawmyy9JcFZJ9oo1sO2woo72ex/yhGSj99GsB3AXwOI6Whbj9QG/qwJLJk9TJWstUn3nzhHjWd0D7IPfzOpmO9jtpl2zfVYpD0DqKB9aXT3QaTh2i+VeT5IYBnAyhZWXCLpsOliCh1JgGv0+I8Ktj4MMPlNNiZgL8zMASjQQBpEDFZ3o99uoCnvrMe3X029HY2V3v2tFvLv6DjxQ7KxjHnAlF2XZoc3n11Z8+a63xHHfOlyBnnjWdlB3GNn7tRaMOkUMOiS4mPBd3TBdfeErLe3H6rTthPU+kmvpJHuT+OUMgyMMAMHfSn5opjT+Vcck3y+e235jbtz390vT3G4YQdztU8ETgeQp3NkCOMQZfY4QxbB3ThLFBY1AIBAQsWJkzQkkJ0MLwGETo01QnvahuxE5ZyE/H+Tq0/iXweI+PrhQD+BOAtAHcAuI9SmhpFuz4wNtkv1FUfea5hKL0dXc+88EHvI4WqL7JV1tWYkUqUd+/rZG32ulK0XzHTJQdEHUiLgAcwTRXlKcfizod7cNGpGxCcXCh1d8m2nmYDxOPh1Z4CryR3QfdxKAxuM6Ucw66aFcf1X27DzS/UoAGu8b17VNjkemh0X4Vv6srrTLU4FN/x5nHFiG6EPn/pj7iubJXLDCiam3uJ1DuPczW0zDJ1DQW5H0gSquxIvyozoTomofLyiwqj+Xjohtl/0Bd31QRnoHnuJUa50N3zxl8f+Sj6eYzDDxfjm+YhwaWEEDgZ7zFpM3OD11m32uWogEpVAIAFwwDAq0aBSpCJQouWnfFIOT0BjxBGujyYq5HGfw4gMB1GFsBYycd3JgngaIyMsRdgZJx9BCNj7HOH60aJ+4TlE/iK0GKtu//p3HOvflAtF5fTW3t5rOjk9j8Tg74slTBN1ZFT7eTmNYLo4EzEhXpYqgKuWYLYUA1tZw8Edx1KPTvKjNclFfQhoD4cuuHmqSBFC2UaRbq9iC6uGb9c/CYWzlLwh+5G21Cxx4xc4kVyt4bs/XVHeV0NJ6STHY9uf+HGk2uvOv6spm+dfrG4TnCjQPdRXzkvnTT1As7jcujDw0gssmBkSmVrb+I1rhheotRaVO3rJnUcB96e/ds6pGLeqjmSN7K0FO99PLrp+Y9VCbUx3jt2uI6ViM0PAG7qmwxYbaIhTOAhAAA4cNCg6iIkHiAgIFBRNgQIQpHmwUMwKegMLwnOk6jtXIGI9RpVi6Pq1AfkPS/2D9QrvgvAXYSQBowMlAfrPm/CyIB57+E0KY0sPWmFt3Xhk6woCZzTvRAjZQPfNyU1tbGkpvtkwVPDZUsP73ji/77tGz+30ds84zX7pjLPDeSoLvaTMp+zuKmtDCEEZDgBsxB7cSDad6MzPftPdlvAYRMsIePTILe0wNLLaJoZR3BgDwwT+MVdcxDPj4dl6szWh19Gtq0FjK7JBlOCKHvO9h99LOOY0vpDANCHopCray+yuqIMYVgAgOqmMC+OgCcVrYXNHbflnnztxJpK4gqPC1/GZhIPvPTEUCcAVF92zEmBVTP/zAgcw7ltrRjbKf3EUkDuIYGK8zSo/TLsF1egblwa8ZwbPleSRmNF5H9bRvFiHkK9AX1vGnGuArWNLDikEAMBEU2YYCgDgCycTZY+1I/9lw3TvuRo+3YoQintxkjd5+8BWIaR797PAPyCEPIoRsbYZymlh40Kf0vT8b8O+MZfbpiq3tK46sS9nWue/iD30TKJdWIgcopl6CXaNnDF4BvPvuk9cfVVYlX9teJLCVitmmW6uhgrplmErWTyaMJzz+6yuvdkvpIS+o6wNSw8DwD0RMJEc5B1uN0wSD9bnXXCzPdi7TYHft9zCoidhZmPApk0+EiIFJQYXHKkkvd4T7RND58o1lbPserK4Ldo8En2S3Q7N1L/meMh7dEQNmuJ6fEf2/XmsxemsvuftU2afB6rO5rKfV3fO+hLZOqy37kqms+zDM2snXfySb0bHnnyI+nsMQ4rijS3NWVFn3EynqNzSL3R7F30nGGqgmaWShRUjqod6wtKfB1468u6rlBY2ia4bHMCzlpB04tIFPrAWHCViQKDaHBI4f+d7jvWvzX19E9H27dDkQP53M8DeJ4Q4gZwFkbG2KcB9BNC7gJwx4FSp4cFYmOtN3D52c9wQX8tXxHaQQiZ/gE3LfKlfGydIDqX01R5Q++Xf3uM4JW5qd9a8dqD7KQJ1nCG6o5OGFkNYlWIEI4F9VAU2vcklf37T7TNmHoT31AzFQCjxhnUMlMAEGT4IdAhCYZl4Pa7GrFh/Xy4ATbx5F5E+QCMOS6Z6UpBtgeOC54876iqC5b+iZF4TufS8L9Zg7KzB4YsAQAoBYjDASkUipT5gWjq1sem2fXeoWmLJ/2Qry7uevqW9t/gDsBdN6miZukZT/B2d0hwej9NCJlyuG7kjPHhyCPzhExtFzJgZRWlilq0PJhBShEh0yySigrlTwaMJhf1rVBQjOaQ3uWBb7mduJCnWeSQYk2YrE416FDdrVj0TDOZ9pUOuv2fyvEe6nwgNf4DolDfI4Rci/8/Kf0pgOsJIddRSn/4Edr4kcIHvaL/kpN+TUxmMhsOVLCiJAAAJzsa3u21hBDiXrniKKqqw9m16/4WYmvaOCsvl0sFEi2X7dhtqKV843GXHMdLDrs7ZUF01BGOlSCbTqazbx/lHW6ixoaSw4/ffzQATGw96xvUsD5dLMY30KDnbAB+wokolQTMOsaOy3/uhpofWbSb1EB0hw8SVw1wQKbQDwhsi6Wowf9vKEBNizBeF3K5QfBaspOrSTVYJEAOOMLzc+YuGcjkd+z85ZqL3+6jVaJT1L40w0gMqKbP+vA9Psbhyk664Tc84e+S4KiYg6W7CSGwUbttDzYfr0J51YvgwgAZ930AKNKcrEGNalAbARVeBMEQBlmaQgYxJULqPAA+ZVJzRi1pPqqXdoyF9L8DByalLwJ4kRByJYAzMTLGrgEwSAhZTSnd/O/uMZo016+c43U3fr9E805JdE0CAI4VeUFwNL3ba+edHAlEmmzzB9oKr771ZCxz8PeejnJZGOpWqakntFSu21LKmcovXXWBnCaQwn4YM1wMAJQyvQktnQnp+TReHpLvSjy/9mY5Un1XqC5AWJutMdff/rprWu1XAQCyCI4VsGnzVBq17yVwaQArQy/mqMB4iegJgFKKVFcb1OnCXMIwdgAgPANKTRCW4XhGQqmvO22oBdVVtkXAA4RhCCfIvorJS0/LDXbcG2t/5m/lJwkhpGHp+eNK6WEQlmNByAKMpMSN8QmjYGV0QsgqFpxnWvC4KzlGWMYxAmKlzrXxYud1fcUdb871nnSzmw+I4IE409Nlmtp8y9KhanmExToAwHC+HU4pQp2Cp1Yy7D+Z6l5WvzP30ufGxMreGUppFiP5+DcTQiZgZHz9NID/IYQ8Qyk9dlQNfBeCF5/7VdbrWR1oWehmXM5aAGCc9kYAIgDl3732vM96pnMC8dz5m8zLb/uMMOaxw6UcV9C1QnYfXkW+YnnLYv/sugm+TA/2GI1E8EUgACi83q6K4yKi0ZYxSut2LMvt3bLDd9rqzxGB/5GlqglnvFxBIsx8AGAJD94RxI+fbEZTeWQOSylFNm8CzU3gAOSLA1AkQwD1ryD8AeVqHgAoBMkFqz2PMpvrMQu5sFA5bmTlTwhnmzJ1GrUmT3nh7oc/Syml+MMBTyhqjXzer0KBwWl1fDDsxEjqxhifMDro9tcIIY08BG4mFq8jhMBDfXIn9nxXQf7OYfT1LsDKmJ044YQ73En3vGBAh0lNsGARIBXQqIph9OnVaOQJIYsIxfMTyMyz2ujmNaPt3/vhQ5XeOzgpJYTEMDLAXApg6kdh2H8C5/SZQf/Co25z9tlPKMsWOI8D+cF9IAyX1ob6f/Burw9efMH3bdOmXGMp5bzvlBNPTD382EsA4HRVHesNNI0HgGym52xCyC21J11ytEKKcHEMyuUsHDYJucLQtrpXmVaRySMrSr5AdeukRP+23Xu23f97AL8HgNDRq+9hdOtenz1ZX31khrz1dHnXrmJzpY+v8NJCDPncIChxoMoog1ILjGgHJwpKccMTv+Y8bpaaZjV0K2blO8u2cO0cTUmun/Kp5JHuendj1969GOw2ntfyUtCxcObvjHS2GPrchY8zDruubN9zrSvnbfA3Hvl1ZjMHa/wQ3DPrp9Seduy13LB3KLrnlTuLyf5/+xAZ4+OHTvUsISSXwPD1duo8oYj8X4Zoz5rJZM6lAsRJCTq0wQHP9AJy93EQjtNQRhEFhFEFBgw4cAigUirRAgRIsMPZQEHPAvDj0fbtcIBSmiOE3AEghpH0qRkAKgEckov9irnHzXd7vH9B2ahmQ15oLEGq0A9dyb0xFN1y1797rTciSlfcNO356omO1q5tufWEkCMPRjHYbaEzXLYqG6W0QS2lT66ce9wLzrqJfqoUIcguqPEiiIuneiIfF0JSiAvVgHPl5wCAMtyvADjvYDuhU89Kih7/1fZew15WTTNrxV6N5poXsnyBN+JR6EaMcNSCQP1QysMwTqwAugez5d37Pmep6qXoSQti1jGgQY2ITKC62NP2eGTBsT81cjkkB/tVdbj/5+7W+d8TbC4v7PLF1Vd+cZ+Rze6N3nPn9+pO+PQvHQ2T5+uZJATLBnuk4axxc84aMPRSV/fWxz5Q1MMYhy8HThxT9a6Zd4qcfQkD1lsyMj+lhHbOCp3yQ8Uo0IKeiRECI6vH3gzIDeemct0wTA1O2Q1KKezUCaOYNSzexRuWhpDYeLmT2/lDAP3v1v4YAKW0jRByA0bC/L8DYPYom/SOEELYyGmL/8fmbfkeHbIYqbIBpY190AOiriaGv3cgAvcd+fK1/lUXXOl+UJIZqbGF/zZGDungnVM/KTC/8QTCMijHbKcDuAr1tUsG9uuWwJqMj8uiaFbCSGUSVl62Ie0HX2HjxIbscQB2pB58/FUAiwEgUjsnFOftD0IWFjI2B6um+mPZpJnLLp4yzsbkoGRiWFGxC69mGmA6fNBcAG2pgvXK/g2ZV/d8i3PZZzMvG8pgOp7QKipakTDT1K4nHJNnXq73RqFq0TZjf/Jl17wFdwOAQG2nNZ/5ZVOJ9d2ut3dubm5YeZu9GGBjNA5mZqMtaBz3y8lTztmUy/Y+2df36tghwyeMA6XgMZnM+Tkortah7Ulg8OcVqFtYiYarskitYyl3vILCOgdcKQMGEhiCHSN6VBQWwqji88hQJ/UQFpzTBe8VGDl8OWz4wIt9QogfwNkALgIwC0AvgB8CuO0jsew/gH3+9PWMR2oq5imkIcDeWAlDKCFt9LmzQ7uGAcB19MIWwnPVuadeWfuPO+OczzubMAxYu83JBfyzALwEAMXC8EtKKdlLanPVwYsLc46Mf2og0VEdZHk34mqX6ejc99eB3i1PkWI5H/Ac8RdCGLAGsXQHFSLfvuxmUFjF9Vuuyb+8MRl77vE35s68ssPlaG148bsTMOjckxFXBCcn1ncBLopK2ySYpopuuaNgdPX/MBCYEC4lo08VBvZ3AbjqX/m97EdLvmkL2Gb4JWV/sr3jM+ykox8GAKuk2W0zppx14DJW2K4NCzanGwDUGA+mlSU2rvpqOVzJ8rJzFj5gmsMYhzcHvgffOPAPLWTa6ho038wQhmRoYs2reNJHKS01kIm7Aqi43YsAk0UKoIAdTnCEJzE6sNmDwEweQkFBYUyh/z1ACGnFyPh6LoAAgFcAXIyRU/9DjvC05csjzgnPEJhcTlAgVFRCcLqhDPXDLOjl5M6OPCGE1AfnLzMtfaA38Vb721/vq5JqQg1yKwD4q6U5kp114oCAVklJPCWJ3qWD1RnDmDflOqa3/yp7oMZDKYXS/VbCvDN9T4of/ou9fsZ1rCiNlDKlHJlYs+pYt1x5UUlLvbK9+683AoDy5pZHK0649EdoJsgU0rToDFUZ5QzP9ZbA+GywL5oHtWMvUvEXt6sW8wDf7nMX39z5f/m1bw0DePkf/XbWttiKg52rRF9kcYEv/Ekl2bUuyXENAJjVzslSXc0salnwH796m+DwnUwYBoIvCGMwDkKYWqe7+nesbNfrp590QvfWR5/9j75JYxySdOc29wJYcfDnuZHTb/fLNRdRStGX337F7uSLt1JK9en+406WiGs5y3JIKn2wDB0+y4eyVTJipf19fqGqsWRmN+WNRHQU3TksIIQIAFZjZIw9FiMHVg/gEJ7D1l5+yj2sVHkmiA5NLUOd4wULL+jmTp5QLgcAjtYZfiEYnKMODLxa3LOr8PbXV9Xysx0uVgaAimpuzsHfpzd2t+V2D73EBV1LUwnGaPz1lZ00m7HEaj/TX5JRuXPdNqaj40+xXbkHfStO2cuIIkAIDKVAW4648HuC7GrJx7tu6Nn6xFvDvRtjtWdd9qJj3PgjTV2Dsn/fYLVt2vSBRCeMgAauvgXruKmoHXzBzGwbuHOgemFa3TKwP/XkE48mnzgw57767/32n3rSCj0ZPpUwIqfvS35DdIWOIwwDI5GCt2bqKSwvEMJxs/T+3FUOZ2QSANjyLAoA7LrtTLs/eJEs+S4jhLSORbx8MtlFN94H4D4AkIndFULVAxKx+RVajL+Op2stmPFqNFYGEDnfAbdbhYIUjYGDABfxIEczW/PITLDDJScw+PEO4yeEcBgZFC/CyCBpAHgYwLcAvHAof4kIIY4515/ZOH9uAsMDBJv/WgsAYAUZLKXUSKXj3jOOnec+cfnTjNPmcbWE1ky/ct5Pt964Yd3Be2i9/TcSlm2wNG1Y2bXngYO/7+lcu9vlrpk+6/x5zzhqQnMcNa5gak8PKDcVjE7YmiXySdqWLd+xn3LkjfltCZibzEI6kb5OOmH2BdLEpssAgBpGDsA3AaBQHL7bNLWFFqhsecR5+lYN5NhxYEQByfUxhOMVIAZbFo5oXdG78fVzs9vfigKAPK7J7l6x/IeEF5ylXbu+n33xpR4AWPs/L//UVe28NT9QyFFKNf8FJ19DKf2a3h+nvD+4nDAMqK7ncsZgP1cKgLEIVD4JelMJlZt9LCFxlIPK3MBRx83ivf4ZhbZdD+d3bhnLu/6EQsCIBCNFdQkY4WBZki66565WsvCbPPhJfhIGAMTpsFKgucf6sO+zaZI4jqXMrn507pjmXvFrweBOL1uF5xPlni95EDymhPzrvbSjZxRdG3UIIQGMLO4vAjAdQA+AmzCSS3pIq++7DddnHFGDk2HHMJMAb3cAAIjIg6a0SgBorTvth2H3+G9rRik/ybvsxoIS/W1vefcAAHRuzu3b/UrqxnCDbdXw/tKDSsHIHLz3jvY/3+AeN7UnfPynHxQIAbGsKjWRBifK4CR/oHJGara7ID0UmFlsHe7ea+VjWl9u4+bT6u3znnTK4QaHHDqtNjBnQ29i41uF/r3t2e5dD7J2x8lUUzkw+Rq7PQy3qw6mriI3kAKRXdRqlF1MNCUN//SObx60o3Hy6nkuX+1VqpLZ1bbp3h9TSmm+d2+JEHIU7/AE9EImBgC2QPXPRKd/nhlQnTwwkxqGQQ0zw/QlYjov1ZjZHNicDhLPMGGlCnkuyhPBmtQ4/WQPtUyte8cTjx7Kz9Mx/rMQQsSD/2cZnqOU6gDQXdh6fJNjdi4o1vJEYJDXk0gXUt0lK/Wb/kLngymhf7Fqlp6ss02rnuU+/gFi0UjWjH2Nssx+jhEa2nOvPUIp/cSozP8rCCGzMDK+ng3Ah5FDm0sAPHiol9hiM/5jA2kPAGCwehiEGamebIVk0Ff3qUIobA+fc8ELYkVlq7J3747qRZ/60cDrDz9wcCzZ+Kpyj9fPruQFePZsU2/CySP3pZRqhJCVVV8/7feuhZMvBgAlp4GaFvQBA0y0vvW0uhdv/FP+5M+yGfC60q+VhwafduZs3b4JU/5MCAPCsFUAlgCAMtDzMGswF0lpWu3MGdMHx/fSlmNsxBH2IblrAPG4D21qbZkZP3Wu0bn/c4nHHn4F998HAJgw65wvSzbf3Hym74/7dzz6AgAkH3r0edbhqGdEgdWTqZx36VG7Cc9Vm5m8bLM3LmB5wU4tMxsd3Pqq19ds8KKDU9g8SrvaQJrscrTBD+GF7HhXflpN9QnnrdTS8ddjrz2z67/3zo1xKMGA4QiIAAAERBAgqAotUQADDWTSXRIcX/CREAAgTeM0RWMvpxD7ahlFLw+RH0DnM5PI7PNlxvEjgxhDbeam5bVoXmnC6O+kuzeMpm/vxHte7BNCFgF4CEAYwOsYUY5+gFKa+w/Z9qHxHLdiCl8RXqx29z4ZPv705fXhPFIpDknLDjbQWVJL1KaUSuArbWzgUyc+oCmp51i3wwMAcm1o1bhpjuXTPz9v1dbfblgLAIkHHnwCwBP/qq1cti897wfHPOIq+2aXowqpC0URf6MInkxHdHNeoAPN/+ubWrmcTGegnlAUNnzqz78L6ud/AxjJYWJ6it7WpVc9pCrZPbqafT7onyzzvMQasX0wnCaIOKIeqdkMJLRu6EE5wNvEo6Rw1W8IIWdSSqln0uwbJClwGa3yAACJVMz8MQjhhgc37cn15xMHbU3e9cgaAGsIIQS69RlGlnz5l9/4HSvbpdz0lgt4v3e663kRjp1lTRTlkS9EKVHrOmr+c7zT5WUD/uv9p59yRvIvDz9rC1bLoZnLLzfVcrr/5b/cNTZB/fizF9seEiB+S6RyUwqxXx38fYTU+P2oSBZRhI06oRMdFkzeA/8ZzZh2OuEERpOwMacULrdr8hccqgSDyucRGLMipGZiiRY6/SQ8L0mjiX/X/scVQsgPAXwdgAbgrwC+CuCfIowOFQghpKVh1SkM4Zz7B158oK56aYuT8SAj5iHxYZrdt1Pn3F7ByOUguwJ14xae87Wg4J5PCAORdzi9QuW3XKZrBSFkLj0ARp4r/xK1lF5T7u/dIFXVzMNgCkxfEZrTA1ewDqVSz0RHjetq/wSvzz+BIrkr9UbP77fsWTD+sjwAWJahYFrjWePO/vLVlctOvQU2fthW38iZug4zv0VkFQoIAMuLoINZ0FKJOO2hej3v+B9vw7TH013bNxJCuEkLLrmHl11NTk8N6sYfsyMwYX5Cy6faKKVpAG8/Tf0mALgXLKoyDe1iI5tpSz795AuTmk7+ibfov4MSTrbsNobNl0F4ApfpxJAgnB+pnzeTUgpSFdzsmjBtRa5te7qp9qhpTkfl8YVS9Ll93c++9R99U8c4JIiVOr9NqZXRLTW5I/HMTQd/H7E1z9UNVSkxGd4u+KDpRQihcMTO1v3clgpdD4ZYBTNzNWOSgEO3zZGIDA7kNpu9ggqM5LBz3t9jpJLSJw5CiAPAegBTAOwH8GsAd1JKD9kN5kBoki9YMe1MVcluLy4wVG+uQWQpC0MvwdluqBlXp2DBImwZsE2efK2m5HUhFG4FAD4YnOpG7X28zdGEkahbPHBrdj+ARQBwwT+oElBKtcilqx7Q0/mzCMvZ9CSL9B2dloufwAwJfvDBnvNFn7dG9FQQAIKR7b0HoBlqmibhGNZQitrsKZ+5A5RadKD72qqheskhBtgsTSCKJJFcNgAAb6fQtg2AFEp2f8IxJaPLf7CPmzC3uK8tX1ux4IxIxcxfsJKPMH5hun3KlMWM3dZUeHPjBkrp31TQ0y+9sB/AiQBQtfRTx4ie4IJC/74/l4qx7NRZF90n2wPn84wGzk4oHVdJAECtlDm/tPhxW03jND2d0utnnfKj7k0Pf48QQiYK887miRgZMPbdkjAGxipQfcwp0nxqIpl1kYO6Tigg95hCS1kAIIQwEzCzXECGStRGGDDQoMIN35EVpG6jwYPRtUICwBES6/yRX66tJiDVtIwtISMyzoCutJDW1Xvptg9ceeg/BXmv80hCyFkYCYHoxshA+W6sfS9CfYSQxyilJ74nI94DtomTKhhBCJrl4pDvnNN28EF/WO3q7WCHjfAps950bfNOAFsTBqUU5cEM4h02WMERbb7i3rYy4xIExiYxXLaABSea6H5m32Ubrnvplvfa/oTjJnz1lG9VXu8KSuh+sYgN17nhFcKGAJlLf2og5zjK58jujt63+duPn8+F/Lz7U0d/wbHXOt9jVUwmDMvJjgDiba//qiY094s5PosCkwUzTUHZJ8EkHMy+HHSFwjlpLgDA7I0Be4deYxjWdPrrF/KinUtjGFp88Mna4rilhBAuHt35mbZdf7n7vdhPCBG4YLCqSZswS2XKkyqdU64FAWL1lkaWTRUIw6AcH4KWT24buv3W6U2rL/+V7A5dRQkDvLVrT6pn25FDpY6xU/+POYQQrhWLfi9BnplH5pe76MY/zSJL7vKR0PkGNZD3WuDtXpj9/bDBDgYMyihB5yzwBlsuE4XxIyQAQIrGSz4StFnUwi68OXeY9n0iw/wJIU8AWAXgTQCFd7kcAK6mlL7rLvJHPcZGXBNaLcuI+SNTVlUEZ9zCMCwZSm7bwDjc85hsEd6G1pG6teU4NDcH2REAIQRKalgTu1LgGF4wJQ6qkoVzUE29mvtL+L2eNvJuj1TbeNTaWveM+QzDIsYPg6+LGhMudnClWBFq0cpzMk+jG/sve/OHLz3QFFk82eYMX5Ztls+RgpUBQlhQU+80TXWL6A2eahZKoK4usB0+WG4RVlmFUo7D5vLB6R0PAChEe5SimHtFyjKVQdeEKZahQc8mzSySz7gbp61Ss/G26PYXlyXaNwy/i/kAAJvs99tdlZUef9NEgXJf8Wv+eQUvRcnL7ve7m5oAIGH2IacO/mD4qQd/MHfale0sz9dZlmWlC70/bd/78P984DdvjMOGZnFma4Cr+jWFpUb1ns9mSCo33b+qTeIc/nRpAEyuDJ23IAWrYJd9KOai0PJJ8JSzTEvPshbntTNOFK2sZvdWCQxhkdPj616L3b9ktH0bDQ5ETcUxItb2XjbNspTSU9/DfT/aOay3wmZzR6Yle7Zumjbn0jVe/7gVmlosxrG93/SI493JCFyuKgBAzJNE3qVAbBwRa9R3dxepbogk5OIMqsCddsNMpm/b++hvLnnP7U+sb3AfdewOubnFDl3FcuYxxFmvVr/YLWxbQ7Xh/omMXsjuSG19bVV6x4bhxjmnnc1S7iK35lwisDZR4OxIZPb+LkiqL1EdlljiFAy0lOFtluH0qUjv02FuMVBvtIDnZJT0LHrrU20s5fdVvZha5CY+b54rINUgbM8vCzs4n6+xtGv3jdE/3vaOG8FvhxDC2B2RatukKS0Wh4BtyvjbaNAp+94ooFglF6RwhYNaJozXd+r737w/1My2rgzwNfdRlhANaibH505oS7z02gd578Y4vJhC5n7RAfeFCoovbsf6r0/CnM9WoPZ3hBCkaAwSbCiiABfcEIkMRdCgaFmIVDIUUiwF7Y0uhjCIq31Rn+4NA0CU9n95O13/y1F27Z94P2H8JQADGNHJnPAerm9/90s+WnzHHjcjeOppaxi7PVR6/fmH61wD4WypBMNua5bCdrw2tALV2IF8TRhaVIHRZ0DPZTqZAG00MxlTrKmSWJcDRn8CRA6aA69u+HPHn3fejev+fbuEENI474xLeNlZxwl0LScwKgDRyAFsugguLLAMYSA8YCu8fNPtDXKgjvomzl2U2vPmesfjg1sCzXOvl7wjGxCF7CAt0NwLXc59R3ALW2dZZT/EfftRudIFSzUxmGVhm+aHkSyDESQwugXRX7kIFgUv2gEAXEbrsQ2J3bxftgOAzR5YCuA9LfYppRqALtEbGKhYfuo5UdlVoMlsHpn8r0tdO6/gnZ5acU8WoZKrtWn2qTdyNvccb0mASXWUWNvEoNRwUmNw4cshV8tNhDB8Ir//8x3Rl3e+a8NjHFY0YvKqACKfIYSAUHINRurCTwAAFiwYhkU5NQA7RBjQUUIRhGHhM/0AgWRQXU0jscWAtkODurtAhfNKKLwQRf8n+eQyAWAQQPV7vN7xH7TlXzK96uRrWitWf181S8MxNp4v6xnCszbYeN88D1eJmLsfmpaHKLpg6CVQuKxyLpaQ3eEQW9QEr7MWeSMFOrUOVtvueLa37zvvZaHvnD8nZJve+nn3CSv7bdv45xmGnU8pBSQejAOEEAJ72IH0qz33vPH9dV93zWmqDR41eUJ8eNeu8OlnN4YrWwOEMCinYzCoKuU6tv84WDPzOKevylaMqaCCAT+qkNcHIR3rBR0UgCxg6hp40S5LfvkYgVAQSsDyItKF4fvE2uojCSGQPKEJgtM/E+9RsKekJJMAkr5zVjmkidX+tGoV2S5jn9q9/y5q434C0+LBMHBJVd/M1zSv0SWrWgxWoJQeZGTT91lCyNUNC866yO6r/oJWTL+596VbrzycyjGO8d7wsZEvutnAYgAwqH5Z2kz8niGsBwAEzgZNz4OylPKxHMlISbDgQAgDB9wMWHiHza4+3Son82b6j5rGHMUzUn1GG/7ZqDo1upgYmcMC720O+18vI233VcuN8896we6rnu+rn/mEItElVIjDY/nsvr2u8S540DklAyetgEVNKEYaZplGTVX1E4AVicNudweRNaPApCoUntqz1RgYvOG9tF257JSjJH9khcs/+VFGtncBmMJZCqbNU7FuHyUAMOVoKkR/cOeJnY93PeuePneOvbFFLXV13D9jzhW3eB2VIgAUS3FYLGG7PN2346S5nyWyCK69E2U2At2wgbZtRsNACIa3DJ6TofMGeH9wAmfwE2SoAABBY8wo1/cXd2DydQDAB/zL3msfHhC97AXQO2Heed+V94mauSmmMsnSE2UCOyzrFCuago/18+OnnvGSMdj3rDJrPGEdTqibt3jciv0imyv8ZsPUE/8oSM4phczAzzo2PfDAu7U7xuEFIYRbiGO/ZyMOj526ZlSg7gECMo6MZKiCBQsVCkSIIGCQoUlwxA6Z2iATO2ejDlefsmeHk/fHc0bibp6Sz5swBmPo/9Mou/Yvec+LfUrpYwAe+w/a8qHwzDuiSRrX9EPO44kAwJGryMoZi1MoZqP4y33VMAkHixbphd52Y+/+GP/GuhZ0lKBVrLBcpeSGWG6o5DGqprN0/yAs1SgpPT03DHU7dsrGxBBG8mb/idARx02zVTWcX7X4U/BXzvoaw7DIx6Txbz34/FncoOf6zFOuJn18EMOVHJF2DLymaKkbXHXT2PCcY14SvaFJ7qZp9+pvbf++pSo6AF5X8ygFLGIxHsGocPaz3bFZRGDAlL1Qf2sgb+RVttUmSjUulK0oyhtzEJP2rCWJsuQNCdn+jgGet3Uq8b7r9LySFwXnSkIYIZ8bvP/99qerZfpSZ/2EUwCgzLG5/oFX1gQWnP9j4Zle2A07Zo3fDrD5i1/bNs3gJAEcBBQIaDZIT3GwVdcJrKvSBic01nhszhFf4Qv5oV/t2Xbf9R/mPR7j0EGH1l5GKSHDHtCgthNCpJlYbC/SPCxY0JJFBEkldGgwYcCEDoNHOaMmJB4CDBgiZN7hsNUszerRp9Znnz1kq3j8t6CUXjTaNvw7xvuXnOp31l/CMBwBZSr8geawwNuRy/TCnqUolHoAUc+rWtxRYoaJEKxAMtlV4ANBKde7qdebttWm7BRakEO5d09XvtD9VWGckyGEcO+04A9d8akLOL9rsm365Im2yRNXU9PEgPLaedr+LTeSkO/TcPtt6K5iux8fTMpV+adim4d/VPOZZSf4jxx/Oyil47587EWWaWvXy4UTBNkFXc+jVGPqhSd29Ydr54lqKgaGEVBoEtA7tFeTqgKCw1GAsFhAaVM7ihtUi2XFGG2ujaiiiuzu7jaim9uSgzuucjvZqwjDfkkvZTfmB9r/Sbjv3RCbai4QG6vGAUAZna8iXOtRKn184M5umKoGI+jkPc66BwSXjyWEQPZEMJDsJBXHnvE8pzsXCA6vLHsiM6ZOu+C4+a2fy8TTey/a3/v8lg/7Po9xaKBY+XaX5QcIrJKV3+ux1bRonMnqVg55moXD46FezkNyWhxs2UBZNqCiqHKCLFqWDtaSw6AsdTGBswdyu8/q09o/0er8B1Jt3utG6n8dyemXA41zfm73Vc0nhMCssK205tXzOgBlzW5EghGUEynY9hbLBWaXVKjhoPltJjENRon1lqyeqBlwTfaaA71wWNRId25dw/u672InWvZ3arNi+XhPxTETvlyOl+Aat/ALgtPj5ezuc6Ib159YRTpuPGJ6bGFnp4PsbR/Hq0rnHiOfuaft8a4nqs++9H5704QztER0Z2Lds0s1U0lS1rJb1EKeyYGG3QWl2YrLZgakaIBz2EAKGtSd+4vessMucw6UsyUkzHZkprlKZrKg2eoneobG9xc8u+N7Skb2gXI6epvY2bWCdTimaoNDd3yQPrW5K6+wOUNu6o6gJ7fmdodn9m9IVIEr40BJjYEKZJrlc7t4j+9AhwQwEG2fGKpZskuy+Zslhw/UsH51ZP1nfqHo2Zc3DT544Sdd8+JjhFmG0iZT+3wVSk8RueEQqhxFmgMFoEBFECEQMFBQgAULxXLKIKCsRU2iogzOJG7OtAI2yJPeoM8d0qXKP1TpvUMFz/wFra7WOW/xviCn9Q9SCFzOM03NAoJDdnCwOx0oC36MS7+y/ZSVTCuQxR+K3ehMTxQ8kxwBD4D69j0gqV3YFVkMADZxWLuwsnFcjVJMdnlD4+emY+1/l0dMCGEaz/niU3JVXaURrjK0/hwk2QvCMPanftH2CCHkseqVZ9/vmjjzdC05vK1n354Tc4M7U+E5xxwj+cKTAEBw+Zd0Dm1or69ZclzeSP7WagpP4NN60pd2naeXUoFQTQNMU0dU3wulKoRyv7rX2Dr4KjWLp/EF0eVsy3cf+52OsK4z2Zfudf451Z34UWLPG4Nvs7EFI6ka1vvtUz2f2aam4+2CJzBez6df13sH9+pvtvVXCVOq58xbj198oQ93PR6RdiRiyMddMImJ6ExKYA+cwE8OYkjkgPYu8DrfYN/Gw+Gs+DyAscX+xwBCCDMdi75HQeUo7XuFAes5AqtSOaQ7fSSEMlUsHVoUQAVPBKRobFhD+XqqKiEPGfcNAAAFLEZsdnI+UGpeBuB+Qgg5VPPTP+lMqDj6vhp361maqaCgJo2Cme72cKFxAMARATLDQleTuuxwDjkdlS0AEM32Qq6ucUm+EBzBWld8eBe8xA6bIwDZshp4xv4np6/aLjtDNwG44h/b9K9ecZ77jIV3MKJAlD39cQAAw4CRRLl9258/H2iY/bsKfulTsjtcG385cdveV574Bq4Apt5wzhLOLkoAIFX7jtz/y/u+SI/VLD7k/wzG+70kXlJsR87/X6Lomt1bKRezg9AlClorsan2bbcprxt1robIAn2YmCVZ6eTn1EzWezt30YHMLzufe+jWt31GryWE/OCDnqrr0eSrQn3FxaCU6tHU61bRSDl2USuc8TDxiA4H74cNqEll98Nj1CCvp6BO8HokTVhuD9ShlIuBLeqU4bhauxCq1c3yBQDGFvsfA5odc6cFbXUXK0TPJEs9T/itwA+8RQpNKmZ8nnpPNjlUsLMhBwAwDIuUNfxXGPzjds77facYqAGADB0UZEOsFRiptkxLpxBCfjs2vh6aEEK4iXMv7Hc0T/YVU4PgeElV3VqHQMgUABCdHohlFxJsX281bayFCYj9GWg+g8XicUEAMFwC3KUOcPnZAMAxqj7De27kRKOoKs1XLjux48a1z/9ju8Glk/8cXFB7NKUUg4/GdcADwrL23Mvr2t98iR4RPubEr7lb5/+YGkb2zYd7L4s+99qr+CbQ+LlvLSGEQAxGpvAuT2s81rZYteXuENyBhXqF01Rs5VlsumswdJIXrCgg/nAPnL31UHKslih2/QokdZaNdVRpMkmpobzK14XCqU0bH7bY3E93J594e2raUkII+0HHWK2UeU12BD+lFOJtqpLZwWWir4cL/kmEYSE1TwTNZUm5ZDTke9vB2V2wegbhKbGLbIwDzjJBLLoDNOwNaTwlAaHxnFr3jJswUhVnjMOcKZj7FRHSpDQSHQVkN07Dgr1F5PYLECkDlhSRH2YJFwEAjWrlIrK/LiC3ezym38EQBgzlQEFq7cQFlnKfJ4R8F4ByqI6x70egrwnA0f/mEhUj+fyvU0rVD2nX+0KeMv77xG7jOJsDhBdJ4tnHPzXMpSjHGl/s24XaguKcou7bsa8jHUz9+A5GueKUXv7llEdVic+uZbNgeAa81wtHPgpq6LAMU5eLJEI5EywrNHCCrREjIbZ/o2HmqedyrFRJLRNmPMVlU9E9Chnams303F558rmX+RYsf6H/mfvOdve0/VxLJ9pKw715ACj0ta8rVI9bwzs8C/LxrierL77y1/rsyKaeR+6f1KyffmO4cvYViODkVLEbAMCyPCRvGEwgBELJVKXCWe9db3c62RCoh45X8y+gahqPWUdF09v/vHHw7TYe+NB9oA9eZvdbUff46Yt5p2dKctPLr1BKdV/jjNOVqdWvwVVi7nwsghtemY/cXAa0oMGWcoNlVYgTeVgmC33YDmqrBh/KIT2chNlb8PnmLK5ObVz3iT5d+DjgRXC8D+GzGMKApdwRqmARSbehSPN1OZoCQBgFJVuWpi0KkxEh+U2ZnQBKBbWsUAESKUMxJc6eSxb6vGYpP20OWZaehaXKJDL7Szq0Lhe8ZxSRX9tGNx9WtUw/DISQ4wDUvcOfKYA8gK2U0t3/PatGsMuhkzgigOdFJJWB3NbBB1sm27mrRdG1QM8kWkXDG45VDrxYnlhdHR5IQUjRjOjxu4uFPKHeINRCCrKnAlqmABlAKRdN2FzBgGlqYBj+X+YQO8SqzxGOJVayCKnDcqrlHa9obrqOY2P91VeuuiDZveleo5yfxQpSTap3+1bgTgBAoX34PtYhrQRA49tKhfDnL/9leX/nzfl1L14XcJ2yRWpomSB4QxOE3SNK1rzoAusmYJ121iwVzuRCbjufrgEvA9Q7OM10uwg7yT45/tpdb/7jg/zDhM8n/vDgPa4V83cCQO75N7YBwIT6o9dknA0nGF4nuM5+wC7AK9WCxjNwGwBCARC7AD2XgE32QVWjBB4n+o0+qIhPGdsw+3jg5oOfcgvBFgAwpPKJnMK6OMohlYzm0vkCPJzHMWjsyzg5v0fTChAhzWIE54BqKClKaY1uKShY2YRMQ4G41qeKRL56trzyR/Nsx2/v1fac5ieR1SKR6xPWwO96jLZPxDOZECJhRIX/nTAxIrL5KqX0vxrC39C44nTJFfQRhoU9UI3YrlfvyOdSP7S5uR9zhVKdrU9qzZmKFq1Tdqo0ZYv02QIlLZP0a5P8sYEYmIoAiEBR5HjYaQ4sHDDceTuICJhUZu3SAgB/t9iXW1rqmi5dsgwAzGgS3kAiGttd2JYfzN9VcfyZ54aWn7A39uIT17smTV9j6Vqu0LH7b58TNTZ8KyHMFVp0+M26PdKxFEJ+b8/zK8WZ00/3Tz3+TzaeX6qlDLAiDwBwBHyQUwGAUq/qYc5nBF+NbAQgAxWGOQwz6IE1vuQauv3ef9Kg+TBjbOf2R8/yhiccqZVzO+J9W+KEkMu9Mz5zRiFiuRxFHvJwCZLmBPpN0MG9SE2R4YiLkHkvykSBR6hADgbJ1BJkUt0GQ/nQB7VljEMLB9wX2InTZYfTpVOtVoAoEtY7uSjplOgqRE2KpGi0xIK3EVCJAFP9CNmLyBWd8NhVlKFB6SvRQk0JeW02lvVSUG4amX9zAsO/CKPmixrKQ7vx1o2HwjP5/ZzszwHw+/dw3QAh5GxK6X9t90sr5dYztZETlWIUxr7+ruybr659YgOlANb6V62eI1bEr+YtdqUUWjDxsR3AA0+9+NN+zgy4qsqXZAsJNCzlYa+1wRdL0+r1f32mrdf407SldfdEnwEkeBC2N5+HEdGsv0GpqdmyLIqZLriCjSDjqiZm+9pesc2d+VsxVNGiJqL7UutfnJrZs/nvxMaKwz1lAMcTQpiaK77yplRZPcvSag09ldxbzpV0Rc9B5l1gyxQ52gkrQ6HXu8FpGpR8FFaIOBNLDZR3DcERY3XWTvlEv27u21R4x7qP4WnL6iVveGkp0f9CfNerfe+1X7PtW2N4W01vZnpjU9KfY55TjkRv92YoNQRcxA8AsLamwZgciChB69PABz0AAGNDER5HC4xxZSfdZ26TIlVN5eGBzHu1YYxDjzTi+/NIv+qiviN0GcQZGodM3264qNfGEwEFmkfY0+IuK2k4NBsA8LylfsblqkSvtfVpRgNMaLcUcrm5fhr6ppsE/SBAliY9AsTPu+CrdBJ3k4O6L4+QmunDtO+QLjn3EXIlgOPf7SJCyBoA51BKs/95kw60yXH788hPgW4gow387sDD6wcAMGHGWZ+3IvkLMW3cSmZ8E6KpjJK58a8n2mqn3cxWBCdqg/thC1aDNVQUrKyS273nh86iHDFqI59XpgdBa73jgiecsjT+xMMvvb1NQXf24ZX8Ai6mw2WbIJm8tmh4+OVnfRfPf4KIHMsHnDO6rn3gy/iHjdium19cRwhpch9z1GL3yhUvMALPMrI0q7Bh43Ijm5FNXQMjy0hr+yFbHuTZNBjbeOjJJEguIfOKB2p5CESSYZTyFGaAaG3dA/pQtO2d+ie85ISjCMf5oy8++uD7iaQ6uMg/iPW5iBrvoaCiA7SjF96K2QCAkmlAjJUBy4LOq3CJLgiiHZbLD8PBwO6oA/r3rwhETvgTgPPea/tjHJoUjczLLi6YZwjnFBjZpUuapZSyZpCpcMEA0mYSFbYmT6EwDB/xgVJap4D5gksKaz2l7U+IxFbImfFvcZr5pIP3TbazrrBFLaTN2EI3E/h+BdPwGYYw4Ag3EcApo+3vfwkH3tscViGEfJtS+qt3v/SjwbLMPVzJMvThIU4rZMrJni3/m0t0xQGc55m5IEjHT/m+xZmnO6vmrYIgYn/b7udbYi/fqma5u7ithEdIgTzJD6YrhdD4J/dtedT/Fbq65lfCr6I+794gbJb3XPevI9dny8PK3xql1MxmfSW6bsA1a5EFqSlc7a9OpLY8W3OivWH8uWa5pISWHX90bvfWfxKrG3jwjqsJIf8723PCrwNSw9cBgIKWu0mpQ0smIEUqYOpupNYlwAgWsIWDbKOwswPIlowKMeVAiQ6AdboszSwxpGSD0R7b+079I4erZW/rgtONUmF37NWn3rOuTykX1fG2OazNHgoIkktUGymMoSRsBgeHFAAkIO8qQlQBkbOhqMThDbcAABLoB1k4CQA48rpwf0NgwXFdifX/FCUxxuFFCYUXbNQ5TUMZXgTEEgqAw6EG5BrRtAykE/shWLLNDicIIWCpcJwDLsTQv6lI83ED2ht5ZNfKsD8fIBUuAMjTDADpigrUVftI6BxKKSyYWYxoWo0q72ex/xKA4/7N3wUATRjZOX2UENJMKf1IVNkJIYT12H1mppj+VxOp1H0P/9R90jFdRDEqM8+++Mu376IIVZUPcz5flenUUOyPQ6A26HL9pcGAw1eopGpql5QWBFfEKFGkuxcSxmlbKNiH1unFwT0uftZEAHDYIqsBXPX2Nru3PPLneoFbKviDl5ODig6AjbU7GwCAczjrvRNrGhZft3iZEld2bfz1xr/L6aSUWrVXfm3kdQQEfsepYkX1lWRfGhmtF61TB415S+L6CxvnyOttUQg1JhCwQ64NgzAMclICyW0pM/HafN6iYBMvD//L3U/e5pLHLTh3vY04I8WQq5cQMu5gzd73C9W0Qa6uQi/F0vwm1KhGPCrwTW5ixbKw4lmg0Q9lZxQoaGBEH6iqgc8TwD9S0oq12X0VU5c9DOA9i62McehBKdVcxHtMo2d+d8g7IQRQ5JGlNkgMAFCYYAkHyjLQqQ4FBUBlEI+3QybSjAIyP+3H/l0T6cybAIKRAdECQMBDXEAw8vlkwAjA/683/QngOwB++2/+7gIwG8BnAfwOwLkfVcOEEFHiXJKiZ//lBkJ/YtNSj6PmklI5tbk3vuFvE52qxiNPDNfN+U3R4CBuzEAbD9DhLOs/+vhnLJnIqpGLmTzr0rSCpOXSkB0B2Rjv/nSpreMGm0/WuKBPAMALheyJGHnG/I3Mvi1f8ZQnT2Q5+1TYADAMYZxCHSPxLABwbnvDqV+unReuk+Zsfznz0KsPx4YOvpZSSr2rVrIHx2YKsL4zT17D+v2VWiEO2psFgkTVpDJDigJvZPrBhj0Q+iOMQ6wGbEC+e49qFz0i3syDSxgDRiLJ/Ku+CS078Wx7y4S7CcczFZL8O4xs2nwgLFWPSvMDKLQXEJ/MKyQ/ILulCmjFLFSHBXvRibgZQ76Ug1eQkYvuhyPQOvIeyjJEZ/W5vpXH3pl65unnPqgNY4w+e/Kvra2WJny2wTb9HgfvRZpGTY01eGpREEIAwkCnKiwG0KgG1Q4KMETNDQgshaPE5W5nSsZcmXdMMg+kGCu0AFHywCipZxIcnLIQafS8/K+Txb+fw7IAIgBOAvBLQshuSulH9j2SeZenbOSL/2r+1d314taGxqOOZIlwTCy248Zcvv9vc+eqeRW3Ny7IHq+WOOzbPAgEasDY6XRxxfH3XDVjK/nj3Z7e3e3BWqMvj2Y9jpIxrUEYx5+RjRcet+3zXCUyNoSZ+vFxOTILwKsH76t0dPT7TjjhIj4UuI9doosAQBgIrGxvAABWssmMJDdXXbGqCZQagzc/fd/b59aUUmuOd/XBDxJ0mdR5x8+9hisyRNvTDbs7as1zd6tDSpNc29yNS49fh9bxBo668GhOkMIAgJ7U5oJzsNmFYQqjW4u/U2SS78gVD7MNkZVcXlGDC1cuir/+zKYP8h7oWrFACIl5+khNutllJtq7qKALHAFQYorIT61F3rBg2z5Mi0qc8LwdZZQgHZjiM3Yb53M33w8g8EHaH+PQYTvWf3UCZsyMoHYJR3hkaEKXqU0EAAsmREgwoaEMBZRaoLCQQRIibJMLyPw6i/RTHvh/IkLiDaqDIzwsWODAOw3ofxtnCBjb6Hn5/3k/An3DAJ5+t+sIIb8HsBnAmRiZkH4ogu4Wz6RlZ79Bqh0tmYrcE4SQUw6G9UyYdc4XZUdwZcuMM+4342tf04pGNv22gYIQwld/81sRPhgEpRTp9rdMu+7o90Um1gGAmYqJUxb1awGewfq1FZAaW8EIgou1O77zxh1rpzbXNj/pkCpalHLyn4QJpwePv9bWK80cTnevS1HNw1hkV7Z31zcEe3mb4A99SkvFH53/pSk/Cs8In6zm1NL0S6cv3XrL1r875S91tF1GVfUzWiqxiW+sXhl4kWFdxAvK+XHhyW9g2ZGQo5nXjI10FceFPSBFEcb+OPjmMMxsGazdLhX37E/VpCr4yvCJD02cfNrX9ux68MaqScub7d7qY0vZoRdF2WOnTjaSrQbEfXwtw4lhAB8obC/5xONrAyedfArrdrVow8NRz9HH3KPu6IZLDUIMV6DYMwCVl0BUIUte3q+46yZGSuUE1HQc1DAhaTxyQfzLCfMYhw/VpDE8DlO+ZuYLSOsd0LUCfJaHWLBQonkkkdhlpulkEzrKMOFBADzhUaYl8FQMS5BucCNwgwEdJgzE+Th0qqmiwYsueDgTBpeisSQFLQRRsQrAntH2+b8BpXTze7jsz4SQxwG8QAj5/AHRqQ9FS2jpRfPqLvgNKIRpkeOv2D785G0AUOma7Kt2TfsFQ1inYPL/m0ztfTpR7Py7FALZFZ5v81YCAEihhHG5FwvbM5MhhaodlFrQC4pH5r28nkmDs1gqNFQSAWgqMfTIZKLjKlvOcwOhtKxFh556+31dRyyschwz63dFiyrqpr71ploWVSVzT47puEPY4XYxEh8Utm25e8lnQ0+5A4LXXymeDuDv0gHSa555MXjBOVdyPk9rYdOWux1HzH1ZqIoAAMplNSnXNfgtVYf56i6Lr21hCM9B40xqaAohLAe9xhT1UsIUe5AIyLUz3cu/uiNSP3/1cPcbbS3Nq0/gOKmyq+v5O93HHnep5WQZSiiI23ESPsRif/DOl74W/tS8dquoDvPecavKE6suLOzpRrB5pAxgjOmG5XVD70zuLg/2tXjsNVwuHwXHiTCggdgEkKI0Fmp6mDPJccQxYbHhDI2qSCr9UBiNjZAISsiibJXLKm9lWKsU0awyVF5F2D6RAEDBjEFQhaU2e3hpzhowda1MTJOixCgG5RlO0MoIkApn1oxTyzITpqkGmsnUWR10xwdaPB1OHFhkv+scFsCthJBbMKIj8qEX+4QQMrn51EemTTz3eJovdDf4563oSm7oBoCm6aescPhqv6yVMjuGc3tu4GyOu/NvW+gDQPVUOik8aWS9MLhvkCZ70sPOyTMrOgD8YRtw0uqNytZ9DI603kIsMQ5JTGFdtTivvPWlM/NFpcku24/Pq7HXMsrg3z1fqj6/+jTf0VVfVTtTb225VxNCLUY22xP9njIg2ynFNaZS2M9PNKs9S2ZdB0rB2qUQgF++/R6D5b3fBVA2qVHMLArkbbzkktxBAECjoz151MkIDg22ofiiHbOnWAAY2F1RaLlaFEkGykynS+vtLfBuj2ZfNP871dX+ekLIRdKEepvzqLkXmNnC/uSfnnyWZ9jF/o0FFANULPnE8wB8oM+rphVKDU1Hn+AoRFZiS/fz/uCcl0xZcGXZLFwTjoSUVzEgdcIm15G42tsutUwbLw0IYLf2gRACoVcDNQxuLF3q8IYQwkzBvK8zIP4cMjCpDgEiL+YpcvoAskaiTbCYcQQMB5QBEPjIyGO1RPOSD+Fv+BD+ugpF01BGHhkY1NQEThJsph0ilb1JGs0BKPIQFhBCbh1tYcePXKCPUlomhNwNoPWjuF/YM+XHvlhkvJRyAAK7OjWhpt61dJbG5K0jJ4VPvZ7jRc7bGF06//JZXDlvJI/+0sTVz/1yz1sHbNErLvlMmxAMTtaHo6DVvl5jR+IRaplfVtUiSvm+vS3zo0NzlthrZ8yJa7+6rSIpBqortHw6mUkNdW9M3TLN5aiqyhUGuoB7/r9NtnFTW4PHXVPmdeISWPTVGj1GYvD5bNv6GN3z+vU4IER30j0nvQUAglOw8Xa+DsDfLfYTzz6xKbTseOIYN/FPWqrkLdgVzVXyCkV2uCTaDXLTM3bOmuPlvC9GkeqwYA4OtzH7jSE1VV5mYyoght0olxivsxQiACA0V/yy5n/PW+WvndFs91Y22/KVxbyVukY5qgqE56E6o5Q+a3yoEk2JRx95EsCT7sVLxluFQkJuaAwUN+xuNwuukpIfdvENNU61OPibzFvP/ZIY6hNMQF6iCgWYsYKquvW3isX4PwlxjXF4EUbNj30k9GnFLIItMuARQAJDuh8RXkGRShAdPFh4iBcAkKZxeBGEDu3AzqcAEyZYsMgzRSXibJZpOi/yhEeOpmFABwfBz4L1c+C+f0BY6r+qA3IoQyl9hRCyD8AUfEixIEIImV17zi9sUsDBUEDTCxcBuK26duG8oGPc2X5b7UUWtWAxWOCx11SmS71rCCGrD0ZY6VrhIU1Nf40X3LyjJQGLVW42y+WTqWU5lGifpaYH/8x7qk6VXH451bV1H6+pjQzPs3oyocaef+Jmqbr2YUtTdS0W/btNC9vkSZeLdbUnWn1J6BOCSBTSa4x0al3mmd0pjGwk4/jLqpY5vbVeAJDsbM2/8i9+1703VZx+/rf8rYsfKQ4OxFiXK8K6nYQpZ6Gns7D6ErBXNTDm2iisAEuNwfht2frSaothQ8KsSQDA6mv2e4SSgxNExzhX6+xNDXNPvbu2YvYlHCew8DuvSDnNLFc9clKlp5MaIUSmlCr/yp53o7RvWAHwawCoOvn8elJdD1IfMjNtndsJhVj2lF2CJReKZupic7DP7nTX3EUsoUr32VAyMykjp/019dij77v6yhiHDgIj2xd6PnWvzDr9KaXP8lA/Yzc1pJGwfGyQKdJB1SZ4ZSZXhh9+6GUNBTUFm+CGZeigLMAyHCzLYDVazotOv10UHJyduAEZSOW6oRsqtduDQWqaQRTxVQDnjLbfhxi3ALjvo7hRY/NxpzqDTScKshsqF21yaqGj3YHGex2+2nnBmhm/cHiqpik2x6r6CZd8lpVkuXbluV/ofeaePxx8vZpMPmAZzm8VUjqK/kpSen3zz2y1LdcTgWNL6Wj+/qx/Azs1MP5V82iQbft3eSsxWVeyZd3IDO/oXXdir1RRny0P9f1jRIHcUvVdIeCcIsgM8nvSxQXRbb8sDg20b3jqrQSAZwGg8Yfn/4YwBAAB67H/0xg7oLQnAq6m7zWGj/xrRRc3IyEkcqLD56JawQxUxJgtG3nEuCDSig3X38bDNEr5qLvnD4lw+CumzSTijBaYUwoOdh8LVpQgBiPnV135xTmGnOmwzWg50SqUrbq5K38WKdUwPssFGrWQMeJ5QgjzQYSnAaBr/3PbAWwnhJCIZ9Iuu8u/gC2lo/l0X79SSjpDhtOrWcor/Z0vnxWQzJ+Idv8XxKEiT/Il08xl9xWV3DVjC/3Dm4mYdUkY1T+xYEJBgTpIkGRoXKfU4jmFQEOedyHC2Q6E8GcPSHiUqQIKgAEBD4GUUBAzSOWq0eDSJSo4eT80S0GuGIMFU7LD6aKgFzZj6qMAHh5Nn/9TavzDACZ+2JtEqmeHKmvmn2Y6PYimB6DvSqf4hhrJc/yidWD5Sv2RUomDyIWn5CzJwfOSg494mv13nvOX47nozuQPX7j2jbsKm7ecyjDCy0JVddhMZt6wucKTklo3tNkhkHxV8K57dv0MWvrFxJC+rZxJX2SY1skQ+arQ8pO+HH3hkZ8D6ASA2olHj/dGJvyfYRlOfsmcSLIzA3NGM1inEy6tt848cfxtQk2kFcCXDtof2x67hlr068VYcc9bv3rr4b/fEx1Brqo7UwpXTZAAZEp77gpGXjo+Mknwf/bVVVCdTQj0bse5Z/Rj08NDKA1rL6yNZf9XjkzZw9U2jswuJY4USrE8L9ic2kSGkyfUruK2sxoA8JLT7gtOuszIF9Osz+NFvlxeuOAbvVOnnnfDjh13f/PDvDfZdS+3e49asVTSpNXhtD9cVvevG+h49OG373gSQpZFvnDKlZwXDcXM3l+nHl//L0sYjnHYQYCRUCeZjFT1EahYUqG4TejEi2BdHmmAAiJsICAYpL1WHqk/O+GZ64SnEQB48AhbYTmd64OP+gACsODggBtlFMFBgIKi1IypX8BYJYd/ZBjAhw4Pm1R7whl2V8RrUANKfAA5bWjP5NZzvtY0/viflmK9Ki1ZUI0C3LbKSoYwcEqh42rPvGJH44VfSuTatl2Y2L120/zL511bOTdyrb+FM9b/Id/P+/z1ynAPxHAlY8tng9HNL1xsr2psye7b/qQDnrUGYzhtcJ9yIDIhdtAW/8VnXiJUV36adMRNTmWmW+wwPKQSFudDrsK9CtOmLPGtPmFV6vEn1gHAmlsGX2qc5vhJsFqc172reNM7qR2I4cpLxVAkIIYiyLz+1z+6ptZ9hqnl/XmDo2xzLdEHMhAqqpAf2k2VTOp7rGo+IlQFHwVGopBMpyVq6YKlocxwtSEbKWkrOVNgAUBw+6Zb+vCT1LIAQiDoYmTC+f/TVbX4lLMG1v29BsH7ZfDRu3+u59J7JEU4gpMCyAzvvXnoxZe73j7RDDcvnONzT/kyHUgOD62/95cjE+Cxtf7HAAYAWMpZhBBGgMgw4KCwKmTL7TY1DTrRULKK4MAhqwwibQznSmp8jV+qPSGfH3SwGoXXVuWwDJMUzTQcdg8AQGAk8AwLmz0AlSqwZO2ESufklsH8rnfMmf4E8pGMrwBg785/Xu7YizzJQXXzRooOraubvuppl7/+iFyiOwMAKvl/7J13mFzFlfbfujl0DtOT84xGOUsogSREkMhggsnYgHE2BucMi8M67Brb2DhgbGOwwWRMEiCCAkIC5VGanHs6p9s31/fHSCzrb9drjAw2zO959GikvrfqVp2eunWqTr1HtwR/rR8AeH/ohtZrPvcZI514bOiBX38awBe7xypWs61TFlmW2RlWW2PK2DjbdmocoldVDjwcP5x/fvtnGZYp89GiWKiQvgeDSpJaeQPdSl/EkTlscHql1PGBRbdxHrFjbAPD202eDo+chq8lBNFbUm+aZ33p4CH/iYSQpUfHmOKOnh8QnqsFhVvYdvh/1DCIeFtPCXoa1gAAt2/sQGPdnXsb24WlB+xY+NnkieDL41h+Ui+2HuJw4IfViX2H7r8xfP65TXJt87kAQAQeZl+vzra0SxY1iFTXMFUrGSIAMB6J8TOVN7hFbQ8UzDPsstOqtX+xIVa7NCBWnZ41RvW/1y6UUloZnX1WtjBwNh+OzHQL+b5DO/7wn0c+OjrG3lC//H3PaLHYKWW+9PDggUc2/L31TfLPAwFhAMCCCQkeAgASVMaGBQsmatDcksIYKACBimDAYpT2o4zSKzxE+BCa58DmBIioQ4uviCxYTMyFWfCQiAybMoIIBXmkQcBcg3eps98BIPFWC1G8sWXeUH0EAETFB5ZRfXxQW8uFA9UAMDqtp8+3cfhOcWCczQ4HvqAVrLJ/SnSaHFIAiusB/Hbq/DJpWnF4BOjShlJjt2fspVe61UGwXg9Yrydonbj6l7/bP3TH6A/vvanhfddeQvwqhFAYLuteTwj5z6Orof5o6/XeUMNaADDRh/EZBUQ9HgCA4IrQCQGjKEtrpqw8sZgZ3pYbP5zf8p0tT+Jo2NgN/3MbzXRyk1RZ+xHCMNyMitfKV12th0YGgV2JU0EAjBWrsfH3I8gNzkWqULrYn931mCfhNyyjH0ZMgVMq0L7S4cvZeeEr/QtnnmX1j+9Ij4wN+2Ktp4MhkNWQNbr11ZMl1ntNc3bKtaKoQFWiFwB4S84+AGSefWbf4nkfvccbqp5p2/qHaqsXL6aU7jn6+ZEB86+dQZ7kX5A4hr5IKc3lkVG8VDtdhlpFwEhlFIccOEWTcdrDbiUDAOMYNgWIQjWpZzQautCCQRw4ICBgwaKMIojtIIU4JCqBhwiGMLCoDRcUEVLJeKnv2zFSe1+cDk0uFmFiNx5AO47BGOuRK04TRe/EuXaxgACcZVQOxRiGY9RYkzzYtfU+RtNfEBzfap9UeUZSTo+pjXOnEUJgl7XLANyc2tmSKvdXjlpG5lD/ocz90TXZL0o1dVHCcpBrm04J9nlPyB44fJqVSw5SBhzXUg/C8b467rKvA7jxaJuqbrrxm3xVRQWticHZ3AeS0kCiDFiOAWMTEEVRCSesC81fbqdf3bj5yPjyBQDA2f97G61s+kUhGmu20smugNE2zTcwA8mxIbCzJ17yZSMH29Qgzp7B2AX9u86YPUwd2XS1XkkIE+i6kdx/8IELYsev+40oK3V5pnjfWLnrg7wvGCw1qyAj9KX85s13S4zvunBs5grCMLIcrjoDf6FB8GahlNKGOaeblVMW3ciwPMPy0pyR/c+f8sZr4oc3jwKYSGf5huizSf51Md1yabpnxSUy4z03a48o4HA+YVjeZt1hAZRobqYo2XJ7gI3BhEETzBit8E9lRF71ZcnghXYhRxjLpabKEkfmiGMYcCwDqWwfOI6DbAqwCWWKdg6KtwJVbMwrlNSHcQw2aN5FHJM5LCGEX4pTF7CEg58GUcjmOFrBv0/xxpYBgKAEAmO9W2/RURpU/dznCMeHIAstYqSS5f2hTym1zT+xtNwALYSHaZcxZg8P/JYzmbSvSkSoRQEANjhl2s3ONnHfgT//aX7smhOuIwUBEhrBuYV1sWVrF8Q3TQjaNZwx7aKKxfVXAYBdymP0YBhcx0RAlR4IYSxLEI1ys72zF6z2z1nUldv5Sv/4nzb14v8QcNTM9DbNyPTJQqCxaCV2Dh1ce+ZodxQjM4ZAaglsJYZd9x9EpD+GICM1+ed2zKm151YhnaPFGSYhSR3i4exd4+bmAf+SZV+zC/mMsbvvTnnc/YaUpMQ7wDuH81s/ZPq1ZZIr3hQSq33gQyd6hcgCvEGD4O9hLLErMXPptYuC0barKaWgcMsHX/vjfxNxHNj4pycAPPG/FDHJvyCd2P5LBmzEhdNMQecEaGSeC4c1UO5jwSGNeDSEmMqBQwZJ04QpVKIeLtxFOaThwoYML8p+FgY4sHkBBT0BuC5Yl0CBgjx06CghSKLw0eDaVjLj811077ffqTYfc2efEDIdEwJSl7/VskqFsZfymYF9khKa7toWzADh7P3JfXp7/wuMKrebevaHna/86edH6v3h7IuntM+7IvwMpTRSGCvtiDYviDQcN++u1H4yt3LWOKJT/J/c88f1l0Xr5q50CkIjMYtggixYLnoaAGT2vPyflS3vfx8Awnl9IUaUZADWxLOMjwmeECzJhumhoB6KvDAINk1QoMks020HlJR3vr9j+TPhYmErIeR4Sql5tC2RucfPJBwXSm7f8OIbd2ZGH7/3ocDsRfMJywoXfTz1flnxkqY2ivD6l0ZH7XaZHS/7BvkTmHJiEA5jBgP10x72VLQJAJDs2T+UG9/3QW3Xtq32LvsJbXfXbHMs3dnUdPZt4DgAFGYx/UrmxSe2xypm9VoNsUW8ws/RtOSjb9U2RyGEEY/8zZP3lpjae5Yh2j06kxw3Wo+2b5rQHQYMBIhiFmXRYWnYJwUYrVQEAYEAieUxkX6HAESBFwwYZJEyfQgKReQRIZUo0hxYcNBQOBIqRcGCBQBwEFgOfBTApLM/wRcwseu0960WVNQTDwqc5yK4lHcNHeB5UsyP/Jph+Dmua6cKburLA/EXDxFCbgOgVp956Sf91P03xzR1K5vaMa3ipDWBSMO3LaL5+WisNhKevrjYufdDrmnfK9XWcrRvFD6xRjKlzLpi7+BzTadc+aCPb7wYAARf8PWwUEoprf7EJSOuR6pQtGEgnIcWiKEYH4GdLthmiLeZYUeSo7U3etoWf7b2nMu/MvTgb285ej8hhAmtWHOSo2td2Vc2db+xjSO//+XV/oXL7rDz2QPNrWtfBABPyYdEd+8AeC4oykEvAYHbfQCCK58hNFaqkq8KlFKkN6x/Ib9j33lmctx1ny0v4BRvbe7gjj2BMz9zXdnHgEnrMLftfjEzsGdL3eoLDNtfmgfqmnp67Km3apsjDZMIYRkAIAzzXhJTe0/Tq+16dqa4/IvN3KzlBSYHn1oJUx9WbWITYiFMQFBgC2BFkbAWD4Gb2IR2XIsEaQg5Jk080XZQaoPnFXjZOhSS/XDyJeT5MlzigOo8fP5aAAAhnOedbO8/E4QQH4BbALz4VsuilFqzydI/cZS/wkAZVFXgDwacXLL7dtkbPbdcSD7UveNPX6GUUkLIHQCEpss/+RyARWYmucdIJ4Zaa1fdIY1K55TlIpiq4Mf6Hv55PVt16lnRHs9posogNeADIh3TlVjdzMR9G2+rXX3JZxFBNSd5OFZSWgFsB4DicL4/fSCl835FSgzxcJkhECpAG0ihsr8r37tA9T5wqE0OLm98hhPV8cjKU9Ykn3/q9c2bivoFVZInPDszduD5Qrr/9R31gcS2/lhg6nEi72lngqFgiI1cBADM/lLeYEZ1WtT86crjxOJgL4TaLAl7Zz5XFZ8WJDpBduNIqc85/I2B/c//GPtBrLGRB91yOVtRt+AMTypKuNE8Es3F7tGNB7YD2D6/4qz5DrUvK5jJzSUrs+Ot2gd44xyWgDDc5Bz2PQCl1JlC5myqRN0NBKzfhA4P/NBQEgHHx4FXbJgwoYMHz7twJr4flIADDy/8SPjyZlXdQqGQHkSAC0FySrByWRi0CBMaHDg4EgQLlnDgqfiOjrF/s7NPCFkA4Oq/cokAoBnAMgA7ALxlhzI+9GqSEDInOmfl9V459lEp5y9EjSru8NduX/mXAhlHzkjumnNJx3IlJE3Z8uNdj09Zde13WNI+P7lzDFqvhOD0ntV8c+iEGaeTgODvAS+x2LyRhTmWfQQA8gd3b6553xVfEULR08xk/H5HL+cBIDp31fzwrGXXFOHScptMWH8F7PE4yAwFLgjEh4wBVasJwAfGHo9D9VUu9gTranEkfKp61TknVSw55UGGFxW5ovaLAP7b6k521ysHCCHkyXu88PiZxRzPKOr+A9+t7ov9RmRlJlMZhx0isDgJjOQVsoVB+MQqkLz+o7ptzswgTnnMYIzBsRf7Vg/QwWLz0oueDvpj51PXNexy6T4AiI/vThFClvj9jbW5XF/3scoEkc72fMh2zCvK5dSWwZGX/+aUKJP8a6PAcyJLWEaGyiTpWJ8OTfUhFDWpBVEKQCuPwku9UOBh03QcGi1CQ5GGESOEEDCUcW1YECCgRAtwQVFGFmFUgSEM8jQNDQU41IYLl7pwzf/7qf61IYR8BMCsv3KJF8B8AFMA3PDGxcS/l319jzzIsWK0ObjkN4oUWcjyfJ8+3rft0P4Hm/5ifKUAioSQb1rpxDbqOOnklmdebam/qlu0PP6iaaNgFmH5+etE17c+7GnhrHgJ1FZQsJN6qTx+PwDkBjuvZ31eiXBcoDTc892j5V/y7elf/tSV0VmvbB91y/NnMIAHg506SlMC0LeOl5RQs5/hedhCnqWGCz4YWfrGdlRf/MEfq+3TPuwU8uPh49esTr34zL43PLsD4CVCCJdTW74P4JOmlt/pfzWxLRRo+aEhlZGaLqKiuoBirkqmScAyUoDElMyR7Ccip57+gBirXF7u6f7dyB9+cyUATDnp2qd8/vbzStmhLWYpsxMABp+79361qmmTaxl2OTny39IB/r0M7HzsEUHxf05QAlPy8e5bj0WZk/zzozDedh8TXk4IgeAKblIfeM229Dk84+NYwsN2DISlGgAAhYticQyEYWGUMwZQJfJEpASE2K4FnvDQtCQszgbDMQgdSRWeMIZpInOIiKIXppHPv5PtfTsghKgAvv9XLmEwocZ/PCZm6Rcci3p3Y8tVFYGp9wT8Td/nKiOq6ZS4ri13fpgQ8pGJcfXXAF4XELQC0+evlWI9K/Tk2JY2/3Gn1QszLsmWiyi5BOG2XBV7worPlKc1cLvKMdCCA9bKI5jZuTfXtXsXpdSqOen8D8NhP2eXCvvTOzfdDwBcJCRHrrr4lgGzXrJeGaBCeyMhpgmKPngbvNi9tX74hr0T2acInwDv81fwwfBiAHsAoKJ+fqyu46QXZU+k1RdqfAQTGQteJ57dHwcQJ4T4VF/l72QlPJemMz/0FsgNXl9tRX48Di3GgxarITtCcMyXQiTrgV0uPcc0BLY1rvjCICGEL3XtvzT++AOPVs4/+UWlon6ITKup1vv2va6d8FrikSsDYvXNWWOk/1i8/wAgNbr3y6C05Dhmtn//U29ZVHySfw1UeFcJRAoCQInm4oOI5/wItlMQsGBgogw/iQAAMegYNFqABQsseJcQwnCEswAIjE1RtvNwqQOdKUN0JKjEC4uaSGAMDnXAgIDCPSbZ6f5e3szOfiuAD/0f12QA3AHgc0cV898qvtZZU+3x5MtV01ffwnIirzHe2wkhj/9v5e/8/YGDAA7iR0D7CR8oG7kkPEIERK/AwDafP3RSxaMHN7y8Zfo6Z+FY5/ir2V9vuyZ7OP36xHD4T7+5BROrugCA8DlnLVfmTntE9ISDZvm/3ofEcuDtO2xXOWNWl83tLMcloKQH1Dwn5crjDxUzg71Hr+X94UWspKhHfl4MAGqwJgxCuFJ6KA4AHUuu/IUj1F/x6/8cW9/50s9Pmd1w3kcrAzHVJGWop8ZRMcuHsedNwI7B8epIHOwsw8NEJDV4kaTJvETl5nSs8lMArh/e98zDif5XhxiXHM6NHho++hyUUh1A17Gwy1EOdf/5ebzFcNVJ/rVoJTNmqvB7GMqaDqwxGvZuq5ZnnF8qjUPKFBDPH6Qiq8C1XFKGZkpQBYCCgJjD6P0dKKmToZxSQA4myohhYoPXhgkHNhgIYMFBgAg/CcGguunAftdPRgGsA/63k+evcxDAtZTSXxyLCn1qtRwJtE1RPdHdMX/HWQCqGYb9cn/ylY/8T9cfcfqfPvrvZfVXloo+B2JtA0QAjKqc6HiE6YWx7kOiN1ybyff8av+ep77galoJANKdr4wDOO+NZcY+dfEtaxdXf15UKBOIMDiqbGePZWwjxRGS1ova0J6H+arYMjddkFg54Oijg798Yxm8P7iIEAJuYpI6nxDS6Z9W2ZLrHBuklBp17ata5qy6/jFeUOpzYz2fObj97tsWzvzQK7LghyFkwQQUZErTwPNgZCWIfKrX1WU7x/g8JyktbccDgFhRdQkh5EOUUqOv+8nPCgde+KGZSbxiFNOvi0eWRnvHjoFZ/rK///1YljnJPz+VUtuytDM+qECJpen4C4Fwa4uP9XBabgxwOZi0hLyZhJcPQ3PypTBb4zEcHZZrHxhz+sdsDqKSZ1cCAGs6NEgihHd9yNARAAClFCLvISIbgEx8MGn+mH5v/0mR8X/PYQ0AGwB8hlLa+39c+zcRjk6tcxm2V2rvcNVAdaPrOjfVTTtpM6X0uf/p+uy+V9MAHgaAKVUnlgy77I6uVhmmsg7j2QJbS1q/k3t68JXChVoBmpZUDz/5hVfX99x7dHF2eP19jwA4kkHq55h1Zn3kpE9Pfa4z2DCTEAII/Ovp8kjfqBXRBsFnc6Od/aE4YdhG6JZaLpT2l7oOPHz0Ol70TJfUcCsACLJvMQDwnoAkeAO12lh/N6WUVp1z8bXNn/rKD0p6eXhs784zmELK3zptaQchBLabhFrTBHNwGB5EwAY49Ip7rPIcThLHfZ8UI9EwANCx2DcAPBp/bf2hYrz7AgZcIT908PUItiOifIePhV2OMtyzcQATmRcmeY8QJdX+StRNydNMkQFLC8g9XoGayx1YcOCihAJlwMKiJgFAATgMOA6wMYre33lpqMrJ2S0prrPFsEqIuBHIRIXFluA6E2tQFC5ESAiSCFzqIo/sOzrGvhln/wEA0b/yuUkpPaYT8rrTLv9S7dpLbrJLhYTWk9VZTuYz0QLrPWl5M/6HX/jmc2e08arQeOiuHc9SSt2Rfc/+W0X9/Ealev4lLCeAsiwYQWA0u2H4gTN+uBZA8f9S1RSqq89jYrGg1jUCDhKULWmYgXHMr+7ETy89yNk25W5mGy+9+56n55V27tn1X3fe8fpPpaHuezjFcxrD8uFyfPD2xvlnn9Rxwgf/SAgjtCy64Mqebfc9Ou/UL1wiSF6OFz1rwzWz5pb05HMlI5WzY7rftzAEAFDrCk6pF6yVScPfPlM2c6mrsy2ZMc8eC1qIoDAz6IbrZ53aeObVP+PVQG2hv/PL+IsogkkmeauEEPt3AeISBixkqPUW76kTWAmCrx75/CFwFtlcRnaPCOZDLmiqiHy+CvVTOPCsCOlKHgKXwrhehXpJQxHkaA5byiCLFGSqgoDQEopJnWpZDaVPR1C1dAFZ+bk8Mr8/RHe9pXN6/8RcjIkIqf8JCqB0ZMHumOBTq+WpzWc861NrliQzh/Y5jgMNeZRZs5kQwv1lqhhCCKlpPf4E13HGR3o2dgLAeKnrEjnc+pgI1FFKAYZA9IUrC32dN3Q/9tOHKaWl/+s5+JqKSw4VBaZmsAfU4NG3pQQyVkZeDnJiRy2cWLgGv98/r+/e77X+b2XoY8M/ASFfcfTyweLBfQ/Puun0H4YXNnxcG8ruqj5l2hqvb846j7+6AwAUX+WFAG4r66kHVSW6IB+yCat6AQBmfNDiLZWjAZVRayuq4diL6f5B0NZKiH1FTvFXtQUvOP2cihuu/qpb0sZLm187DcDOv98Kk0zy36kUWzpmelfeWjLSgkQ98PHMST7xSLYH2YsAQthjvfhZ3lWuKlnZqbZjbSlx2lK/XKWajFWvpjG74GbLbtlCRKxCkaYICMATHmBZpOg4JM4Dx3XMVL4vCYHtjOs9V8+TTrwFIOywffibcbv/3bi4msJfn8M6APLHaqMKAFqnnnlS+4zz7mMIJ2UKgwO2EoCZz9gs5doB/H/OvjprVlCorDrOHB7aXNq3L3dw9NknO6rWXOu6c29nABaWC4bhoNJwVecnvleJiXn3X03pVT09sHrOKZGZief2YsyuAz9UBjM+Ar/Zgy3fOsAzDMHvRH71137Rf33fyw//5/9UxkjXiy8GKtruEeXgslJu5Geh6Ysrm86+5hnRH5lW6D/wPQCfFcIVl/H+oMr7g+1WOrk233no9nyyd7fqr56FWj8Iy0JoqIPZGQd43qaLGnkl4DnJvH/jU04mD3AEfMKwlXDNlIZzrv2pWte6qjTY9fCRdNuT6veTHDNq0PSpACIXmjAgQ4UD+wqJyAwgQ6NFyPBkExj5qgTlOwwIq6Gw0Y/Qai/8xIVzjhd+XxJjBb/hgUGZibEVAGEY6CiDUgoWHCwYuVE6XDCh/dKF3bWArLytjNLWfXTbb97uNv/Nzv6RkJm/KzSRECIDkCk9kr/gb0QMVqxhOJ4R/KHYuLPvd3RF+7lcrKVCHZAfIoTMpJS6F32mbv70Jb5/LxUpppw/c7ZcFwqHpsd+COBTFpulpdDAcwWr7v3EZJhi2HTo2EifMTJ4B6W08L/VWzXvlCUMx0VHtj3+aOjUdZukInedLhMwmf09Kts+TVaCYLkUDGM/vnbbEnTGlzA10a5bgw2zLoxOOe4Gx9SzusemYjg2Vxvu+1ly+4ZnAbwedjpt1XXfF2R/EABkf2xd2+z3sXa5yLuyH4VU/8FiZmBXsrTLqGlcfj07LFxovRqqURsCU7QtqZ3lLes1Mqu1GUFSZ+TTL5SqmF0H54WvchkyUP+iuTQQOP3TyZ4c3PkxiIGKdZh09ic5xrhw8i7c15X4C8UUkXgfSqU4GIfaJVL8bYCGP+MhAQKgyqVOihACASJXpiUIYFCFeqmADGUh0AQddRkwjg9BkScCMnQcIlQiQIiKUKIu3G9WoKadI7zIUeFEQsiUd+PL/60slhJCwniTiwGyFJzuU6uXEEKgKhVN/bldj1Q1LzszQmpPmaFIN+OI+F39Z875tFQXPb/pivdp1en5q21bLzTPOP3Mnr2PPV8UyznHSG/kiuPvN5wirJha0oe7N+V69jz2vzn6ii/GxxoXnWWZ2sGhA8/uMbpGt/dVxRpu31N7UMhIzUEzzPvNCAq1PbATBbC9LJgFc6dXn3PpRwyu1CVUV51pDAy9IjTUrqKuaxZf3Pz50s7dv8bReFgAS+68/HRW4uFtjc5W6oNLNZ47VTMzEBgZpfzoCwCwr+v+f5+xbEGLlfY20rRnHlwLKO/bl+rrhbh8wQLXMBinmNzCDyYUcWd6doErbqy65OrnCc8GygmN5epD1XxNbBUmnf1JjiEuHM2hdgkUAstwkG0RBX0cIueFaxjI2pke6thsmK+ZSgiBRfWlqhhRAUARQ8E814eQXCcbbtnV3RJTdku24RrUhU0q5EbOgY2sPgbe5QTJH65meSkWcawfR1F7OgCQiXD2z76jnfAP4Mg74++dwzIAYpTS0Tdzn6pWrBQEjx8AOJs5qI8Nc8FQc5NS6/9+fcuqbQPdG15dvMbnP+eD4dslmVS3rVkYLdQs7tD7+7Yc0X2yk5XmQVkfGiYls146UIRh+NKlQvwnlFLtf6v3pCurW6J10vzOTdmnmLBvy45njNEab6Iq/3LvVlefvViACtnfgcGxTuxJM0jPDeHiL8S/sPqK2seG9688j+PlCi09si8YbF6nacnnKKW34Q3pGWtWnvs+OVI9HQDEQPSMypkrf6l2zJzhRnXYhULRGB/bUEj168HGOVeq/sqbHNMfIIJwnDE+0memR4ZJpT8i+edMt8YTh2d6996bekWtM2yF1SSzr+OMjx/Qy1lQy4QUrTkNgA9A7u+x2yST/E84sPMmDCjwgBACSl3GpDos2CAANOTv9MB7mo8EFAAwaDnME4EAAE8FnwEdlaTOm9PGHK9UycbNPpsjgiNZohghVUjTBDjwEBjFz4Pzm5T/JKH0vCCJzvTR4NUNpL2znx7a9lcf8hjzj1Lj/0vOwoRe8kVv5iY9OfJ7RhDn2HqxKLcKF+h+dSIdhyzWYOLZzamLfDe2zPKsBoC+FxPQyj4oVd5FANB8/bo/+ec2nq4dSoxbj3KHuP7877ru+cnP//cagfpl550em7XyTwwniKIverNaYpYGM/WS7ZSQqunOO0EDSGvY1s0nL/iP+QE7NZ/jBQ7eiqbjbda831/VsZRSihzTCTYYg2ua0wghM97onGi50UdENXgJYRghnxt4kW2MflKxZdYuZEFM83m9lDFqGpad0lC74leS4CXxuw7mx9tdhzROXehpyIHrLrnI9MdZS6uPzVlxNrUMPfX8E98NKSt/RAiBmLVRONhLGeJEq6avbB7d93zPm7LWJJP8FYbQ87EwYv06LV8qQqgyS7qRLu4TFSjIIPNqkK/8D84kSokWqAWz1xQQLFhZUOrCgA4/mYhUsaljUZhClFQxGZrgEhjtkqjiYcDJFI5fgQcq8UGlnpkaio4XAQAuE0PdEkLIK//XjsZ7jN8A+BmAx/7WG8bTnTvTuZ4HZSl8ckJJJElr9RlM7ogoIi9XAQAhxDv1zk/cwod9klPhQ/6Xw/CptV5JDS9sal6Tam495RlB8FQkM4cP8R5vV3H33s/2739y31+rt3HWGT8PxKZcaRnFbMWs4y9Tzz5hLesJQi3rtRrcDBmkFUUjSZktyVE6bFYLM2cCAGEU9cNya30THw2rXDT8ETufJ2JtDZxcPou/yC6iDWTuEwLyDeWR3PZMTmLkRnV5jjAg1EImnXgRAM76xHGPrv0gWVssGPj9j17oLYfnNrE105b7qlJIlfvyNMzFA4ul6yMfrakrHIrvMp8P93v8wTAAODuGKek2bTGLmX+pHzPJJG+FcaNvYKpn6Xk8FT5CXXoaZSEX8vFi2Ap5WIYioQ0daKTt38rqoxAF1dYd7bBT6JsiSQHZNEvgOJESwhCJVZlh/TCNmhEOBEgJ6ULCGkoTSgW/G6jMikVSUdEBACxl3NXITtRvU8tfyTZMGXP6D76D3fDPRggT59cjb+amQn7oQUH0XkQZJpCaRpeGhsUgAHCcqLCcVAPg1VVn+a+cdZx6IQAcNz6EJ0emg49GF7Ner79+3eUfqlxxxr85hbKmM4d3Wq3GS9v/cMf1fy36YNG6aM37PtOwIVIj1dV3qOt/89DUDXlncRWyQCTwhG80wIMZcTCeyZeueLiZzm3PeabUcajt4Cpy2am3R2pmryaEQKiijmT4WF4OnBWpnLklObbndUG88vjQi1p84DXBG5pVTo/dryixLyqWEqB9Gkih0JPc8MRuQgg748SPveALNnqL+RE3sb9zXI01t/L1aitT0BH+4d60zBe0239Df1Zbs5V/4M/Fm77x5KUXMJwASQqgvL8XPIR8y8yzlwF4/O+w2SST/I/sxSu3TsV8q4Dshz3UN8WGgzxTYP1iBTRaKDI6t84D35QizQGgGROGmKUplwPHlFBAFNUAAMEVSELrRozUcAWa41IYO6TA47NhMBLCFRZseKkfAIKjGBQAgILCgT0jTGJdKRrPvF1tZt6uit4MnmCtPO2ED/0h7FZ9wtrR+TGG6R+9/Zot4oeij6J6fGdZP9R3/VFxjsy42UMpxabHvG7vIyvpyE9D9shTqUcJIUSIeJcAgNwWqUgLr3ypa/Pd/83RFzwByVPV0kqOxhED4D3BWawgiYRhEIiyZ4seYQEAsIwC0WV4a6i81S7nO42y9stk0yqulB+FqRdRLAyDaQwuOVqO2CgDgwdQ3+ObNnf6lY8QQl5fWOl77eEXdv752027Hv9unTOv7lJ2yfQl+fl+WrJSA6V8/C4AkAT/Yln0E0IYCLzqI2umSmitQHGuDwh6GU+oLlYRnT7PzqdBWF5SGqdcOVRbzKdIAlqAgSfWSPwVLR3+6o7r/rHWmuS9xhgdSFDQXTz4IZ2zNK+nUuS9PrcMLWVwxkbJ4hUP8UGCQohHzVR522oCoSawnAQCSlM07iZpnBIQgQGLIs3Dhk0rUdtKQJwM4nfHMdzjYsJ/MmHAgcNqtAANWsMMLNo0F8vvfoe74V+ajuqTli9pu3ozbzHe3cMPn28vZxpqL2WI3tiLrHWoM506/M0jl5btnNZNHRe5rZpRXFmHQbUvnYkfvFeWQwtE0VdBCAOJ92V2vnDraX/p6PtiLdVqqCb8xv8TJN8MQggEyRtQmzyfYTx+BQCo6FUVveuB1KxC19jUsT97+chetaDCTCRg5bKwrXIjYdmJcBIQQgnA7kkhLLV+qm7dJde+sY5dX330c5su/nV0/72HPqqeeNxdwtI6n+7PWGZ6/NH83tdeAoCaNtLKSwyCUYKKRqWJk5pAmHqYFgdxcaNPaq1ts5WJjAHU4acxinSGFh+w9JEhcL4QUaJ1fKBlzlWBaQsW/UOMNMl7lgOlLS8JoicDkRu0WdcNCZWeIl+yLKq/JlMpqjI++EwPMvmhZIytnRNxojIplKESP3SUnZQ5SsftYYSCLUSTTBSQg1eqUEJKXb3F2jtT3Ph6E+WS7UzITTiOJZV4HXkuD9lVPziNW7hzBn/cJe9wN/xLM8d/0teqU747zT177u+N9fyWE70hq9ZHss6YOx7f/Yu+Q08+BgDpcftwueRYhw8J2Lxlhe0ZZKj16sH1TqGQFgKRJQzLEV7xqvSAcE/vzfd+4o2OPiGEkdta2wk5EkcMwBfh28PVYh0AeALcguaa8uWEYUAYBv6Yp87dOfpHWih1l3sH/qMwd5a6Y6QSyTELe3YRpNXa1yNQ+TDLWjOHMLwSHH/Fmvv8J69uOfpZuvOV8a4//OfiA3feUiGlXaaybuEVXi4KO5ksmMXUzwGAF70BSY54AUBWIoysxioVfwW8vhpgMIEwVxVSaPvszRtDPMMQrO/uOMeQ3WAu00dLI32I+FsR8NeHvKGGL/zjrTXJewlKqWNLZKPHExuzZJLmwbOiKyBvJ8sm1X8tQ2lWiRcqfCii0FVFGqYGSJghIJCgII1xJ0njtIgs40cIOZqBDg0x1LRJkL1F5P8Yx9B2h3EpADjUBgNG1WgBGSTYDsy7YwrmbKoiDbG3q81v187+m6KiadE5bDh0oe4DGDn606oT8p7mGgNt9YOY7R/gftuy+JaV31guPP+1jbf/8GNdX73g000Dh/bO/ZriU6s4qFyxr86ilNK2L53zEwDXGPHcC+N/3rH5jXWEOxZXtqy9dr3oC8/IDx74Po7ke84P7v8NJ6knyIo9/bSLemaODwG7XmIcEtBpMU32eGpmXgkAsLkE88jOfY4oT3E8LGdyLuhchWQOjMDR8/C3KZb0nMTYsFnOHzq9qeO0LxFCvns09Cp47llLvJ7KPzqmFaauC4XVyLzpL90d7xzYRQhhIuGOH6a81ZcIvNruygKcoSSYmjCcVBamIlIApGiOl82Csb8cH6bhutnzAaBI+0xPlgjUdeC6LjWKab7jlI/+sJwZeaT/lQeffRvNOMm7GD9CX/cQfyu1KXTXRUCoYPrk+A+6yju+q3K+c4jNNGeRGhZ0ua2ENHhORtHJIIJKUkaReIgfBi2jhBI8oRqQNCEuKDjwNX5EPixAAAVcjRaZMko5H0J+HSWoULkySpCgnji5o/r345OqP0UMeyHvElTVLpoleiUIQQnCpcDoznydSJvvqTh3yfsppYeiZy0+jXfUr8pL1n6AcBxoa7U//sCv8zRkPior4Q0cJ7UWCyO3/2UdzUsven/r8Vf+krq23rDw7PP6tz30PAAUM0P/DkK+jHC2ru3qhuOHX3rVgRxh/fLwcH9V+xR5Sn0rgNZE/7Zf+ROhNF/0BlmPREyfTwGlsOIJ2MU8AJKVPdHA7OhGoWbm4Ncv+3Bg610/yx2glBqEEBI75/0386HItTSt8/CqcAqlUbtn9D/NXNoghDBnfrz9656Q7xcFS1a6sg0QRRPUtZFPFChfKBHGo0AfSHSXJKWU2yUwcl3jDADAlkMW8Sg8ooBZyAzJlQ2nN55z7Tm5gzu+l+ncdkxU+Cd5b9PuWXJmRKi/hhCCopWBhwuAUIqX8vcsbsS00yVXvYcFJxCRT+ZpJqrCw9owUSyP0ABXwYEhEFkFRTMHRhThwoFXCLNluwAPG1jrwAJHeFjJOAyWgpimxvJBDzUcUEFgqQ1WId5VAH7/TvfFvyI8I/oXRs/7kl0Z4EXTP712kNM0mQNbFYIdCTDacPm82pYPUELIdZTSx6/8bGztvv2Lf8DWx2axAFQuUqKU0poTz/8lw3LTXcdOFIe67vvLeiquu/oeua31AmNw6EUuFDrZTqeNZ383+sK0pYGfR6r4k6ZImfql70sEv/qUx5I8HM+NHHg2FLriPE6QOIF4P5X40+6HxsXwqb10juwaJtDmCvHRcTCajaolGuIHnCwRuQBDuBahrfo2Qsh5ADRKqbv2imh125zqx8ulgWmdO1tgOTLsfHZ9OTv4xJFjD+lcqvthxRM9Q5dthpKJV7WejaPKl3ZojrI2U6Z949lXX3xZoy+ll8+RK0O8Y5mwugdhmSXwggpDz451nPzh/zBL2c6eTfccE2HaSSYJcrEb/Fx0NTigYMeh2BJS1vhrO+kLn5hBFtUKVDy7hGKJBVeVpxmo8MFkLLAuAwkKq8ILFw50aAAoePDgwBMDZTWE2McEiMRmQMucBYc6ls8I8jZMyFCZInLwwD9VgWcBgD+/He39p3T2jXJ2LxOhLl8ZY7jqoHeg+zXc/Ew75nsGaI/SxAebAlWO6V5bNXP1pvpF58zcvTW0QvYEqwwtC9vUku0Ldsa+9Kc59y7iir947BvxW0JtwZk4mvDwCHKoaqkcqpoBAGKg4nQccfYTnZuGAZxy/R0zvlvb7L9xz9MKSon9Ayl/8xiTl6cpUQOMIAKZYntjsrYyK+ZJ2VuET6hCdmtfv1bPvILy0OHEU+X14UTtN0jUe7zsq0SlL/DVQLD589PnX3H3vld/80GprvZWpqUpQigFnt+B331ya2H2FPL5ex6qOT9jnxUy9OymvTvvmjVjzUdKHrWKdXaOYbxnB0RvBahASDq1H9lpNDX6kzvmV005/mwr1PQgr/rAGLZgFkuj6Z0HvukQO1nRsfynguILCGrg/YSQxr92zmuSSf5WTJhdAFpN6OCIF7pTNBxqP00ptQghrR74ps3DCTsFR+TKJQ0pTx6cN4BiPgf2yLAjQEJZsqFwXoyiDzas10P8izQHDcUDLkO35N3kBh3lbwUQrmPAwIblllH69aSj//dTLo2TkNAOQgj0glXhbhGQNjJww7rlxGq9ik+dZyXyF1WsPn2nW1KYZmfe2eO7h2G1h1Hu7Xmi/qwPfJcQ4nbvfeWCxdFOocJL/r8cspKv4jReUhUAiuyvPBlHsnZ0vXrvfQDuW/Hriw9baSMYChWYwzsS21PNbTot6B0iAMcwQSx+jr9heqiQ6gdToggJUSYxNLrNhn7QLha2oj+1v2rR6CMfvXiXQgipWk8btyxacVJpyozzrg0sPT7hnTPvo4RlYYyMwDzcVQ5LHbWY17G+5tKre2u++Fn/loHBb2y8Lf4fwbNO+xJagMz2XQBYkKnNRHgqC0cYAtfKPvjqNXd+pmr95c+KMReuY6EUs3mmr/dJpzBwL1y3KTR72VcIISAsFwZwzdtoxknepVhUP2S6miayqmIdkeEoO8WdR44uPUQI8c6Qj/98jdh2MwCknXFYxAY1XVIgGYS5I2n5HBuixYOlEvJmEpS68HERUJaiaKaRKPetZwh51WIc27XNGxXWL/GcjIKTKBTdzB/esQ74F8emZsmoVEqemsYAABQzhxRSdlAe7IfLg6qNbSFqmdcq9a2/qDnx/HZ1R2tTjPXOyvCjoIpoaamR7rYLr7+X5aVNh+/6bsu0VdGZim1k31gHIUSs/foXTyc8B7Gp4XixvnYWgG1HFOs/9OUv+c5ddp16/x33hCDt6Sn0NVfst9WpXrVQJBwkOCiKImlfwjKCzHrGwFbwMMY0pyiLD7HW4HBmV3ZLIlE1TVCyXxabYuDqQyfP2HNlyjPg7Kjxzzz9Az/yf3rWMnY6UIJW3IpXX27MRtoWnuvJNx0fi862GYZLpkb3XOhElUXS1ClVfCGP4vbtdMnCIbL4tAz72J8PgO9gyW82O5/40reHtzZdXijwCPFmOQshnjeGigd/IAnefVxV9Qd8seb3uY5N6+afPjD46mNPvf0WneTdhuFqXZRSONSG41qwKQcD2n0AsJe+cq5ARM9sLH8hTCrmUUoxjmEwLgsLLkTIIISABQeTGggggnGMIIc0fAiCIQwp0TyISQtZMfG4TktPErhXhlCxkgELESLiGHopjfHn3672/lM6+8P7n9vdeNUn9vPAdIzvtQJqgH9lK8GL9hJSN71bb6mgUrBndGZ169LXWH8jbyc7C6IYwOJ5D6ChZdgvTm+4URBZEAaLV3yxsadmQeXKkVfjTxFC1h0ZCFFODr9YGh/YLniDc/T02H3AREhU9PJLfs9XVy11x2Y+EH7KGjWnL61yPKUmQbSaWCOLYnkMDJWBIKmy8ynXVwiQYnw873K8SXLJH43c8fDreVynnPEJL1MwIQNwXYsRlIDE8MLFdasv2k8bPROLDyUdvlzCmtUOLwBUV7pNmlBmONF3+vTlzV8ONfaxmX4Oudk61BmzgO0jqI1HQUgEwuYurnbhGZ+RwmZGGinDJUWIZRaM7PFXsO3XF5DhCt6ShzM0iOBZTlTJ/9/bk0zy5hlE18UOtbd7EWgulsatNMZu6XH3bQcmhJCmkDmfdWBzgAgHNsIFDxgwyMMABUWWJikBQ0QhhJKZAQceJnQ41AFLWGgolllBqop6Gj4o66PnQjOCE7lLLaQxvrGTbr/xne6Df2V0PXerzZlnUkK4QpR1WRMM87QILiDx7uVwnfECNXe5XwrMXyaAIW5x85AbSsgYaR1yhYC82qO0KQDgx2jlHV9ILfGojP+3P6785OUfG/vp0TrK2bEHBdl3OnWdkpYZ/jMALL2safqMU6t/L0gMb23L/nbNOv5r0xYT9oVqecGjZj2sZ7psvJwBaxHYrDTXcWzwggdGNpmzbDuu9712Ybp/Ry8AVC1Yu9oqirJpAKIEGGWfLCsRuVRKfCRg0JedUtHifH4ehgtlTKBsm8AAAMOwLQ5XBgkqNyiZuu3W/l7YrAtlynSwPA9uczdidj0oddF7eNvy6GOr1pCZdZamJ0E4Fkw4AJuhdVwk/B1276hFhxKwVQ6EYf4p36eT/OvRU3xtb5uy4JMRru42icj8SLkzGTd6XhdIq5OnV7EM/zFK6evZTCqVJuhiEdRykLZGwREBDrXAuwzyNI0KNCPnJAAWsKmJpDmYCDIVKxXWe4LGWazAiqzKBZA3EjRD4xd1WTueecc64F8cSqk9fe7lD3iAD+Rygy4nyAw7UoCaoshGTJvUNvDF0T4rPGPpxkD7HNGoHC4Lj45hLXkJF185zHzonjM/bnjqJTEcO3fFtXMWr/tI5P3ZMb3nhKsaT3rh1309R+owYh/6wL2EFy4zR8fWW2PxnQAQvfC8TwtNjZ9yCu/fseWmVzYMrzx1FbmEDbGJ1DJJ4WB3J+FkHPAA31i5NzzkORn64THTZsqamco9PXrngxcebUfss9fe5paPJEN1XciOLPgl32JvKHNT946+yMylFJQCmQTAyV4VAARPMDJuDEGIxCpZLfAx3ecE2eFRcHENFdG55NDBdhwatsAIIehbx8xMQb/ANy+ql1XLtDGu0BgPn+AXs6s952gc+4HgXkcyE2MgXi8B/uu4wiSTvBV2aRtuns6WF/nd4DpCKUbQ8+xBuuuHRz9vxcyzKZzZAODAhgofPMSHLE1BhIw0TVAeAnFBYcEAAQHgwoIJERIsWE4ZpWLQiFxkQT3ZhRNS4QMDBkmMZfdi64mUUuvtau8/7eSEO5B6nh/hq3QqBJ1pbXCQAzGG0fOK/9UZo53Tt/WeHSCuC6OQButTvVOCj5oXXJoUeno4/jeP1qPk+tAYOlgPr1pPKUW4LXiSHJJCAJKejhl+saZm4dC+p9bpfT2WY+pZAIiuWPttde7siwjDwBKEj6cGxnTWHAcsC8ThoPsAT7QehBAQRYc0f4AZ+VHy+7K/9kyvUtemI3i9P9R0Zy7dmwIAu1SIpju80NwkyvGhcpM1U06LyWy4afF39UJaKz28dRub1mPOcWvqb777GUyvHjC+NXwcx14nw3rRhJZY9TlmvAjJdwAOE3FItsC+UWSB9fgrw7Nm/bupbbUzpgW5xKIQNEq+AXdnMNi6LFcrg22qhOu6GH/mhVstvfh/psGaZJK/hXE6lGkmU78lQv4FpRYfROTjs8gS0oN93yqhwCzAqvcTEGi0CB0aPMQHAGApCw/xI0MTtgCeL+ZHXC+CDAWlPAQ3g3GWpyJkeGTGJHK5mISo+LyWNpHIgyc8BCoF38m2vxvQZPNwNmTtA8dPYYMhSaipRfnwAQSZJhz+8fo/xtym98/MtLCpkQHkT2pics0Gk4eeE2Y3+r27OpVTO+5HJi9DrMydNpIzmfkxBe3NwhoAPwUA38nLppEQmxl49KEa17EcSqlOCOFP/8mJjzXMkRoBILTHumbXzmr2mZcqMLV2H6A6kHlCFb4a4AHGB2a8uGeYG9Ifq6ia/UGOl9o5h/kSgKsBwDE0ezDThG/+dikivgL2rQ8XJT3JeyJ1S0OSb83Yy52duRbA02f7g1xTTXFkDCUjVVBra71uwkXRYzcKAW+1W7ThaCnYogckHAGco0diCdTatuOUsPfplG+IuIIDwIGRix+UK2rqWZvxRsMzwDAsiomh9PjQa198B0w5ybuUw9r2X84RTjjfhXIy77CRGjTdPY1dcEuns/3hkFB9lmqpsZKVBgXACRMZOzkiwkARYaEao1a/6/NUMbncEA2SCpIpDrgEDBm3+4nMehBFdZQSwIIBx7Eg8hNRVRwrEo6T697Bpr8rcPLZ9TrtP41QPSxX1jCcX0FO24dASiz279x0qLUrslg2/YgbvRCm1cu9x3Xja5eNl2fPkGQhmWfdvhFYisUOzFh8Xjbbg0i90hxtVJcC6CGEEN/px69xS+VvJn5z96epYeQope7Mjy1b7p266DsIVXMA6g5szyY8m2y4rAm7xoJcGwRfNhxFjbKUurhi2ZP85/782qOsLvP+xpmnSpJxbs2Ks9cOv/TQEwBAhkqVzS0meLsIM1605Uwtl3JHk9UNSz48+toi/OLrT76se6RIqXtGNc9B0TPjKDX369ELqqXiwQJ0sfZaljOgeUbh7SKOYSdZIstwKAEDgBJeCC0+/lPa8MBHfXst3m60wY8WaBLDm8Spy5cLr44jGJjIlpgc2rd+6LXH3paQ50ne/VBKXZ4IF8zC0gQBZB/Cq2eRpb/NIvHlAXp4gIPwKQVeVqMFFJBDBSaipVhwkIgMi5qUmfAGYcCADAUWTKeAPFumRRAwbBCRagsmFHhCWSTBkgkBZJ4K8tvd3n9KZ58Q4pl32leuFhW/qLgVGO/fAen0MFhHgbF+UDo83GgRRoYgAlo5jvI8Ee0NDva+pu8YLNfP7cdigAHycQHTOgpIHkzoWrJ8XzmtpwghTN3VH/+zXN+0TB8d3lHo2/eNmhtvuIma5ohS0ai4o2kwVSHYI/0sqYmpXFUUlFIUd+wAwwswDm/f5auPzm6cnsDQHjeduqDlDCFuNMkJC7zoqeJ4uWLWOU38zHOa7lp4sRDZnfdDU6Jwhx1n389/Ny+88tRfAKgUPUElJ5afpis805ySHr1n9zzZfK1Jk1fIQUkVYTVqYO0AnysySNcHULm5xLraEOLHedBdOwy1x4DdEgMtJqHnBY6bG0VZEOFsT4sGby1MFfsc6CIAsNQyDYvRJ0OfJnnLzCCLrvPAf6mG4npe9BKGlSm1HCKLwahE8I3qkqEcdnd8QUd5lwe+BSw4mNCRpuNgwcOABp2WXRtmIUiiIUrBABR+BAlLOFajRdiwUEQOEmQQ27XsfG6QwK3M04zCgAHgvvZO98O/OqFg2wWBYNNsAOAGR1AsdSMo1yBfGoA2ktocEKa+nzAEoYIXycQhCItFFJ/LHBBypY6Vs3s9KxYWWCCLfE+GGS3apa5eU9930PjjceuA4PvXrfCftfoxRpF8QnPtzcQWPNVfvXFt6Py1z5UDgUatmIGrmxga8Nc5oeUghGDrXgYr2zejqfFw6bf7FZcVlRDhBbAtekFcETinvCvFeXM14Hi5FgDqV15wXrBjwXccapNBYyaG8yKKoc4n7Fc2PtIy6+zfAYCHBMUskr8Bz5/NELaGi5XA8qbOuKKX5yXohTTkWJ1QjPdArGuCKxAURg+BnemAjHXDjAOsEAGX0gjjWuAWR+GWDfDxdLM92u8Ifh8cW3IZQWFgu/vTuza/qbRck0zyl4SYmNrMzbqNJ3xD0hm92eOvbuLEEKxiEqpas5Ar5+71kEB7tdq+SSKS7kdQsqiJolNCRh8FtR3obhGanS/4Q3UenlMQKESJZWkIoYIBgJJbQglZcJQHTwWU7HxGpLKRKg+EFS7AU+o4AO1/p/viXx2/p/bDPk91DADio52wLwmAOT+K9F3dnGcIaY+lAATgx7LIVcdBZrZgx/CeTaFDdA1baIWPFcDnsyhWVQgH9vXqdaPZvQO7s88AQPRTl3xfmTf1ejdfSvuj/FXLT1euv+QPp/i8tZ5dICWuSCmcoR5IejQq+6oBCvCHBjADnTgc9G4Js7mlizsGmAzLWc4cbz01uUYjnofI+zhWUhsIIUz1xR+8TfJXn+BgEHNmA4CHe+HFDR/mhxbNJYRcSwiHsX0te9MLPE4Exlk871M0XtNZn8KxsgDfLB7FzjTriU2B+MoByJrIoqwhGY3DauXA9Y6CBoNgEhmwDssrBSBwwIu8qcP0hxYVtu83GFsRAYBSCmpZT08e3ZvkrdIhLVoe5Cpvsqk1UoPmnxIQbiI2ihIPfJdRuE2EkOOnYO4GCne+QrxwqI0cUiCUhQ0DCVqCDWu8ijRUElqAQrwo0QJCpIKllCKHDIoogMIFBx7jGOkWIIQzNOkTIDIO7EEAb2s2qX9KZx+AphcTvaLi7zAKaQhTRCpU+ggAiNPLsw+NFF/0JUZW27BhnSRDCBJ6KG6nnu+VP991yKnHYu1HnKxIHCnZ4zvH/vTCDU9/kFKq4fqJVFJcILRYZfYj0mHPHTDUbzRUpmd5JX3Wnn7nQWnMa0PfxdWfW4vRzRNpr51slipzmgl1HCd1z+NX1UeY5lynsCDJLFsrVlfPRjWQeGJfJ5vUf5eKd+4/63tLrq+eFTqx7wUgsH/Uzfpc20omfhX1NFeQ7ni/ZlquWc5vkU6rv1aqrYgWNvUaijuFKnxFUN8xaLABTSzH0w4TA0u6y/AUOcR6PQA8MHakkGxnYF/QCHcgCT9TB284jPRYD4gFhCLtHFvJo6iNQWe0PmfvzrudYnFrasPTL7+TBp3kXx9CiLAUp35bIR6/Qj3Lyhx1/UKUuEIUOmdAFYJwXPMzs0ty5BB2LdOhbffAM1OBFzYssLwIr1IN3S0Wy4WUz6ImLJjQYUOGB8qRhQERMmKoRR5pZNz4XU1kylUgQIYmDxdk/QAcytWS5rYh2nP4ne6Tf1V0PbPdNIoWLyg80S1IjBe8oIAXmuF1xq7O+JOW02Px+foifGc1obxvzA60FrN9t/5hAXet+xVKPZdrRYdqObt44LD50bM+P34vpdQAAC4SWgAbPrIvB6HsuVpq9VedULEfAyLfEu/Rnn0hq5x4YUMPbrySwXfuTQNyGHnIeIlbg/0F/9j4y08v8nfM/piFeLT2nKXXE0JQZpJa4YHBzflU300AIFfUfVJUQy1I5lHcedChdcF8OT78E7qq+biR4c5NXsNvpdiRffLsxTc5s4F4z87x4KmNFQH4o/nn+i0rG2RMYjCF3AAIzxNXAPhYBGw0BL17C5xFPihhL+wNeXjdZtDhMop7x+FaBpSOaTx1HP7UhifQs3Hnk937ZmzOjx2azA4xyVumhmu9NMxWXg4ABmctrvB1SIQQUIbA460G9VcKHWF1V9nMXdkT37Oukmt8VGI9qu2aNIwY0SQTlVId4lpfL89JsyxLg86X4dgGZCoDINAZHVGxHo5gIUOTmmDJLwa52FkAMKR3bwADHY67nBDy7NsZZvpuQ9PTO72equMtUwMTEyDMmIicwPyYN/tITzIlpsHrDLR6DxXDMZJJ7S3dFF/w5/t/98TXDCZ7l6pWNJX5smsOl3Y9/fTIeeWde/uOOrtcJLhwjrkfa2oHQq/NKn+joFbPieclEH3QjDTkM9zwxqD/hGpktpZBUy6oayNe2YJ4YC54acMz62IPXR+QhPO+t39lszSr7gIAKOUGB83e0WeSu174jXfW/AVq29QPWcUshlMV1PdSj8O5xrYR6t8oLjLmu/u6X+UNrjs9Q6pXWtpOzody4AYLRTlW73FyBi0e7KJCKeeesizBbtrrUFpwiKpMRMWaJQdjZhbW4kbQog5/SoUaiaEY6YJdiIMP+0mlUi94xpJIzGK1kU3b7+QM7D386h9/Dtz1zhl0kncFQS72JT8bWQUALvQLgiTCA0CJ5qESL1zqLFuAVZsHcfh0E0bUQ/2XK1CJAwcqFEiQAMDNIOk61IYFCxmaBAWFCi8smGAEHnX8VOTMcaSs0Q1VqF8hEJGzqOmMoP8+FozUgPbTATz6drX77XL2xzCRo/RvglLqhqtnrHPL2uOKEm0sDib2kYR3PnVclA6MlVAev0042dPiuq4+vf+VbLMgLT40Nq3K0LQfj2x5foaHbDnAynJz15OPPkQNo/AXq4FahfRSvPnEphpCWCiCUXfxymEwLEELr6lPPxR6XprjW0MYgor5Cgb+tOFWpqHuYqm+MeKUdeKrnnb7QCro6qNDN7IN+QpaVT3bzuWyafPABzM7Nr0MAPlRbUf3s5Yef2mpxDAsEzrQfd/Azpe+WTH10oOi4A2U+pNjOcvcp94fCpeaxsF0iCYdtil4QaI69hW7xn3eFW2tjmFD22PYZa/qJkIlIZKSsab5EB6oPgGs1wN2ugfWjjRENQTW7wE1HTD6hEkJZaA0Njcmn37s+fSLz64/ptac5D1HozJrShM/8xLd0mwFHpgwAXfiVInhlsAxMiilYGzCeBG4pFmeK0alxpmWXQZTMFAgOXh5H3hGBEcEX1nOU80qI+CEQSlFWsih7Kbh2hYNkAgBAIFK4MBZJjUKAhG9jsprfls5w2MpCJLgaTFSOy1OhyZ3UyfYCSDxt158uPfJje1VJ97oFypvEqiYy5pjQcEOeLPGCMx0oqu0PLAB53gvL3flXp6397kFcaeqIuM2nxLrIJ/63ice+aCWrVqfzzpDd/1gfAul1Pj6G7Pc7xzbz2VDtlLTxCFaVTWl+Kj+1cv2S7pB+c98xX14tOHklbPWURZwcP7c+5I/fWDmfdLxCz7MAhhIe93YnNUbbdvYpyX3ft2M584VKwMNZjL32v7nf37y0bHcKmR3ylmsCDAV8BMfM7J5y9V0sW+WumDOt52FBKN7dvyhaqp4OiMfRDYZhKMwCQAVAFDWhh9kptVfIElhmLt7IGmCRkbLkiMVGQoTlTEd/JQpAACnLQu8BhCwjoerZPPW0EQbGQaGLeC4tZnqx3/yy1uOgf0meQ9DCCHN3gUnEp6caTmmwxOBZSgrWa4BgZVgO4YLgDGcMjxSpd+2rcvq2bbFXhJUDWKAMKKTdMa4mNQBQggkRp2VSfQgoFYhLNehwKZRKOZRdgoQGR9YwoElHEQqSxpNH6a0Ag5sWxTUKT7LW82z4lpZVDoAvO+d7pt/EkwAL7yZG/Ye+uP1Tvm09oAYW2nmE9voLn452+gl+mujTj7e8ydx5dR2VpAb02N7XuFs4wzZ8auq4ftmd27+dK782kmqWnF8Mrn/xcSze3uPak0d5cLy4/EbF1JUVXAYqrenH/9cLRCNweG8rfxvCz8Jrgh8mfeIiK4WMPD7F57M07BHbJ62HAB4R1z7x9SZ5yZ2lW6z640e1bTOA6VwCr0/Gnj4ye8CgNLU2lUe7u9h6iLNQk0j6RwS+ke+9/3lVV/78HqxtW51fpntXtD/25fOW0HP6kzswnf0tbDgpgF4qG1rHaNbNqy9PHA6wxIceDpD88F6PVkYlSO0CiRSAAnGwIWCQAgw8ymIAKCILqP6GKY8MV1nKAvO71P0Dm985Fe/+CkwqRc5yd9PNWmIiFDO93DhBr8SheWaYACeUgoXDmxYFAAhICRAwsdlafJbUVRfzIIlLhxYMKkJnfgmRKQZlnKVWaQQJhPZ89J0HFmaRAkl1HDtAACJ80K0sj4D5UMCxGl5ZEYCiJznQ4CxYZ02hcw94yDd8fjb0f5j7uwTQmIArgTgpZR+GQAopc/jiBLz30pqZG8vIWQ6X19VX3H9FVtLZR569zCE1g4/8c6/L7mz96ab257svvQj3js5TsfnbyvhldLStrpp/NWHn7rnNkLIpqZTrvqhFKh4X/OpH3io96lff5RSSmdcPG1F7fxAja3bKKYohvsCnh17S5g/W0cg4BS01NB3nJ2eGj2baWZlbLG6Dn6VEcVNROAup52pGf5Z8xcSwoBw/M9HH/3Nokp51clqvbc2dl7V3RVLmo/3htd8iZNWNw1u6f5DLMZcCQBgSXPgjDNfoj3ECwC2ownhSPuVHCdB6tMxOvrUx0RnPMcqnpO1vsP3BIMN3wcA47UE5I7pHACkySAS2Qw8Si1Iogw3bMHuHrFobz6vMlY4xFKk+XFoMOCwNqwAa9Du7DPl3q6Xjo1lJ3mvMsWzeEGTMmeDyCiebGEQ4/pI2YeA7JbLiFuHobn5R6grPCvp/M2qrfhSSPaE2aZLJVaFxKoYLx+CaMsomEnwnISinUFUbiJFZxQ4cjxa4b3wSBFky2MkV864LGUYDaVUAZmvmdB/KVKpQxFrFzJlezYAyFQJ8BBbALznnH1CyCJMqL7fTSndAABHx9o3w6HRZ28lhNwevuD8D3gWLbxtMF8Av9NGcMWJ57kJIzu2Zc/aez6163MrFssVvcNpfPDX7bDEWVey4jOf/8lXRu4KnLa0qeaWc16o+97HKvSDg9cnfvHwwwDgrepYx3ASRykFy/TC8hFnMMGiJmxjwTQ987M95S8/+ABzY3N1SaKa/Z/jj9//nYpqn8lK8nRvTjlBamrgAcyicHaO37/7FrWt4Ue8FlzetuD9t1auOvO3Sk3zNxwvP+r2F15DsGIew7DEqfRcI4iBhUfFyrxh2hqYXt0AAGZ2pLtvw4EzGLdwkZ03IpmtQ78Ihqafw1RHeK7MQKlpUACgMNQJWmnBEFWI43GYqh+l7kxJt/sFt1HlrVQfzJgBd/Aw6jyjtLp9NDt0oHwHTj82dp3kvcuc8LqbY3LLl0zXhObkoBWGc2Fa4S+Md8HkXCdpD5+j0fy1khg8hXckxskmp8XYuhoAMG0THMNzupVHutgHjxwDtU0E+Mjr5TMg8IkR8K4MyjLIO2lK4aJAso926i9+zqL6dgf2uE+o/KNAJACAQOT2d6Y33lkIIRImFjnOpZSeCwCU0jyA895MOUcc9LWEEHXaiR95wLurjmibkhCterbp1MUPl5JD64cLm04MXrD2JdarAjsTiIzVykKVc9Pe535yGYDu2V846cqOjlkblvzkfV399+86f+S5wykAuHiFtaSsM8gXHPQNmtwJ0kHneTfKOoxgFHp2/IiLzlqkSIMrTFWKUzbzVX1MN9Ctfj1U7q8hwVmLLTkKn1L8ycB9v2o8ObJrY0cbVvjPdL529ddqdzw8cMIs/4WnryvsPXC/vyl2PQCOsKy/8ZKPbTAtuuBIJzGnL7ZPWzidFxcigy07Hvr9Q90V/+4Uclfpo8P7mBOtBsuip+tpB5oxhVFDEZkGXAz074Y+lQPNZeAE/XD1smuM9uVU0w5KOseU9AGwogfUHEcp5tr2ePmA3t93/zE07yTvQSSiSLOx9BkfCc4u2FkkCwMuQF0JMpfEKGxYo2UUL9Zo4U4V/oY4HRoPoeIylXh5AMjRNDzwkywSlKUcYcBAhsIQMDgqkipCgkp84KiAjDkGkVOh23lTQ+HLOSQ7vTSwyoCuVqD6J4QQ8BAYicozAPzrOPtHcmqeggnhpDOPlPv/5V1+s1BKXXXhDJlRpAgjiWA4HnxNJQAQJxr+tGaKvzr5SycyJTuIBvUgqOvAMksFAOA9gQpPdcvHOFEhvCfwYTlS+x0A/aV4aV9+wByKPyPVZlUZbE2t8GhPGy2NPajrRbeUHN59MLbgAo1lq8XC/kPJ7Naukrd74FlN8z5UsebsIWpaIKII1zSNivevvNS/amYtABjxsSY1PP1GX/3U6wCg5Dob0iP7vsUJSnWh0qlTWzrak3wC/P6ebXp+9GavwHzWH2hYnlfHHd/yaR+3n0jfG62ccrUzteF92Sc2fcXdRuaw4AVzdgp8IAQCFq7A4sCeCFiMQx9N2WJTFc9KnBSwozCKWSDjwpEKcI6fBs40kd+37YflwX79rdphkvcmhBAyDQs+IonqqRKregCA5xVAN7kU4n1VaGh0bQcu7y5ybFcUHdHnIT4QyrRYhgZLMKBbBXgcLywYYG0WmXwfRKjQuQJEJYRUcYBSlxIfV4O8lYDC+cF6Q+Rg+ZWlA2bnFgBoIzPPkaBek8/0b3DE8MuO6bRrtPDQMHo2v7M99PZBCAkCuBQTTv5MTJz3esuh45RSI3bVVXUMy4IJBkC8BfD+AAAE+ML4Zx5/tea4L92+FByvgwsMgVq1hmNoFgDI05oukFprFwMAtZyrATwMAGY2uVUxoh8leifTch0Llp+i/sdm0YrtyReeXe/PfO6Dz2fPP1UVOJawjzxp9wk+URr/5a+/GF6y9KxA7LgTAYC6LpyyllaWTfmYOLteBAA3Y52niBWNSlXDWgDIxDfdwmaYveVyOsOdOvsTgsAT7cAwNc3sryVt6DEz67+DlYWAVlLq5RnTP2ol1WlyY8va4PzeGdyjnb9DLPABu1GAY1mA64DRRMz0D8NrFHB4z1hpVGpR2baIykmiLkUqeGO8CCLxsEExVr2C3L6xvi/+/R/99OeTeSEm+Tupl6fXVQgNHxJF9UxCGIisBJsxYarevnw6Pj3kRriSXmQVVryCzRkrfV6RF1kZJlFiRRQgUxkm1RFmq+DCgVPQkDa6oXABsAyHsl5E2hlyOIdhWS4IhzjwixFkzfEtW9IPLgMm5m+coLxPIXJ91op/lxD6CY6ypOhmvvZO98/bCSFkFibG10sBBAB0H4tyKaWlGWs/1cKwPCQlCN2ngpNU+KrbThrvfO1MkhoOggRhKWlQWg3H/K8pm689ep23KVwHoE4byp0F4A4ASGacl38frzt3SSCN8xexZNnCw+wl37PM3c8HE27KtL57xoaBtScq8qFuU/+35zODGzbrdvyR9eef/fmpT71qN6GEKBinZLZUpao/fqn3eEVhyOCgo26j4rnyzKnXMJLEsV7PktKrr31cqK053h1OWf7WBZdzpTy01/r7TC196/hCvdaZxX16Tz/nbhbnn8woY5vqB4MXcWxVeN+98ue6O5lRJs9UmXwJoicCo5iC4FXhUxLIZVxkNr2miTMaFDbq9flGwnBlF+nKHBwPBQlEwfl8nLVn15/Sz6zfdyzsMMl7kw4y97QmdJypwjcbmEj5LFLC9OHgy/VoWxpBFVIYjZTBnCFAafAiABmeaBE5YlAdAIUA8YjCvkHK0MBDAAsWMlRkkYBJbVeBwmi0CBYsPI4PY/bgZ/fQl78LALWkZR4P8SMUdCCL1O8c6pxmwz6QxOhv365+eEvOPiGkDsAHAHwQQBTABgCfBvAEpbTrrT8eUNq2d/+Xbl9afDXX6NuRIjDZUbDhIAB4f7Bp/lVVlR0QAHRlbXCJAbAlR4tcd8lnQ9dftjbb1dsTEae36Jn41nJyaKT22jXnobGlvO+P+jfCs9t+Qd1xAABDCAm0h2Wfx7lU+D33R6mqZj4A8IHQyZ+8Z/6maL0y/5nb2KdLqepo+sAgTGpks12vnqHOCc13NYMyikjMeG5MT5rPOVXGR1he5F3bGj708p1fBICa8674OnWd1W5U1ejmxLYoKq/PDvU9klxaqJSPa2hVZH5BebdDCGEEfjhXUSVPuSk/3P9VEvAuYAay77N1FxwrIXZIgZcLI+8IGAoVOFT7YYZFue+BLffKOlnXqDV4aJ5i8PAomKn1Iu8NzAQwGcI/yZtmCpm7ah5O+LYAYZFkKEhpgyMcK0T1cobqKPR44GslIDC8BNXy9MqSmY4V9VGUUAADRizSnG6mSxJAwYGbSEtCGLh0Qv1Zzw+CZVlIjkQ4CEjnesFBgCWWYRPLVon/skXkxC/r0OJRVF+mEh+nUu/cA/rO45J0ZOs73T9vF4SQEzAxAT0PQBrAEwC+AWD9kd2mtwzTmx6kahyWXYI0rsH2FeC4FhzBXfps55wKP1MFOMBwcj/g5srhlVN907938a3BGGnURsdLbDSk2OOZLfPPratsWhBe21xX2JzoWr1Z8fqXE1IEAGRSFXy+c1ko4Bv6YHvrq72hIOsFAG9Mvuq03574Y9dxzdf2ebr0rEmY4cPQ8+MvjTx7/69q5lx8DoDZbsmAWUg/BcqZAOBapmtzzvYdW3/2ZUKI0HBc3fFSVe1cUjB3BdsNgVWarzl4x84fqMtOuImpqON5Z+xSEaGYXS6A1sgnl4PVm8jjnVe7s9q/YoyMNAiqH7Nj/bj3osPgOILP/LFKvaufQJlehVL8QFzf3DvGrmxeLFaHYY2n4VoWhFBoBpEkFUDuWNhhkvcOhBAyS1n5hSqu5aMy66t2HdfNGmMpCuozXcM0S1nqdWVOp2WIggeNJHxeyo7DdgyYtgYWnGgLcDJuhhVcBSlnDBLrhe2nYAiFWdZQcDLweSohGjLrFHPQSBq2AiRLg3BZp21a+MSbg0rNcVN9x6PaN2MNQ1iwRaH6lfRD7xklfkKIF8BFmNioWghgO4BbMTHOvnKs6sn5i6MujbfY+VGwjgecpKBI4uAVzyVcXSVYnwdcyI+xLbugaEz6+lti66bMkm6YXZLFbutEmLlyQhvNbwuetXYp41Vb9EdT15x659Izpgs2D2QAANFeSWjIN85h1fxpTfWdJzIMQUeb2HHS8cpvfvzN2JonnjO2/OIP6xZ1LNiNhDbgHN4/fIWXmj2jo9BaWqCmUrCGDuv3OVNLZzCSVOuWy8OpBx74FaX0Z5Unnn2qo2vv4wVV8Y4NbZh+srvuV8mOrm9+U3qo2L7gbLPGH+Xrmcukkr8yHkhDn996UyY7dhc/kk/7vO5n9VSc4wUvKlftxszTVOgFF4/fIypWiAWZ0sR2/+Kl5zjRM42cNreS4Vg4fQkwbBB8MDT9WNlgkvcWDaS9LozYf/gRPlOBl88gkRapKBrQRRduwotAKw8BJeQRRhXvR+T6LFLQUAAFiAWjVIKrunDAQ4QODQJkaCjAgA4KoIAcwoiB5S2mbBXAgQMFhUYLrg37lHnk+JkcOH8MdYtCJFppU2vRKPp/tJU+E367++NNO/uEEA7AGZiYgJ6CiQnobgCbKaUXHdvHm2BNdGDjzUuT676eD1t3DId46jHgJRrYqfBbyn44gz4UnRT4qGwauT6fPPv936SFNOtOF6yBZx+6wepJ/arxs2fdEFwx9Vuu49KCMdZd7Nu/32ENyUyMj8ydOlgp86Tl+V9VxCucwHXWxl0ZUQ37YfQdbPpwYBEA1M005vQ8L1g1diOfHj+0gWUbl8mbmaXe4TKx1CKcfdrPRnufeqRm2Vln8bK3OX1o++srNiMP/PYb4WVrNtnJpDkPK54SJVWUOO+y/XTgdoVjPq7tGUpKPY5PxyG3GvUMI7Mx4tJLCnq25BwaKJQkH0VTwFdFVAAATwV4a9tQ3D0MR7Ez6omLz7VNnR1/YRCRjAqzkOuxh5yDhZ79k2omk/xdBBH5sZcEprnUgQEdTrH0cgKJu8NC9R1eqaLD0XUUkYNhuvBJMXCMRGR4oBAVRZoDD1mCwoHXbJQYLRdS6vygAEoACxYZjHfG3JZpDhzkSRYq9UCFD45hw1AlXhYC1wimzbFgwYKnLnVhwkAdWv6tlcy8oYvu2f1O99E/iiNHoa7AxAS0DcCrAIYBfIpS+tixrs/VtE2yrqS8Sizsjm1DfkYBCKtgdrgxvWgTxhyFzZswwxR0JJMJndD+CU9rxUVSPgljrLvrwG82fzj39KvPnn330s11s4LHxbv14tPf1/tKQ9z+g7ePyp5Gp4vb2LJEV5NyYobR8vWnG/ybXNfi4LoHuqmkrvEEAEDcWxrFcc1wTctlnzvw1ILrZp2e7Qm3UL0AqjnlXHfft/TcK4O2Vtjl6Nrw6LMPPgwAlFLTN33uSWJlzTLvXHa2f+70mwDALhl2sWjs5H3uHKt3NAlPUXIF+KW5zeBRsayUK/byXbqULY/lvFyTHKhnBO6ILm9llINYaoTeNQx5QLL9zbMXl/aMuLpSYqhu5KxifMhOpu5zy+VJR3+SN02bNH9djG+6hSEMSnYWqhBmevM7v+M4ZkMlW/9Rwkhz2KoYTLsM5GwIhICwBArxgjAECbNf4VwOlHFgcxaltuPwlstZxIYkqLB4xiSslPIplVVFkgRjsbA9AkJKJXLlMXiJP5p1kl/kGYkReZ/FEBaGXQKhTHh+YO33Xss9+YV3szgfIWQxJsbXiwAImAilTVNKF/0j6rNYY70xM7rcHaQ205XgEjOSYHQG/v2V06VnszDqdOhMEkyDgtLO0ey0efItso+bM00B0s/8+U8b96ifKfANdZ6Vxz3JKooiVgWGDu9NHsxLHinbldJznXKpc2fL4pyYKtgNFR+846Uut60guuVRbWjVTGlpKMgyp50kL/vZ79zxkZ2rKorFsT4yVuTisZUX3LR+htK4bQSd+8kLB+65e0PgtJPX8VWx1ebA0JNHvwNjzz70ZGTRquWE58PHf5j7enRqeBmldE3XgcStZYstUj3HyuqImppbtHJKPS9EKz2qVXGds/3pe3UzrhVE25WbW/w1fmZCaNvDQmyJgi0XoA0wVlVg7hyWV0LpjUOwVzbAyuUGSN4Z1wf6b/1H2GOSdz9RVH89SKLnARPieyKk/DiGP+GB/yYPfHM0FFFGCRoKkOEBTwTCUh4q8cGiForIqQCOOPhF3YegxIOHBR4CJOSQ6a1EXRMhBDkrBQ984MCDh4AsUkw1Gk7UUAALDgb0MgAYKEOF7/RpZMHGTrr93rezP/5mZ//IBPR6TJzHjwF4+cjP9wI4B8DZx/zpjnDJj8Of7dheW9unh331WldVhW2KUxflsZFZAlYRkNufhJSeBaYQF65Yp/1ww/719mFhGstKKi8ubboq+dwLP2j/7mVthGXAsgyRKkOtDiS4zR5TgBt+bdP4B4eeiX7WG5q5kK06fEYk0ALCMCgb5pzurXHUzuRRyDDjY4PbrmY5cYrkr7y2unrZHwqJ/nFv3g9SYOCyaR4AaqYcHmN4xu1/9mDx6PNTSqlnyoydhOWmmkZ5ROTUJsspj4z+6KHPOTn1uHChYmFFIBahlCI73oeQVAPNyBBuiuc4RqgC4Rm4BQ79fLfmtwOK3RwCK8nASFljDbKrbA+tdpsCMBdKNP/I7h93Pf/CJydTlEzyVqBwi5RSGDDsHNJ/5iG0VDKNf/J5a6AZWYhQUEAWXkNBMtMFjSmjAhNnRDnwoLYFweZhwgHLC/0y551VLCfgIwEAgEmNtjE6WKAMo1a61UwZJTCEAQMBJTMHG5ZDIHEWbBSQLbHgSRRVKiFkDU+FbwNY9871zj8GQsgKAJ/ExFEoBxNj62WU0q2EkGPu5B8l/sr63bGL1/276A1/hMy2GXHrSA2t9DMiqSJhJQIowFioH/y6VpT2DM/AyGhU2b4b+YYGiOFQ66zjtSUvPY0Nso9vB4BIg+DxxSpnjHOlAjftBO/o6PB4vuvP5wS+cM6jXLBtVrAwDkwTYAMY78vMDSTLcG0Cp6f/ntK49XOfm65fc2XFV1mxStj1h/GcaSyGwxkcw3KSPj5sYjg9BKv83yLH8vt2pDwr5vcIKX+ta9ouI3AMbKdf37Dju2yr8bjS2DydCwZh5TJwihrAMiaTdNZykaqwh43BrmCwvlBLv3znkBuICezdqcUACNpGXz08QhfLKTIA0uFn3K1DxVK6+4zcky9MaqFM8ndDQXMuHAuU8oZbHs3ph56qRsPXNJJXVfhAVC84TgFN5UAcIElGYXEOjmpSyIwKWDZcl4GrlSjPSRmeEaIsZ0NlfQAgxMmYPFbuMRnd4v1sgLCCFwCgimGki0MwULb9YqPgZvqYuHWoxDMiExIqZUrpDTO9qw4C+MU71kH/AI5sVH0Y/3UUqg/ANwH8EgAFcOAfVXf87ru+Vb/ywuUC7+8gvTlf6A+MX1QisJVKqGY1nEMmhhdyQLMKs0r58uPbRnKSwiIVakHHvMEza/fu/9Ih/8wprKIoAMCGA7VaRbC2M03zh+RVXo103hQUenZXNS2/RmESK6ML/JCbZbANvvp7nig6U5rL+PNrcmFs/OXTFblxGSxnVXPtCXeXzXxpLC+TfeIilLl+AgBOoZQlQqbfHBoZeWMbcv2790lTmxfqef8oAFglywgLift7X9or+DvC1zVe0DqLEALzpTgMVMJKJQ7as2ovYOsiYHImWEPE4ZdcTddySk6KoajWQykecO2XejfakcZVxvIMJIui+PCWLbmDO0/SD/WU/lH2mOTdjwunCAAWtVBCYZsDZ7QJUx/RUIQACRx42LDhQwhF5KhJdcJBAABw4CBAQhARpJEAQMdFSPUGNATIxDzXpU5jHMMJjnJhERIDUAhEnLifcsizBcd2yqwHPmgoQKe6FkZUVomvSaPFnxFCHqGUvm3HrN/Mzv4qAJ/DxArolyilO49+cPQF9I/Cnr3w4u7mKbMAoP+FLb3JscbarqExy7vGkllFIIw74de63hheOtTm7ZmyBkhmQSwF0PT2wGknTVFC5n8wPNdIM5ghJZsqymLe4lRFACCw0Zolek6Y4gXACBxsWwcvKGAFg9+9L4yn/qyAjKoHu/b+8nF/pPnQtLqrvw8AgicYjI/s/2W+g20tn6hWT7t26YdOuLLjB4LKKZFW/80AvgoAwUXLGytOOes5Phhq6n95212Rvcn/KBjjzwDQ+VConi3+l73LKjX35zf9hB7XeDnPKVBHGQAaeKUCSqhOBuWg51NAZwaqKSomb8w3alibCwc4hAOE7okviSw77xJCyB8opW9rHsdJ3j0Mo+/qGOyHFHjrKaiPAz9TpyWorgWek1HEGERIEIkE3hZAWRcpjLkq9TMABQsONizYjOP2GXsvoNS9zTWdVQRBwoEDB45XPHW8yHqQKQ6AdRjkkYVFTXgtPwTiF4vIgQGDKtLgKdAcXDiUBUdcONl3un/+QXwOwMmYCNP/KaU0/XZVrC5uuFJqiDW4ugXrJ91jhOMj+uhQAcFIEACIlwcFwKkMfn9JT2xJRxnfeJ7ij8JKuK9lLgZwy/De3FfKBfe6vu2xVkKiMmK8TBgGYnXtokWL7eWDrCUaAHSDTORNdoFSUVTGNprQJBUF09+V/vGf7l/7H6u+yiu8AADh5vSuA091jtkiDSkzZpwfrJj20VD9zGttvZipnX3KmqFdT70GAJFrL/hQ6LKzfkwtSxt+eNvX5SAfH7l7453BOSddyKl+j3PkHUEYwD68u5PfyT4e9tfcUDZNGPUikNHA8RJ5YP+prLGvCC2UAVfuwayllW2l5zq77Y5TJ+6vtzxScfzM8MUn0dTd6ze+XfaZ5N3F4fKrGzuERf8WciM38iCi5pZnlLmC6mLie0p1HabrQHUncrGbxILASUjqA1SETGzLgEIUGJwDS6aDyULv5RapucdynWqVBmFAhygFAp5gLSy9AGNsBFaxCF30wLALiMqNcKgtJDKHEDL8rEAENcPlLAgAhUttar1tY8/bSAATIfqHMbGg+uejKveEkMhfue8tUzvr1FMrqxacRAhBpmimdD+naXKJl9LUAqA41AYRODCKhEppH3PHJfmgZhBcsUnBU0OzBauMVcVNr9zFBvyrGEVYLtVw9VbOoXxFtQ8A+KroGnWBLtAUBeHKsO2J71ExY2OHW80u+XcvxplwNt5z+zYA25bM+ugVACALPtXevutefaonQGJMPnzZug/6Vh//BT4aaREb6tdj4n0EQgiJfe7qh6VpLae+eqD7FW183yf0nLH/5Vtfe7Humk98CqUiMJGSDIThkdn44u9kLlCpMt4pnj92odzigVMtoRyrkzuzYbCDA/BH9qI4wDBSQ/NKjRvO+JpaggBA9xsdVfnjLoxOXfpEYv/m95wA7yTHhl4c+KJN7Tl+hJby4EUG7LwCsmBAwIFHHsWJPXqiQIJCUjQOEzpyNAMGDDhwsGGDYVlo0G4ddfpqRcgftanNexEABSUeeKMe4keOpuDCRZamQEHBCQpCfIQtWGloZh7VpFG2qAkbtsFDEF04GUzoLr1tvBlnPwFAx0TovkUIuQ0T50b/4TvI1tBYt9DSCKobYP3NTWyoBg7a+bEHn3786ouy63TJwfOGhLHBgp2Y0sgRQsBFg3B70gDhBWla+5dHvvuTyxpPvvy5aK1Ry+DFnpFe6T4pwH2GUGq0ZLemC3KHnMwVsazyMN2RqCgbxMPnPTaf964AmcOiKOwVASCf6u0uybsOS6Sm3fSNDPXLqQcCZ6/6s8xxK7VedlWxkFYSvTzKZW61UFt1qzk0mhQiFYuFUKQJALiW+rk7nvr3y4Aj6XYaBwvhk0Ox0Qf3GalXSo+WzMz3yIqpV8nNrWEAsO042CwLOjAMT6iDAACbJiAFEx5vFajr+Ls7d2ZpU1WAdCeo0xCZ45vf9jvO5z8OwMf+0baZ5N1HC5kxPYDwD0KkohkAfDS4SoEHJZpHKt8HhfWihKJZJowQpgI0rgxJ8INolOSRyZnQRS8XFf1yJQEMxm/ErttlvHjiDHLcq6w/MC+bG4AHPvCsApbhoCpR2IwLSikcMwtWZwEAJnSTxYTTJ0FBAiO9PBVJFsm7KkhNmwNbS9H48DvYVceaQQA8gE8B8BFCbqeU9rwdFdujxRIaYqCPD4OZPaWSCwZgV4b94dHHNx6/yFq+2+/B3tEYrUofpkun6gxAsKwiiT+MW4A7taNyBXPW6LatD1SFK05Wal3P8ODjz+sjdZTy7EV2Mv7iqjm5uSHPI7h75xQMj0nmM/mibZmQXLWGaVzmga1bGBgr6ACwZ1Nps+XVdEFmxMOH6Q7Hx8uexrYLAKzRjQP9ZjYBl7pBh9qnEkL2UEotvjKyipEEDpLgM0PVfM937/g5vgeEV548qPhlmxoWV963f9ix4nfpXYe+2xg8s1PxxIjPcDHEJqCXc45SUFjRH4GICAx0g5sxE48YImhVX5XbM2Rz9ZWcG88YnrPn3OgS+onIZaeenPzdk28qHdckkwDATHHZ1R7qu8xDfBPb7aAh2VKQF0vIsGlXIBKT1UdNUI8gQAInSKAMC62UzxdJRrRdkzBinehlA7DtRMRmnUKXvWvdNPmEnVmxAEUMgucAjuXBqSGkgxkImgvb1EEIASEELDiYZsliIPMAYFmakzSHh00YI4N65/oY3zA/76T2lt2i8U721THEBDCOiaNRXwUQJYTcQykt/6Mrto1Sp17OGrISFCGyYXbhVLAACrv2HNCZviqzio24NgdzV6+7pm6A+FVC/CowSx1H11gDmLrjbtSf+d7tsbPOv5dEQlO1sWzJSPb/UpprX856PU1Gz+AGpiF/uRnbjHxOwgubhHLzoM509fNiSjsORAnAl+iTCCGEUkpnzNi2r1iYOsfnS2mh0sbvbZ511WN8VaSCb6o8zRpxZCuRgGvbi8Tmhiajp78XgMpVRVcDgNjWuOjlH7xwbXnPoV0AoOxM6xXh6Uj/utfV/KMvp/aXf8bTIOPvmHUnABg64NvYg4Gw7cptixgAcIs2mN0m5PkNAECyQwlHSZZAHcAZsuVw24JfCb7wTkLIvMko1UneLGFS6W1Cx7dFyPMlonASlFkaLQAg0FFGETnqwrYzyPE8FWDBhDChp48M4mkblkeEwvAQONlRUAR7SRf2LZ2KeQ4BbkhgBFFUQ0MBAOBDCFkkwHMeWIwJnpmIEKCEUgcOBcBw4DGO4YRCVRSRvyeASKiC1ETG6XDn29Enf7OzTyl9lhBSDeAyTJx1egrAYULIzwD8QwfL8o7OZ+S2DpNSVyCOTQEQ6jooZJldB7vERZcsHIn4hB34SWY1a/SPwjVGYacyOhS/xNVXwDrUFfe2TV82c+2ym0++Kkk4XsSz9/GzB/pLuTn0iY3h6IybD4wsID43ST937VbSVDuufHJ7Bzbv8lOdZQkAMKrCHnkcT+xitUkKW3DtcNPAd/uqqeOCcICuQXppX5sJf1gwrcql0Y8tPxi66Kz3Wb29T4uVNS9yqneGMT726zc0jRU8bCS7nyK4kohDXbtvpe2rr3QNYyF1HMB1YWUysOq4sm8Pz1l6gScMi2yub4fK+AMAmlzqQKltCTgP74c3w5f1KT7FJgQCo5yGSWd/kjdJA2lfFkbVkwGEPEWagwIvHNgTE0TKQHJEKK4EhdQIw7QPZRRhuiYcx4AIhgQR9lMABkfhMDY8fAhTxKWfmimvqDKgfUezsndy4GUXNrLaIDhBKeWNRNwjhpvCUh0pUYK0FYfiyKCg5TJKBii8BspOJalvBgCGMt9uQPsUF05pCpnzvoN053PvcLcdEyilHz6yiHrNkT83EkKeAnAbAOYfWbezx3nILGsL2KwMwhpAEHANXR8MWDsyMRz3xZn7uS2pfsK3WeTPLzioraC4+4WKPM1aPoEJ6q5ljDQviH19WK0/q9DahlBjuam0ntet3q5dH539XKhjjXdRoJLBokzCfT59oVA6NC44Z/BQRvsBAKzIgfeIEQCw6lpm9HpnSABgVI1MZ8bt3iP9A1PPa4qvFQCB1Tb3FmX69FMEX+hk77kn3EVkaTkcu2B0Dz5wtF18KNJOLYdjdRssEfvQRx6rqD/1F2aqYCqIoexkYOUyICzTZ0lOC3UdaLm4ped7n+cbK1YB4FxHVPxxD/KH9rtc2MvQvAWuxiswgrwObzL39iSTNEpzftHETrnaJgYMuwxQOISCJYQALBD2NDAAQE1WsN0SKLFgwIBV1hFE0E8BWMSEygeh0QJiUqPq4YLbe4qvnpA3E4+qfPR0p1AgNusgaWQdluMz6eRhWqO0RyU2AM3OI1HohkQUCBYznCKJBolKRFSDVlCubgTQSGznxRipm51zEhsVxnei5ubNd7TTjgGU0jwhpBYTu/rXYOKYwvcIIXcCuO8fWffogRe7ay//8AFJdWcz4wTUtkA4Hq5jj5FUQePDsYhdFOHLB5hNO5N4uiWPsu7az70ScAUaFSw7M6b4K/ngOWfeykytrBf8HvC7fN+JbPPotPTSY+Sk6k8vOSWkUIfiQA8DpnqJvHmbgQL1wQ8JBADDShwm3iPOdVeN1c2dmQUA5Y67xeM2O5QFAOJQzhodi6tzZ8YYj+SPXHnh4eg1l34BwPfMnsFf0drYxfZY6gl97+G9R9umcP5gTkyDSQcZ7C7dVzVGqqiXW2e05A1e9Ym2kEe+zQOWE7POcDLEVIVgDA+PpCkd9qJhIQCw1bFI6pUC1EN2SRAiqmuZ4CTPDEz4KO9a7YhJjj1VpDFaibptYVLZUKBZuNSFhoIrQWFsWODAw0sCBABv0RFqQCcmTNgwwIFHEBUhAoISimAw4fbVkda5ElX3Z5A4lQN3iQSlUkMRBgyYNGmY/4+98w6zq6rX/7t2L6f36T2TZNJ7SCAQQu9NOhZEsddrv/Z6f6KIDcUGCggo0nsnIYUkpE8m03s5ve6+1++PSbzo9ap4E1Ccz/PkeXLa3qucWWd91/qu94WedBg7FlFaBM0uomil4NgWXMeABWMoQ6caLZioQkMtQxgIVH5/BFXvECDG5pOVn9lLt/7XsW6X1yTQRynNYjoN6qbDAifXYTrl1ANgByFkDYAtlFLnaBZS7+kbil59+fv4WOyMylj/HiebX2FnM9uE42e//YVgPPLslqwrTIiMU5zMuLQ6HE7HYFtxcezgxq+bqcnR4vMv/S540oZtgpInvDA9Z/b7XfnjFzwrr1qoX/mjB6cwao6haipOBsdEzGpyoBATgYQ21rO5c5LhuLzVO3x/++Uf39t60QczU5u7HoqvqT03vXfsqYY1kfnFg122IVTzXEGJu1VeygAgIk84vzfEi75LY7VrLjC7UnenpU0fY2XhjwMXpdSed/67plTf7EDeyOmmt3KOp739ejtfALtn3GV5meG8CXuw/7nLSV3Hdyo001wxcwgLXsF0LGWq0luybE3lhrwkXqmG6PEo1qCGIdoLdVgb+9/ac4YZ/hIxUhtsQNvTDDiRJRwkqmAUvfAi5JRoni2hMMSAjfOUFy2Y8CIABiyIS8GpXjAeAWxueoAz9RwYloNHnBYdFYlyrhfKSfnKxOdkeL+iEK9iW1n4bFlVaU1zkkxZBXeCVzQeDPzQUIYE1e+HDBsmGDCuRS3KgeMcOCJHeAHgBYV6TwLwpgj2AYBSuhfABwkhn8C0Av91AB48/PJBQsh+Smn/0b5v4eDu7/GKr9pWOB/dtnuKHYq05/yZbfbZZ3zpNspi07NbnKs2jIB5ZdI69SRJ4nmCy6aGe5+9beKOcrlrDzxKc6VUda1GZQAA75fg82akxRe5Kw9ZJ+CRH8s48+QuJKp0gt0A4/KwHRfJntLLRLe8jpZ/mpW5uWtvvaon5sltzA5OdLNepUbvHt9HIr4VVrEbnOIB7/PI006vAEtZyFWNJ0Rmr/4Pb7IqUdiz/3JTtEVayP4x28MeHDsgRmfbvBLj3KkcJ9W2fEuJ1R1XCPYjmRiFGxPBjrkHKvuHv8Gviv96MtkJzkwXw8KsOvPZvjwX4bxM1hE06Ai2LWQAMMXOQeglE06BDBztfpjhzU27uvqTNUr7O13dhcL6kHUnUWJLZpBE5TzKhgl7IGdOtkuMAoYwYDkRLGFg2WXIahgOJfBSH3LmODL6CCTJDwCQGS8TFZoelnl1eKxw8LvN8uKPshYDqWKxAsNFHBrKVOwiJGLCxwSRs2xQ10JQjDea1ICHCyLtThQAeE1H12R45hJC4GMjaxXGOwfA7je04Y4ShwXnfg/g94SQekw7Sb0D03pUFULIuQCeoZSW/spl/iGM9Pj7iCx82Bbzg/Kz22tsldUiKdUXCjSf4hywMBHJw1Ht/HCixv8RcyHAgMvl9vycyw10loe6765adNrvdc2uZ7wKAID4VO7CEzd5rr9y4LJHN2bxvV+twZIL8xAZBxYAlgc4v89yxre8YpMqTp8Yu/ny29Y/cc3dp8VjfcLzsYi9Ipm2B7738JoaiRRtUusgkFN4sy3oAgCjKHArGsv6/efUnf8OHxkm2dRTj6/lYuEoAPdIvcabc2lxXQNg2dDu31O7uNTxUYZwZEg+aDD1fgRPDmPk7oM/0RU5IEG/tNS1F0oZBV72VeVGDuRguz6PITMsq8AfqVYBIJPqhyVT49X3mWGGv4coEhtleBoopfDAj3EMQ2JViyG2WHILadc1GZ7yQQoXPATCgQcDBgVUwEIGAQEPAS5s5JFGjNQAADjwDTVo2lRG8VELpSVx1M514cJL/CKltHbMHUwVjFRENBgEEUIBWTBgSBUaGisowQM/dFRyCjwBC0bej3A9IQQK9Z4C4J8r2H81lNKtALYSQj4M4HJMT0o3AsgRQp4C8AtK6aNHpZQAkr++82eYFlIBAATXrFsjcNynAQCyaKVeeurd5vDoI7Urz30RfrQTartrz6QfYrnk5uc6671eI9gwssvBdq4Izm9jqo/BcRfnARCsapnEYySC4p3PbeSRGr3lAV7Zmmd6832jvy3d//LuppZTfmBUN39VitTEAaA53/XC571P9nxGbK9zls89LUophp6zYUjekeL23b/iErFzQGgbQPOhpH+Jr6p5uePalGkPO6TB44QvOuGjmXtfvJlS6sLxcQDACT5JGnbfRl0XjCiCI2ZFlsMeLTM+EtjrOkbb6C1SMP7FsBkWw4GqjrSQghSpguQ6IL2T0Mw8FXkPqRg5I3TI3l4sJj91tNp+hn8PVPjODZCIaFMbGZqECAkhJKASLwsANrU3lpCvNqCdyIBDBQVEUAWoEnyhNgBAkQ6DzxA4sMGVHWQxBnAMJNEvU1uTfVbo7VMYf59JtS8SMBKhJG7BQsAK8IZdAiEhCBCRpxn4SQgG1ZBHOqdD/46OgR4ZqkCAUoWqN7twC0Vk739DG+0YcVi45XYAtxNC2jCdTfVWAB8hhBwC8BiAb1NKh4/G/Yq9+0sA3vfq5xo/eO4dlJ0OrLtS4U1/+MG2T84VtZZzjhN+xfMslyG+Jue4qv+0Bp2vXhPufMeqNnC/2AbkalIoT5URDxHIgengX6wBXnq2xeSkg7eVJgfCZXXCorvZzvyW/d+uzGrp4GtiX5+7hj9JDCpETvha+K29mwRFrgy3tL6bS0RkO1cAOB7l1PimfE/fJpeja+waf53e+cqWWPtxn+NEWWRE8a1kdr2nMjrYJdXVnacPD3fxii/OyR4OAARGWWgbug0ADGUdtPtZlmPB9ORe6miYyg2N9j6+dD05dfzl6pA2xofi/vkgNkGZS8LwM7CNClhBhpkvTTkc/2Rlz75bj0bbz/Dvg0cMn+8TI9BIATktDYXxQFACsleKAYDYV9zxNc4WfsbygmDZGih14BOqAUGAR4yAUopyeRIuKHUdixDDRgYT4FQfVDHuEwx0hIWaeyfLh34Pwqzys9G4Tg2OJVyQmrYrSiEGAGTGA5uxIbAKilYeZTrSPVHuvrZgp5a4cHd4Hc/bNIhXlt3cI2lnbN9fr9W/JpTSIQBfIIR8CcDpmJ7D/h6ASwjZBOB+Sun3jtb9kg/ftwnApiOPw6ctiYb9y7YBAEM4WF3d38k4E99VT2/5vojI+ZRShDv4S3xha3LwD+WXqaCeIbgs7Bd7QCMyMJjBmvf2gxCCM48v4KfPcdj7qDlses3nMDwczBySJ838rqf7777/zsRlV3+iYaX4yeoFcgsADFcajffu9/SNvkB1qXbNJ2VCYI6PQ7YVi75y8Mc6cU6hljWXi0cUdqhS8bUu+BwA0Kj6IXZ2nSpEQz8jhLyfUmqgxj+t2yXwEHzRayxqQgQHHkTzzPOJdsUwRTe5g2QLFtffcFLNgByzVsyZnRWSEDsOB1JbJkFTBUpjlFhmmZqi3WnppR8e7Y3DGd7cSEQRFmNtkwofKijBhA4v/PCJCZEQArhsYdIY+K7k6jdxEKe1TSCCgEEUNWAJizItggMPAGDBoUhzsGGCh0hcOOEw4lftx7ZzKNxvAUyAYblqmzgIWtGIbuShkhgAwKUO/AiBgqKEvOXA/kMGkz/y08icMoq7GbA/4yhfU0L+t69H25CjeRyGELIA0wPmVQAe/3us+A4rEp77Gu7BJC664v2cqny2sWYyluZjdLI7/Q3jpf1fCy1b9wXXMGt4l0+2rJm6UmyUoslBFtnnveVA1WzVKubATRZgBV3MnvUSzl0zDjlEcO+BRjzfU5PL3bHjNKWhtcnMp5/Odr6cAoDZ8y65rqpm2U+zSIK2JuCYpv610+4Wz1lbIVfc00qzC2YRSin675xMprtSJ2See+ogALA+r0I1Q5294fo7vdHGkx3XRm7uKDTXApeIQ9/X+0jxzmcvTSw6Za+XDTfCdqEQL0rGJGyBljOTXSd7Yo3Hy5Pmili44xLDyKXybjYiMCJcy4LFOeAiIbgeGWqSYtIdADwCULBH+p/7Vd3seZdc5fPVfta0yp0DvU9dncvMKJvO8NdZTI6/T4JynggJGUw5HvhYAzoAZFhwqTIKL/AQT1SgthIwyGCyUI0mny5aUGtawDI8ppIHwOYr4CHAhAHKsYgeXggoaJPIFod3ixA9XgQbC8imIkjECSEo0yIsmJRnRWI6BhgQMGDgwoGfhFGk+ZIE2VNG8cUuvHJaETkHgPPvNBkghPCYTkF9J6aFk877e6z4XusYWzXrhIZAY93XPR3u5UVOJobg5rIHx9bKU6KiVDe+57jIVrJkTt73k8oZF1ZAYHWPlNummhVKIiRnTqB5dglGcQynrOjDdk8TDJ1H//0+pEczd5Tz43dLUlgf2/vEE0fOYtZ85b0PC41VZ4aNPkRn+ZA/ODnuaw5XubaLAzt9lE2EiZMuwH563x/SOzdeZk2lTEIIIbwQ8FW1dTSecPlTnCiL5dyYY9YprF2rASJnlV45+E6GGlmvVnuvbIc4JU2hEx1GgwotNf6kEUv9kid24+nnkncG673Nnc9ODg5jboMxUoLWLUDlAhA4D0y3AhpXqG52Eocq0HXrhtRvbv9U/YXX/Zz3BVfpU6M/HHn4NzMWUTP8VSJqU3174PiDgsXIDnVQLk5BgowyW3QVJTJlOpXeojF1ICo2XscyAky3goqeHahSWhtLKMArxWA5OnKlEXCUg2gL0JwCWH8AgUADACCZ7rINLbfJxwYXcBCkCopuWKhVLdeAZWqoMGWIrArNzkN1VeicDX+0ETynIFMazHtJQE3pg5/blXnsW4QQ6fVUi/5ngBCSwLTL1LUAgpTSvync91rHVwCY23D2ueyswJdtj7NQzvlQsbObujbec+JpX1n5Likkrd4z4C9xKr8iFvIvsQ4A432lbCyxLOg6Nsx8GiwrQPbuwlcu3glfBNjcFcJje9uczY8Mn9y2slLHEnf71lsPHQQApXVWa9VV7zgokzR7/Am9kP0surdkxkPLGqv6HilC718JQggMu5NmX+o+Z6jvuYcP14snPB+oOf3yj/nbF30SAErmBNREDvWLXVSGi31Dj+w/QRyYfaO2pvpihhMRyPiA/UNQTAnDxe0fVK6OcKJRrG0+veWDoKC9P8yZTLle1Z0KbCMPzG+EGZMQ2K1Bq6RRjjqgPoL8tq3LYqUaNxSfczMoaHpy/3WDXU/ufa39OcO/F/PJqo+r8P4/GSoKyLoceAYADNYuyrw3V7LS2whlggrU9ZzLoYicrcJj8hAVChcikZGjaTBgQOGCgwAdGrzwQyAiHGpjDIOTIqQhH4ILDWh5VY1HRVZG0UiBNwg0lAAQGDCgQIWOMkKIw4Zla6i4HLjkJIbP6sX+vQB4SunroonyD+/s/yUopXsAfIAQ8h8A5hzNayuzZ3v9J5/0g8Tbr13mbZw7lxCCWYFRvPfcx8nNN4M8Vjn5Q96WuZ8AgPJg909SZeOgkWuOOn5A9kEFAM7jx1RtEtyKOry8fRVSj/ageMZs8K0iokren+i8fKsNC/l4fnd0w9kflOubvuMsC1UhNeTEjRp2YuuOJ1LG0BfC56Z/lsrJHT17lYoxUlBgC9B7yHeOBPoAkFhx5selqprPl8ulsj164G6TFMbMGuY8Ye68JsKyEJprzmRE5US1dU4j6Z6ET0qgkhs3I2ZMGNf6+wJzlnxNzyUfk4XAEkIIJCkYoakKvGIUo8UDTpUyi2XGGYzm9hfHW+Vxpj4xSwlXwy4UahtXXvwjP1E3sERoC4YSs7Vy6lwAdx7N/pjhzQcH3lbggQUDAPoVeFt5iNBRCdmwhBhq3plD2lWJDwBQovlkGQXLMHTRnOz2OK4JjybABAuATKf42yzKZhYK74dpVRBGfCELFjwREKLRuAEdEmTYsFEhZUck4BwYCCN+OH2fPVw2zmPDghf+470ILC3Q7L+dEvpfSEE9qgsdVesvOFGpafpcsGlBeyDQVOsMmVDLRXh5qo4/ff9I9IK3PynH65a/4tTTx+58/Grl9MLpgYSglFRZdREGAeCBiXs++gwYBvjYE9XoeTAI3/AshAkD3TNwIXfemiuYQ0m0+OOfi33gCpaRPW9FyVUdtYSkFHeSt237Fm8UD6px7y1eKyPOzfRYvcPzBHFSz2lj2hetqZQJAEJNjRQ449Rn2XhwwWTnvh5fNvxUyUoJAfCXV+JzFQD87Dbhs4Oa/0FW9HKhp0RwkFCRJh2iKnBNTpaE1ms8mY0PBeqamgHAX6XW7ss0Ac0UZKzbZhpqOK1YRH5/10uROcpKll3A8qICZ7Tv/cENp+QFX+gazuvD4d+7mWB/hr+JJPkdRmJQrIxNKqIvoLIB0bIcRjWVhOmWwnVix5oKKVIv5yWCK8KW7UqR5IsVLSeYVkVkJQUebwJU0+G6GlyHAoYG27HguCZY2+UCXHSdykyP0aYzHatTUBjQULHztktdjnc5KFBBORM8N50WzjOi33FMKKz/XADf+ncL9AGAUjoB4JuEkG8BWHW0rz+/4/LPs0Q4Ox7oWChkZaE8NAGvqWBCTQvLr52zuu2Uuu9zIsuooezulx/I3cMOJZbIYJDzi0HCsGAZFo6lQw1WQ8BCjI3txTd3nIZhsQM0TNnAcX1PlsMhvr1lV2HeZbPP5VYu+o/qC5cv1CcGdBqvVx+/J9gfNV96v9gUv8xvO1evb95nvJjT+YqcYHh2+Inh259/5EhZQ2efc7xcVf8ABeGzh155hmW4vWaCX1zjK60VPEFGmCM2T26MXRdyE0v0fQRMUxy2WXJUOcRqvuy4eHX7RaZhdIf9rsxJPAcA0oIgb6br4HYfQgQtEEb9yL18kBak4jPugrqTPTW1oJYFMWL/XDL0QyzlVkj+GGxbvw7AB492f8zw5sMDP0wY0FDeFUfdEgYMLCflZR2b98J7UQUleIkPIECFlgwHTtZE0bFheUGz8MAPBzYAAhESLBjQUIIAERWUEEIsTkDih1X8oxW7DJGVQamLAgrUgEYkKJChQCVeuNQFIQQc5TmAggNf44H/FErpbgCvm/jpUQ32j3D4R+KVo3lNz8rl75BntV1jjU6BEAK7UMDBXAB7ujxoqp6adPbpEUopCCGgrmOslSeSXzqlD1M54NtmPba+UkaewqIJL09tG7ZKUNhSDXdVGbxHhDlSoWwuQwjHgpPpPFXx/djlmblyazssStH3zMt3Jfc/fl3d+svueM+dG9rM0r59WLZmnmuY0CYGukaevvObANB83GVXKMGa63mPf4lUW8cC8JW69weHfn/P5VXDx79kp5Q7meW1LNNXArWsvvJo7/1cSD2pMLJzk9bf8zmWcAvEZUt+KLLyfJkNrC96NQJjCibV4DR4QKfyYG0yxrJcHQDIriTrDtd0xMSBVWSIavht8bRHdioaUtweQ7eye45mX8zw5mQKIx9zYY+YMEZleC4ihLQKEFGgWfDgPToqYMExJtUBEHjgq1eIl/dQipxVQNjyT9tEURMlFKgDi4QRh55LwyAZCJQFBw4aymAoixIKoByBQwCJ9cPQdU6QvGDhR6Y0pQkQ5QpKpkTll3RUasJItOnQDBme1cvJSW8vofBQJ93xhze63d4IDqegHlWU2qYvyvG6daQ4AUopLO8E3GAJdDRssbzMu5YtAQB1HAcWHTkhftBZuVbAZoZia9IDm1AaVnLIlAgRiIOE3wWn5OFQe1r5W3alDmMbqtpLeH5QWM94a9fxJMQKzRFYmayW2/3C2xnOO6jMX3rXgVcY/cKabf1rrxdmpyeeR+fL+R9//97ePYQQru3kd36/eeEFq/NVwkK+PgG3Otw2fu+j11LN7G3XmWgqqZ5rih6c6OnVfrIvdA+7RD1/aEnWQzdP3FIulB9kWfX96tyFV7sWQYZrX7/zOQPxmIa+3QGWKSRh1vCuIHgMABzn8cD1swv1cY4lzdNHElhFFZXm1o+pfBz6yBCscvaoHKWY4c1Nqtw/1BE/7RqPEN6QLvXvn8Ut/CEAiERGwU5B4GU+T1MQJR9xHQd5O+NE5Pq5AMC4DEAIPHJ8+lpGGharUWrbJMHFkJo6CC/84MGDIxw0d3qMNR0dZbcwPeEUeHicICfrIgzeRMZNWo7u8sVMeYwX1VcY016vCAm5YCZ9i/ynfVlgxciUPvDNgcqeoz7W/LNzOOto89G8Zjy2YMnc2Rd/0dSLhLFZWK6Bot+FUyqDT6LfKDrUsRyXE1mGutRYqg2PfvbrE6hOuLj+d7OxfR8LU3VtxmNwXuqiaMioqvKDH8gAIkDKOXAVi2+u2wOat3yMJ/4VY0w8HoEFkIMMyj1d27WegcsqNSuukooNl/T9fLT74+9NN123LssMjlF85pPZT1JKaeTUsxYprbO+xXvD89SqJpUwDDRmeN7gzd85ObF4w+p00Xevt15OlAYcVEY8JaEy+UsPYh/PZ3YMp8zhD8oVxsucFvua6K9ah4J/3diQ5vKxApy8jfxIHFQbA1Ca4pWmGAAIopcYnvJqlkwfzyc8DzlcvdAzkp4XKEgYNw5SrZJ5Ux4lmeHo0ot9NzFgFAasV4AocYRbAkz73jtwpWmBPgEVWoQMD1gw1EeCtQBQpgUABDJRAQBjdAAlFOGFHxJUJOkY/IjAhgkKFyadFvUrmxVQ1wW1bBAQIkGBAi90lJ0cTbMaKtSk+h4DWjmI6GoKCg2VumXkxJ/q0Hr2Y9v/ez0cJ/7uYJ8QMhfAha/h2vsppUdtIu6Wy/2uaTpcLMSW970yKAixaDa2XPmvR5u10S2PD3k2RL+RtweAZG4it3nTF9Zewm0NegmCXkBh8tBbGyEKCm9MjkHdnINA/Cg5yf7iFmecbMupia66uZpkMCQoQymybDgfmpvxGHCm647ESnNdZP7JB0uTcjXDSCBiU4eeS1LBGyLUNP6oTaCG67+mBBKNjj49YQYAxzQ6245/2/ZwomOxmSrSzKPjcHxCkWtIlPvuu/l8QghHKbX9dXPCNSvPu130BhUynAJYibgdTSinp6AodeABFNALV/EnioNDlGFYYjgVLiYsQXZkBJY5DjdbhJArl1kmIDOUgWix9mDfs/uPVj/M8OZlkB4axLTtG2aRBSJH+ZUULgSIECGhgpJlQN8sQTm+guIQAZlQ4F1ZRiFLGDaYQwYq9cCFjRipJnmagUAk2AxF0clAgQeTGO3lBZVjBFrt2hy1LR2y4BcqdgERxOGUHJRU3coh+fZqNP0whurQFEaTCrymQMQ2SqnoReBLARKRZaperBLfc2VayL6xLXd0IIRcimlbqL+X31JKe47W/R1dGwIAI8hYRnHbeN1ViXqG8yH1Qv/OsL3uBkaU5pX7u+GkMvfpPS92LVi0wsswBEsXO3i2y4RYN4dkAJz1UyDrbQM1827FOPQcV9UXZrI6N2eFp+NrJ+4AxxI0BGPrf6qvAU1N62ARluU8vtYbhDLLuUUSJ21R7Jho8iwqDFOWdQuFtPUUANQtP+9Cf83s6wkhKJQHHQAsNU3bNbSY75STHu+Lx2XPwB73o3NeZu7ZmkimfvPwVkLILEwfWXPqPnT2pf61cy83BgtwKw1weVcYYKMYfCkN2ROF4gfsnh7G1DSLySXhuhYEOahKtBHFg30gHgW2VbAU2+sHD3DBEMShydfFHnGGf332Tz7+BwB/IISQoBJ6t8oFFoBQcA4BtXTYkjXIMsTQBHdW2Sk96XW01Twj+StWNs+6rJ8VFVC4UIUwZMVL0sV+OHAgMgryVsrlGdHJ2cn9ois2CRBVB7ZpUUMRWBmWqSNIIihyGeh2+aAluY9USa0fsl1DHcju2dIeXHsWAYFA5LkSH54ncSoYsH4AV77R7XY0IITIAD72Gj5SoZR+52jd33GMcdMqT0pKMJFKdiatuOIoTbMTpmNjctfgZho46Y5HHpS4iDlhVHryX7/2OPbsubMoAIL1VVPYpM8BH49zrmkh/ew+eP3N+PXTdYVJd3ybn38+kToQCS9bNFYVCLFI1BRgbGs6fnIoDOtEAgAQTL5BCbY8VwmTAARGklo72u7fto2+65wU8ml749CQ0wkAclPLJ6Xa+lNZ1QvXMsGKEqhpjZ1yzXE/qFpy9vso4XDoxwfBegKu6aTH9nTffQch5JuUUhsAFiy79q7Q8Kx5I5UxMO314GdZzHiegdjfDNEHGPYELvrIUOyxz/E6JwUlVrPBLI8pjEnhdI8AugUyoWW8bDhEwEBmfSQpDA0crX6Y4c1LhZZMAF8GgDrS2ixQ6d0cOF6GAg0aGDAoIrdThDirgCzRUXmSUnqBBaOiQ+MdOLxIJZRQQBx1cOFAh/bHLNMS8rBgTFHQjAy7CaCsTQ0dlu1xYUOBByJkFJFHEmPfCCN+fgK189KYBANmi0zU42xqQYJ8RZBEI5RSmNB7MZ2xeUx5LTv7CwB85TW8/y4ARy3YT/3u3gfCF5x37qz51rdXvouf89hdVS4AOKzCC20tHxNqG2QAMDUnLrY0L3m4vzzQWpWelTJ47BjxllzJlhgBHNFd6lGqCCEMrECis9i180skXQ5EglX3msureVZVoA+MQh4kiEz5MLVnT06p1Se9Cal9FMvANhNUBibgeFzi1irIde7bnvztrR/Fnb8AADiWPgCgUXTE9OS2F25nZHkk+/KmB8MrLvsgIQQsKxCXY0CqQl520tcBYJBSavtOOqE5UrvgESFntldyvQiyCTC8hOzQEByRgallwPEK3KIOb0XlM+bAY7LgrystCHaolELi/JCdGOCLY2zvgz8d97H/QRsTvF1RjUjz0niqb8fk0eqLGd78TGD4Bi+Cx4mQTmLASCKRUaKFHXvplnVhEm/XURmtR9v7HGr7NOiZoBNdQwURE8YQEmj443WmmEnEPC3wkARGy53jsqWEeUcKmEYJIpFBHAuVSgYcODCEAQMGujF5mwd+j0q8YQDw0sAlGirpDJ2iHviJBz5JpxUAsFw4b6Yz+1cDOOs1vH8XgKMW7Cc3P/Eeo5Ic5lckPiRHIvXksDgflRm/0NR8mRCKEOo4KJULazRDzG7eLlQWzDaUvYNeWPlKTqilAUIIxg2/K1cHGIIAQ/smfudX9/dk2dmr10a6vjRvtghKKWKHimBcARZHYe9/eTf11c73uZEarz8OJ2lhkoxhMDaL/frGVmiv7P/O2C+n7RUdU+t3TK3MiYoq7s09XcgnO51C8XGppepcPhqVASANH/O1fesBy6wDAEqpCwD+k9df62uZfWNxk85RVocY4cESHubEJKAVIUoBmMUcCMuBVRShnBz4OYkLlwRrOJ+d1OBNtAAAtEm72x4cG7SOS50hLuRgyRX1aPXBDP8eUErpbGXVB2V4f0kdt45zCCfBg6TWdUOn9tItKh9uoYY2ygnWbwBSS1zqEzmvP5vuBieqiPmm1wQtYqNopREUEhCIxPQZex+uUlrP4cDD0UrgqWBLJQ5pbhRxvh4AwBDWmnL6z2ngln6PZwSWZwR/jKv/QsGYqlilvOI3fUyFS4IPinDh/stb7r0KFa9tDpsGcNSC/VS6a7y5ccMZpD3yDec9zacLu00KFwDDwq3ynSEsbq0DgMmDjMjk6Vn3b+K757SXkAjpeGxb3HQ9ugHAS1wbYqAOrOjFjolF9vDQM+9h1XxtzN/01YGexioqtYLZnUWQdiOkh2Bs220VZWmHv+RZVTgzCkEVYQ0mQdMmflm+hNz17WEzefvPz08mp/vaKZeGKKVgvV6a37Lpp5zqy1f6ur8fPcW3PZ2VAepC8FHYfpkR3ao5wLSzlNzcoqpr5t8qn1FzfnmkHy6ngCUE1iQLPmFBywxACtZDFUbwYl8jrOVT3c5L7pQZFE7iXS8jlTgEzWlxs1Rl528nRP2K4oZQgPKwzd2MeLT6YYZ/D4ZpT98CsvrbHvg+YED3eOFHGflcJ3asCCASp6Akjto5SYy1mNDTHgTWchAwgWH4EARLWFBKkUUKcdQgTOLI0CmLssyg4ijLXVjgIUGApVBQ2LDgI0EAgEWNvSmM/6IZcz9HCIGfhhamMdmQo0mbh8QFEYuUaQEyPJTin+/M/kP427tOKwB8FUATgOI/Wqj/jfQf7n/knX849SeSR8HceV3Mjp2mRX0iz/p97dR1QU0LMECUptbrn9y6810vFRfdyrCBdVaW8dj5YYP4Fc4hNtEqWfCchKKVWhE468yXiOuYEw9u/r1frLsKAKjqwFIzkBm94Jvac3Wow7PYZeu/TMj0CqlGyqB1MmUIKHWte16dgjF1aNNlRilzgVFKvzy+69EdACCoAUk3CsMETF2ZLbmB2nbGzBZRNKwQACgdc2K+Bcu31ebnhglhYGe7acVfJoxeAgMXHHjYnT1GJTlRSKhzoh7ZC16snzdM+97BVzU/kbV1uCNpiHYQpfzY/oKT/C9v49Iz1VB8EULxkKZlTgcwoxw9w99NgWY1AGe2kYXrY6j+rUbLfAWlrwNAmk528UTw+hD6Cgeel6HCY0+fTTLhgQkdFjXgwIbASGCZ6WGGIYzsQzDAuTwqTgkiOFggFQZE4iEyFVqEhkp+1O75kAChRqEeW4DEGTAQJVXhCi1BICIAkCQd7dShfVCj5cIb10pHneswPSH932AxLc73AQACgKNqD1Ue7i1Hrz17n2dOQnUcB4NP7ytIobCvpM+a71ayGTEUCZnZFMS6+qro8vVnbe2kb9uebvi2awj1LQ2FQJ32gGWxEq81cswhrQ6snnYWzp/4fOjkFYlMV3KvWiy8DGA5IQSHMhHwuT7aag90PvWrR1bWvfcjG0GZZcC0EfTp6st4MrAeerEyVslZf1w0Ht31+Mt1S88+nVd8Hem+nXfknzhYBIDw1aez1uTgda4JVmr0gg364O99paqmURBGB0wzcsWlb/O1dtwiNTYTACgd3G3CmRCoY8M1TLAeCcnkjgybM0V/xyqVEQSF9rkVTps4ED6rflX62XGYWY1yaoyYmeR9NHzoqeBJJ50BAODc4wgh5PVIxZvhzcPBypbnCSEt88lx/y/ExD6cR3p70U3/WneLOoD9C4TjP+JlQ2dZjoGAGAUhBA51XC8NMcXyBExqwM9GYFrTUy2RVeCXE0tC/kYAQImdRMCSpCQdKkWEWo9GyyAukKYTD465Az3zAicP87YA13XBczLn4cNcxdLBEAaqrWCwuOfOCil84o1roaNOBn97DluN6Z3BdTgGc9i+gad21Xz5+qIU8cBcUCK5Z3pLrKx6hOr6dU6pTBlVIchpEMKJs1+87+76Uf2aauL3X28FHZEWyhw/eoCuiXaREbkRadMLrTwpBM84fRfr86q5TS//jNfqFskSVNtR0Z+UEGYHraAz+H3tgP9RUtfyABgiAwDhTFBUwMlNyI0zD6VSNHOkjOO3//Iz0XMvPkBtK5N85L4jtq/46FcbXyqYiQsG08R15y5gGNeFlu6dd+T14IZT72BahHP5+jjc2S70Tf2anedklzLQDwrg0gVb796Ysts9YYGfx9P51rzs/gfPbLYWHR/YzQspKQlLVqhjGwVDz/2mcGYVledUvQ8AJzrGWfhvC9oZZvi72EM3fyZOam9qxOxHbZjzKijfdFjUeQwAFpPjH1bgWeDCAw+ZtjG1qO4KEJkKLWHaMs8LAdNrTRwEjnPFeT7iB6UUGkrwI0zSmDRCiIllWoANy01i7LoyioMZTI15qL/ahAEvAgECQCFeAECZFjJ5DH2qm+75myLLR4O/O9g/7Dv6F3eRCCHNAL4O4FIAEwCux6ts8o4mEweyX6YuvX6qp5hD87L1rCSDy7B+/O4VzWkOynJdA8o9XWdz1YtPpEODY7NO0jGQVMDUrxABoGxMIR8sIzSoQ/R7Iow7hnLFkcWT4qeU920/yEmRVuoUuEJNPQb3bL0kuW3nE4SQh+dfNXd72bCugBo5j/P7vWRAI3Tv4J7kH27/E3/EVN+OSULITwD4qk487yxGlKtic9aMcB6fJyunLScmEcbIMqLkh1BVdUn4pNP2y1UNZ5CgN6xnS5BZH6gklIpGcrdUW7fWNQzIXSn48qLoxZyoUdKgkxwsxyhaq6s/SjkNRlmDtLgJKaMCR6ah3JMHCv7a2RtlX2yRpReH9WJyy7Hoixne/HTT3c8QQhp5CIxJjT8Gl83o+H8SFJ4Djzyms+gtmCYAXoBIKiiCBY+Slc1QnWEYwnAFK/NZL7w3cOAlFw4YMHBgDzhw2iSoDAUDAqJWo/FHIqQaA4ZrwwELFmVaAgOCMi2BAGAg1HRh87NvULMcEyil4//ba4f9n78FYDaA5wH8B6X05aNdhtwDG+8VqiO/Yf2ednNMDbvBWT5GAQxjMKVt3Rnim+rBigoU4v+ptFuq5OUiL9SEcdHpz2HVCoenlOKZrjDyz25C7NQaluxCQj3Uj/7upvk/7WS7JXFH0jHE6IH9QfApYc+TDz28CN8CvPMXn24Eqq4IxwYvPn/N0JqVCwrszoeSGO/L/CT3wFN/osI8vOOhjYSQbZ5qj+/4Lx5/hZEzejiuYwMxBNYnjlZY6ii6LoIPeX2rTlLWhq86M8DIgVOo5RLqOAAhcLPlLYTmlwn+uOKWx+FEBQRLLSG1LorS4DDQUgOrlGFprKpp9LkKYrV51J5FiJlPYkJIVXU+OHYgt294v7+jtsMYzz83E+jP8I9w+HvzcZHI3zCh54+kQtfxs+JhT8t/evz1KGgTsCsmeCKCMihrtOSVLAW6lYXNMcjYE12U0AYd2rjNGbe41P06AQF1nWntDcZ8tozCOQE2grydhkzVVUvE9bdyLFlZFjUINoFFDShCEKboAroGi7UgOZLdZW5JvsFNdNQ4nOHzv81hvQA+AeCjmF5UvQHA145FOfTuoRsIz1W7FaPCBHwnSpEqcJSKU1u39IoBT4uwrhr6UDKWqL52LG9VRlWxxPC0BCxYxliE4ECRwReueACfecCB6Y97PEIefHEYc07SL8sc3Nmby5RatVJZ4RtjmMoUvtb74HNfAoCa9pOOsx73XcXNDl3sqxUbwsE0mry9ziO3vPShV49fh4OhWwkh3tAJG5aJ8aqVelf3S/HmC1sXNHbiLauHzFfyprTfXA4uFl4RWrymRorVrENjdL4z7WwKJ1eGPj5xr786dAXPqMQan4JPquKkmtYEqbBI7Z+C3aCaohI9pVAt8VZ/Fpzgg+EBcS3GUy5O2E6X+TJfHa8wAs/YE6nnjkVfzPDmZ5KOTBBClguQfAbV/rio1ULmXRZDzUKFeJChk6DUBwoKCjgAYSgAjpcAyliT9vCUTD3hEgq3i1RaCeKfZ8EEAw4OHMuC1W3BnCdAggmT8cD/xSU4oWzD5jSUwEOCAR0e+FCkOXDgwYILaih3vV7t8H8S6COEhAH8J4D3ADABfBHT3s/HzObtoc++fAsh5GfVl511Ey8Pr3ctL0hpslMaMx4xV8Q/xfAC+HhUFhJxeXY0G62ZK8EsGhjtMcGwHMxUqiROOUKJI4JseJHbMQr10nYwPBe3MB4PPUBRqAlBZytpu5QbeNvHYgtvvLfxG4ZWyjxw26MfONS39EfBjtVPSKF6T7HU9T9EQwghTP3F193Fyp4LpECcYQWBVPYfGKIqF8S6JnA8i1LPOPSpgm0apS2hlWufY1WPr9izf/9IcDgq5IlWKHR/IdK84hLRf9j15cAUGJuAEAKJKJg0k2AkMRIq+ebkZiswsylNYVmZCQRBikbV/Prz74sUGs4ubNm9faD08iW5qe6BY9UfM7z5oXQ6Z/4IDaR9fTUa3nV4lx0OtTBKBrdyVGiPIREwYYARVeh2EYIjMTqjPS/5Yp1EUB+bLI37/EzkG3BdUFJB3s0/HHCCazOYWh1BAhSU8yN8DUtYFGgWOipFHmzRhlHNQwBAUUQeKny+Diy/H8DZb0CTvG4QQlYC+H8AjgdwAMC5lNJjtsNhJXMGgKuVOXMCnqXLXjJGR0FYHlYufY+/ELiUD0RarXQa1UJ7uOIWwmzbLBCWxVjKByCLiQkX+3c5mVBMCx18mIFF54PbWoAab4dcg7ZXkknMWzyG3K4oKvnkICGEVJ97xfuiK9dfaKSmHtr4+1+vqz7nLTd6ppZ+iEiwqTX5P+yWmt6xduGyn7/tPq+Tr2lY5OeNomGOPRKseGMmEovrFADQdu/HCm/v0L3KunP8a5Z/2DVMs/xS3wF37/4qWqp05bdv/Fjwmg+9zAgiqOOgouWhiNUAAI5VkJ/c67J1VZcQWYzaDAttaEzjV3IyL3HQS56zPG95y+qs62me+M2eH6Zve+DD+Myx6pEZ/h0wqJZ+9eMIW/N1jxAJEkLgV6owWHlFZ0x7b1iuXy5xKjLGuCPyXlYjGiTJz1S07N2ua+0+aG/+Hm9x1zGEa5KJirRbcIpO5pdeNrw+ZY6qYbYKGsNWq4z/GgDIWmkUaWnIayo1OpNjRd6LClOAEK6CSnDFrMgJjx1KvXDHG9Mqxx5CCAfgXQC+ACCKadeiz1BKB4/VPdO/fmQrgLX+ZavfwnUs3aDnp2BVCppDjU+gIXIH65FEU1FYYWlVlDuUikpqFcxSHm6mADbsh1RJWbc906AXD6resM3APFDAoreNo3ae6jGW+BY8ebMF3wICt5d3sqmxwWCk1VfXdvL3Y9F5sXxn33/2/+FXnz3+ZyfsrV8SbUv30d7sYCn152WMvf/ST1R/4wNfFtMBlvcGOdblJ5RATeLSU+/F0gWGdG7xWVz8QwlGqfxIaOHqx6RYzTxtcni00J8aLKUOyebI+B0eoTYth6oJANDBCRCegpMkAEAwNQWnn+iW2PohQ5RIpZmlcoqCV3zEMXRWntvwVWbDrOPdcimTe+jl9xYef+mBY9UfM7z5ObyI+sdAnxDCLMSaH6qY3mXnIGIEvX0seDeBulYHNiwYcCwDFNR2QXtM6L93YT84iv6bKMVOFzarwocC0odEiE8VkJ0XRBR+hCBAOFUlPsakBvLI2DZKfRKUWTZMcBCQQwpeBIiPhH9LCGl6Pez3/qFgnxAiAfgQgE9jOu305wC+QCl9Xc6FN264+pN+z/z3OUOGU+T2dArp0JDVKkvaYP9dcnPrWxytQpjuKRSe9YAu1FB1MouB7cOwbAuGMvpJQjzXNfFLFhHCgMmzqOg2GJ4DpzMI2gGY6DQ7LiJh59zq/endjCkHdWX2IhulgrN34/XPfitx3JkbyrJndnrvS3e/ulzRa887P/yO8zcovuaLrUIerCBMt5cq19uVEqghgPAyHNd4pbD/lavVaMMyVvX4rGQaCg002mb+OaxnZ0eqTviF9uDAI6IZtx2jkilbqUO8HFnrlNKwJRaC6EGQT0RpD4XNV+DWtsp0ey/YSAT8lGH7xcRJAq8wEb552VS+qxbAwKv6jb5evo4zvPkghLDzserrDFhSpgU4sKnLUD3ixlbqnOWW7BIcGIOmYUSiqFY1zggo8dbzOFY4T+Dk5cVcV7cHMizWhiyFYNrWOSNO15Vx1N7twmlx4GD6ICMLFiwCiHgOYOe5beh4UCFej0UN+BGGRBSAkjMWkTV3VVC6/xDd/aaakBJCWjCdLfUWAOMA3g3g54d3XY71vdmqD3/gUamxcY4xNFx0BkZ3eKpaZuWY8Z95UhPvgmM3WzaFUyqAPejArFLweOcyDIYnMbTPtHd+77m5x33g1DEam81wALTCIagAKKWojemYEykg3n7AOedq99x9LywrbDkYVLlghPCB0PFyVd1d+sTIx2KWvZWa5tTUMw89faRccl2DFDj+pI94aquOVxvCjVJqek1Z9IoCbxYFu0IATGsCWKOTP96xq/tzdN2qnwMA2VUQAuV4yKTDj4XfWnNh9MLzHsg/O7BNqWtbYWWSmwjMWXnSExV5BYw8CLl5JUNYNmqOj0MIRJAZ8ksDDzgglENmSqTCkqrZAOA2NS89shtLps95eQGUjugEzDDDa2WWsGR1kElcBk1HiSRRNFJWAEGBF4TlZSNlcozAmU5lANRpjHIJtqBPtXlJbRtlKCzG4sUyJQokWLKDqNrA5pjsSUN65/W1QvutoGBMav7x71FgZRDCWnln6sY6pvpjhBAYjAm/pxoAWMvWvrtAWndG3pn6z0Grc+CNbZmjCyHkQgDfADALwNMAPkEp3fl63Dt6+nknRjac+TNWkkm56+BgYF/pYFwPnT9KRr5tRb2fdDNljnGK8HSZIMI42NYg3INpMIoJlgxte3F//YsxKfQp1RcHpVWYOjCE2nmAUQYEUgttpN/G4hTHLp/zC89m8UYxG/TLUggADErp+cuubDulMFpZn+zKPfNqi8XIiacvkmsb3sLPjlzCcILIKtPBEBsOJMq5CZTKPAADluEWaOfGdxZ3Zl+MXf3hEcfKQ51fqvHw1tbJLtbwrTvxw/quzk1WIZckgujXkmMPokm+iObL4HmA4QhUYb4fAPRt3QilRTIcngI1OXAlC1gZruOCPhlBX408r3k2gAcO9xkHQDqcaTzDDP8Q87DyKxLkUAl5EMqghFw5gqpmBzaySJoylEIROUSQiHDgZQ2VdSrxrjOodjUV2E/7uTihlILqBjw00DKOgXep8Dc5sM7jwMOFyxy5lw9BbhR9v+MhnOUjwYWUUggQ4SE+qNRb1YaFL84mSx7vwiufP5YZgq8p2CeEMACuwvS5/DpM/wF+klJ68K9+8Cgj+MLLGY4jDMex7FjY9tbNOhsA7IPbPwMmeZpYHAmER6sh840wnrKwpXNbloZiQddM2nWyfCNZzfHatjwULghTNmE/qUMNdeL0jiH0DlU59gJRCDZ5AYDb01/Fff/RBN665n6aTTrDADDx0iNbAWx9dZkC556wJHjBSb8lIi+Wnx7KK54af3G4e5RjREn0hsOcICP3+Eu3oDUwbhzs+3Vx05YepbFlgA+GzxRd5SwlUqMiUnNWxR4Cq0hgl/jbBn9469wE13xyTK3/jM3pViXmYdXZHYyzrxeoACbVwQS9YL0BVNhhU+5O8T4uxFVoSpdcn7eoT20q6clXAKAjcNJZJ8Sv+RWFa80JnHB5Z+6F51/PPpvhzYEMNRZGfKUFEw4oerH//A53xf0CEcHZAjNBRod4yoVkeNQS8mCIBObwmX1KqccD/7UCESG4IvJWCoolzm4h83YUacEECDhwKAoVOKZm+hAUTJhWHZo+UUR+1KRmkwld8CAAADCgE7+v/i1e17qkSVow2q/v+Zf/ThNCIvjvbCkD0ztONxzLbKn/UQZR9PGRyHIAYAMBr6KpSwV/2CuEYmef4tz4lfqGwNdvvncxGtQlIJQg2zuUMk5J+w8NK3xqtFKJvf9d4wL2EWpboAAswUJa74PMpfEMbUTq+cnSmrXU448IWHOh6+n6ogeVnjT0GDthFXLZwwsad/55uUInnfoFdfbcT7laGtrYVMl0JNHZmRzJ5yKNfLCNaEOjhYnK/m8CpHzwho0/pJQ6kbed/V13otQew6I5JMQk2AJzMefjec4nV5Vq9v5s+K5n36ucsfq9vOxbiN6SvfTsCU6JM3h2Uw5Qw6COC4ZlIbYtIMmBjTacNoZLRGLG0ESGiwb81sTU/UfKV3/u238gVzVcZ2SmnleqGs6pjA/+2/mUz/B/RyX+dV4mqOhWCZVs5oDNWs/5pNr3AoDp6tyUPrjbY8qLCYAKCmAwPa8khIABzgiQSCMAWEYJBSWDhurjPpDLDriy4WFMYgMWh5Q9XpF4n+IRwki6Y6Yn2LB4Mj84JREppokObMcEQGBrpVhErL9KdJQTCSGNr8di47GGELIawLcBHAdgL4CzKKWP/PVPHV34YGgZp3q8AKBMOaVarv00eACym/x+oH7q2Uhl6hRnD0FYbAMsYHzbjvFIq7eKoeN00KlfyKxsWmPt1AAAhlFA5YUEdhcmsW5ZP4S5GexIKmSkeh04gKCJ+hkmiFJ6CrZVGQGA7bd3DwL45Z+1C2m47qN3SFW1c8qZfoN0KLQ81JPldFnjOaWGaQnjxvtmPUL1zdt7e+wrkz4pAADVu0lEQVQXep6efBoA6s5769e889j3BhaHI4B/pe6UYQg8pPlta4a/ffMCT1VzQ6B10ZeYom1Yk2meWbqYMVJpCJheDxU0gCc8JCq4zsQURDHE+Lq52lJbxaKaPmUOTz4JAJHlJzU0X/OxhzhFba09+6rPjDz0m+++bh02w5sKFd5TBEhwYCONqe/6ELxMJqoKABqtGHmkC14Emg0YoJg+YAoADBjRi+BnZdbLAECOHQdsyM3oeCmFCVOEDAMaLFhI0vGSF34PBx5eBI6zYNI0nSwREA8OX09DmfoQWC7Ds5yAhAG891jV+bVY77VjWmF/IaYD3SsppS8eq4L9NSpTQzcLsfSaQIerlgoMCwCUunBto5rm8qLsbYXFTGcem65OrVy0HPHXBV2+mlPdJyE1WsjSQxjYwrhKoI0JiFG0BdJYuZ5CVnqSd97bIFSvEUNGiaJUrILLB3DbnTVP77lz1x3+pavaCcOo+e2b9wMwExdddIMQip8pMP4XCMfyhGHgNNORkVtuO648eOhQzZrzV7NVTV80jPGh0pbtH6o8OKL9sR4DveWW5lO/jtkNzQjXLLMLeRddY4wd4+AMGnZhsLN75aL3PeVTq+oopSiYUzDzaZCWOPoPHoCGssmz8wQ6OgJreOTpgHf56QKvgI0K0W27f358oTK+lVJqAYCXD1+ocNPnAnSudB6mz/3OMMNrQkN5IovkbzzwX2ig8oc0Jh8ukOy2EI2tKJI8ojRRb8OAQryglGLKGkduYluPL1C7aTyz77EEonda1ESFlGEblu0nMQ4AKqIhlM0SCMeBoywySH+GBTeHgi4Kk8QZlFIUkIUfYbhwkKTjlLAilVkPAQvio9HL8S/+nSaEXIvps6IqpjVPvvh6ZUu9GmoYuUrnwR9wkch1cNy8YKk8AK9rmuXdUsvSHYeqwCQSsNMGeE4CcYg/z1VV+HiVXyVjvlhmGGNsHcjgC27Z8DDiogVgBRG6yWEiHMLIruyu5ZXsmpPfQsmupxUwXAiyk8Xwi49d7FRKemzu2hPMUrY7P3wgw9dExMiVpz5KRF61TGMvADByGEMP9P1E6974g9yuoYHqS9/6OT48daqdSf2m85bHfgpger8OQPrWh18Mnn76941I+uuSPxpwuRJT7jPAySJQLFv8wqZqeeHcdxBC4PJJDD0lYPmHcmgJ7ETvqA/2FNVsUZXd8ohdSYu/Ci2ueycHwBno2Tp12y3XG/3DQ4f7jml7+6cv51Ufz6u+DflI1TIAG1/vvpvhX5+8m3pAZtS3MuCiJrSv6tTorjiFt/JEVF3GZQIkslixeQBAwc6iQnRadvJ3EJBRhuGlslNcJ1ARZb5iJhKLBEIYyHKISRV7oXJ+EOoCLDNWJvlflMz8vEhoziUCJ82pcD4Y2SnUBGYjVxpHUU+ZUSciCKyEIFNVG+QSczEdHP9LQggRAdwO4CIAowCuBfCrNyILp9LXfRfncld5DO8sktNZl7pgCAPLNYjSxTeVwg2QWBYA4DgWXMqJ6dltIAxD9K49HoZqyHQwMHa84HjNGjYitoN28jjj4wdg6L3o/Q7p7BufN48LeCAnGTAsB0vMTfRsvv+jVSe9EBNCytyhe/dsBmDXvGX9xf6O6i82v+fc/Y7LqAAgi9XM6I2/OddMTTznqZrl9c9bepNeqaipYec/3nZ15sCr62Js23WTqjbNdgzfJSCEWL1F2NU5OPkp3ZwY2+9bc+6nlbrmJQAgZHpg946Cn9WA8d5dcMslJ26qKMJmi2J5NGQlJhUlukwpwtt3wzMfG83tuMWaTBcBQIrXnCLHa+YBgBhJXAJgJtif4R+ijMKvOXCzLZiHish8mwVLVer9qAENCjxeB7LHSwIAgDSdhIZK0UONP1RQfEy2Pf+lcxW41EbFyetxUisBgExVIYcUWHBgwaCMym0sWGLBbIuT2g0AUKZFOLChQEWGJlFC3qonrQIAqNS74VjW+bXs7C/GdKCvYVoF+gtH1On/F56llB4TgZORjfe+MOeDVylqtd/jbdLn7b9py/dszR7xtnd8xsnkZY+vGnZ7GYPDvaD1EcLYvlrHtlAffgKB5S605mY42hRSvIdBWUe5PIDY/CH09RDctv38KGkPs8/c9jJ4hgGoCbfcPZXdOXxd7KwLz4iees7d4FjFN2+Z5RQKBzx1LYs5yQOe9c1K3//CF5VAzenW+NQvSgNdRwbEFwGc/Jfq4fFU+RfMv/oRoeKtTm/c54aTDCPZUfQFbUrL7h0AYFJNAwDTKoMQFsboMGzXgrCgHQ3PDAnyfWmUSBF2pKU+lx/4gapEL6poqfsKlfFNr04JKdvZx1QueCkFtcp29olj0S8zvPk5/J26uo60fiOO2o/Ox6rP76Ibj69Dy1sb6ZwfsmD5AiplBV5VIxUofACVSk7cWrrjOgC2H6uOs2CeXqbFFxlwzUVaOJFyBIQwDqE261iGpUN/YQojN/XRA9ZSsu42AEunV1dZ2LBMD/EJoCAFN08MpwKHuBBEz4Y3gSL6BQD8APoxrRp9+98YYz9LKd36197wj0AppbGrrjwkNzYqAJTy/oPbrN7sjyGPqvr65R/NPx+FOMuHif5h0IkBhEMJnmE0LxmdwPt8j0I91wvOK2DnI2XmsdIKGMkk3HIJ/KIQTks+5XztYyNrkxkXH/h+BJ2DbfCSCccsjjxdOPDK1tZTrr3ZXzfn3ZI9Znz9LYb91a0NowML5syaLtn+cGDgxbvbQ6ngvom+H7yya2QAAMbuuvWrmM42+x+EL7/krZ6Vy36klXQY6X2IbPCzVtKAyFnJfEm/zylappvKu2w0wHB5B7kkh02P2igbPJCIQaquk23bhsUFOTeoadrY0BaG42NWOvnjI4H+4TZzGy+47hHBF7pSS45u0dMTu452v8zw70GftfcAIaRjNrvsKh8TPJ3aTmmv9VxjtTz7B3XK3Evz2oRjuDYEIrGWa0EiIknbo909dM+Xmvh5LQrvXaTRYlCzCw+Nj73ybp+/NmTm0pAYFZZjuNR1tDIp3XSw8NL3Q3JdLITWUwAp6jomYFPXpS4TEKtAbVsoGCmEmGqUmDLq46suxb9wsI/pIzYXHf7/IIArAFzxV8bYPKX0ov/txf8Lua0bh+ef9uGkJ1yzkM6qnj38yku3ywZ/0KoOnKwSbysJ18D1WRgf6YXoFEEjvhClFHp3D6Qgh6rjVBjJCipll2UOOiiYY2iY0wfLovj80wss5tKWefVbutDzhAdqIYKy068VBgc+GTkpEWm6fMnzSm2gNdC+QNeHqieFhePR4JK44trR2b0/2n6XmW3sd0rFveW9+46ohJcAXPK/1aWmfvUv/Zmmc4o/GnGLEZeooSVwyr2gsvkUpdStPflSg9a5oI4NtmihbOVhdRbgiTeg1K6zU+1RuNkiArsSddndO29mWT5mW3p3JTdx65FAHwCM5PjzRjbZz3v8DWYm+bpmYszw5mIv3fp9iVFvncOv/M9qpu0/J+zBr07Yg/e0YP4f/CSYmKSjFS/1qxZMsGAhQRbSmPhmHz3Q2UGWS7RCP1VBud+FPZBB8p0iRNaC4QqQGAuGTUEHdVRuPEh3dneQZddTSjdMjzMUDpwyRwTVRwPQoQllWgAPESzYxgbSvnCQdu0+FnV+LcF+BdOrocC0IvTf4liqDFpmXutRq32L7bIxVIqbOl9d83GSZbyEO2zzJUmoVHFgvDqcdh8yB8ZQ9p0Ffvd+dDQDoUUR9D1RAWuzqPhsPDV+Koytu4t8a5UXAMRwLdzJEmK0FuARE2vMd5XDrMsqigcAOI9HlAKxxdS2pu9nERLJ1L9dqZ3faNeU5sZXnLJtctuTe/5aJXhOCvG8HGMZDj42DNEqwXDLU7lXDlyXObDtQeBWjGidH855Sw/wXpl3/TJUqRU40OmamSlGtDgwhAXrstBcvc21jZs2b7/xg9NX/82f3Gtv9ul7wmLdZgrHyhhjr/tu4QxvLhKo+1qARM6nlGIOlg4nMfaMAd0tIIMAomqOpm0HDhe2YgA166pQf9YYHbyPEPLRVsy7pwbNj/NEkKfI+B5VjtZT1xoyUeGjpHqOQbWFWaTqCSF99Zj1gE4rNSz4NSxYlwcvp+iE5sKRRSogXxiGwzMQfSHvSt/59y32nbpnV/HJY3r26RiSwvQYK+DvG2M9x6ogdqHQ5Wq6QSRRdKl9wF3ArBVIeAkrcKCODsAH6pdguCzix3XBVwJj/a4Rj7LnY6G7HfNPM7BwnoPy4DB6dQXWM7NgDhBc+I5B3aMKqkdlceWGHL55jwe8p45lIrETo3PXLI7NXnM8IQwMvlbM6QFxcU25up9SEEJwdmu65vLVnacvWyz7XlxFbgZw+t+qB6Mq1YRlQfwqGEZxOUVgiqO5x6d29r1v7IFdvQBQdeoFf2B87IUByUOckA+FoXpUpG6X2jrDxVmwLAvboZBc/znl3btOSW179i8qeg/e97Nr1PpZXzezyV6zkJnRRZnhHyZMquqr2IabeSLKApXOPGBuq6unHfvSlZFLWc1mKQSM0wEj6laLLMPCQPEDfhL+VgGZvgHsP3khWXNDPdo+7WRtO1U+2OUT4/GCW3gljPgKkZFVxpk4AcD3BZ04I5M7b1Kk8Ds43a21XcNi04OKLjhlqlVUXqdIGQOQY3VgKuUNq73nLcg7yR8dqLz02BvdRv8ADv57Dtvwd7w/87ff8o9jGaUeSukGxzKMfIPdVVpfd63vJRrmHRaO64Dhecg1OmiRhzMnDvNQN5SWdjjZSdgVE3KVF2aDF1rOA6N5BMm563DNT1Wr4dQGnrAM1I44PM9Moa6vCgxhZY9e9dZUdSWt1gVbAcDTxEsoJRoca8IAANdyEVgaOcMy230My56QuPDy/RP33nnz36oHwwpVAOCxapiKnoNj6rZ2oPcrxb59/4UvAdldL72fsZ1zQqIWFudKYIILwHWPgdguHIGCZRgwQS/KRrdrdERatv7hu3+xb5Jbn+6W47WLWFmJlQYO/cUxeIYZ/l5mC8vfE+PqPn74If+y1fXOJeSEySk6lggiopaQRwkFq4rU8xY1xTIKXwBw2QFs/zUD9q6V2LBHJd7T8jQ7bMDgRMhOEbnBajSuceE2GdCXA+guobBtGD2/lahyFgdOsOEIGTplOXCICJGzYKGIPAKIcCHEvr2UrBseRf8nJ+jQUXVCeS3Wew/gsEjGGw2l1G2+YN45hb7MqVM7MvuUpnUbuYoi5IwRCJKqaWO7DeqYAVSFwU5UIAwUwaxaAEIIdDOK4qFuTDzNwdUFZFt0EJcB0Qn0vFhBdsBDOC+hXA5EFCj0w4cr4Dra8PDdrOo5jwANLCt7Ha3UVTl0oCcYm3uWagmw5UAMAFhZ9bOyZxaAPbIaESKxuWsNPb97anz3nyjuZnP9/R1zL/24okTPKOWGnxV1q1iyMi+mx7b+cfWcW9DSZs2r4mljBNRxUH50BLZo2XEtIKRCI5TLlJNWQIwZrWGBOvIPFs+5+vJk6sCVI8kdY3/ebmljeOSYdswM/zZQ/LeojwunQkAcgFoKvCJPeAQQ5go0RwEQDjzqMev7HWTZyatx2tvLKDA8EWQAkKDM8XERHkBg0iiVdbsCEXKEA984DysvjqHmmxWUKAeOuHBhQkcYcXkKo2UWnOqHD3kr4xiVnBWXW85lSPTcNmX5VgCvi3fp0YRS+rY3ugxHyDzw4NOhs848lZHlRoZ1lrK59pNsYiP5q4kKbwRIjh+2hJjlE2pC2NsfQHjAQJjxARQYeNGDcG0Sg0MKducFxBIO+CWdyG4/Do9s82oNNUW1VKEYZEKgLrEA8KCUgrqOlhn7KYDPtUaG5TXz8qr+Qun2qaEnz+9oYeLXHjdKpiYZHwAEA8ysI2WN1S1p4ASlYbxv04t/vshTfnnnjxlZbic858NE50PJjMiO37fj1+XuiT8ep/IEPR3L38MQXmExvmcSXdurwQ+GXZ8RZlKJQ6YtsmUxS4I81Eautn1n3XlvvWn4/ls/9+dtdjgd+MCfPz/DDK8VF7bpghoA5MMCag4hjO46FgLwgRAGfhoUjmxKK/CGmzD7p5IUmMOC6zCNEkcIAUd4zsdG271cCATsGsMyBAYseCK2EkLIMrL+IdGQV8lCFGVkIIDlOZeBW8o7vAmIgSi8nIrxQncmTKpWKpwHDGFaAfzLBfuU0iyA2je6HEfoev7nH2xcdsFm2ygPnHRt4VfzZ400buUC2DrcUWEy+xzZLkpitcQzCoG6YwqkyQfCMODCVcju3QnGJaCDFrxtYyDJMMq9JeT9rSjt6LbFlijnDqcAIQYKSgEQCupOPtfzTKCj6hHBrxxf6FQlVytVUk8M/ZgL4ZOMJBDv/GpveqsBIvoI5/O3HSlrcMXaVdS207mdW7r/vB6F7OCnKXU/Zuj5QwXXPOCOG4NTzz/6x+8H7w+1d6yXw2sv1gEYePr+/egc4d2Q42PkPhslrTdLNDfIehXGU1HesXDR29aYman3dA498j+sdbXJkQKAwjHqkhn+jXDh6PTwRsKR+SwPoczBhUBECBDhUIcCAAceAUQvaieLvr4Kp75LR1kWICoAIEGqZcASngiwqSVXUIICDyNCam0jC05oxOyHLRieaVs+AwQaAohiCD0TQYQTMjwQIGAKYz3VqN/AER4udccBfPZo1vf/ZL33RtL3h32jAH5Zfd4V1/pjjQIAUMNylWiNjDrIxfQwlevqCG2m8Dw1gOzufXBjPhDTwf5fi6hj5sLHCpjMTqEYtWBoGchOMKoMSSRTewB8fQI2Unsnt2zfy8UT692wsszdl7xp8Nkb5hNCiGfWvEWOVukjRc0OLKr+pSOqs4rFkSeEJLPOKhf2jb9w3/0AMGvuBXcHI23nlUuT+yOxuSekpg78yWrx/gN3fQ/A9wDAt7TZGzpp3pW1166PjPz8mWcBwExNdfFFD+gkBbVsqHIAqsoKCh+A0hAg4/IrW5lEeD07p1EFwMMaOdErGN+qefu7h/WB/tvTzz6x/3XtmBn+LRjH4EccaveZMEZ6sf93s7DwXTmkfilDvRIUIRNGpoDM9wnF5xw4LAcuLsFzNWEY1e+GkKMpEDBwGfAudaE7Zdfr+FQCuKPov30QXc8uwbprs0jCgUM88EIhXrCUQxJjECEZPASVISwCNMJWtGJN0R6F4onrDrVnMleOApmHH3kBwAv17/7gO0R/AgDAirzik6NA5WXiJJaA4QUY2SRS7RRVxb047bRB7OuT8GJ3I0pL5kCumJhK6ygZFsrKXqSYt0aeunkb6ptyKCFKU6mxnwpWeRUTDsb4jlnn9v3u1q8SQm4S5oned36Ea7n/sfKub3/RvuNEj/ztfQfc9OCINaHp6Ni5R//BghOB+tmndjR2nPmUIPkS/kjLdwB87NV1KO/akwXw1iOPw6ecsdS79JR3+FetuS+/ZdMoAFiaVho8KECHBK5EwccS8I+onCQHUJcLCb0Tz90sNs7/oBxMwHFsb1mb/HTtO09hhagnO377xu9qQ0nrdeuUGf4tyLhTY3P4ZZeqxL+h6Gbub+LntcG0+QotPcASehZPOTZPMk/zLu+RqLLKgQ0CZqHMehbYsAGWQ8HJgnIMOEYBANjU4AJSFFlzIltyUl8CIFGQRYZMUdB6EbNiIERAzsnAYjSi8hGoYggAEBSqfAKjomwW4FD3qO44/btyWE/ptvZFatN5Jzc3SQqLmugUdj5zgsLMagB7cJcWPSPBA0DpCR16b4Gy/RWilimKkRwEdyFEJQI7NYDg0hRKexWQZJHLxE8g2svb4AbaQBPI9+7d90u1ofVCVwrFgqlVi7d96PdnEUKIt3FuM3VdszjYOdz+2fNMuSF8Yeal/o1WgbRZmaxd6e3+EQBUX3LNJ6OnnfcN19ALsdPOO3fq8ftfeHU9ujvvfwrAU8C0yF/dyvMva1h94VVDW/5wO6WUOnp5oJIvWy+9IvOEUFhUhCdazXiNGACA7R/MlKVK0tPQOAsAXIy3e0z28/WXXX+qmU1umnj89/9yC/cz/POz19j4A4iEY8F6R+2e784miy9iwW2koCGWcrMpqJVF6lugeC+AMA+BEyGfzYINexFECTkwlKMuXOKFHza1IEEOy/AgibFXUhj/aQixS8ooeVw4sGAiQCJQqAdJjEGF6nDgwRMBPASEKG0zYcClDmyY/8MO8//KMQn2CSFzAaymlP78WFz/1ZjZ9HarkE9xXm/ESqf2uaHEAlcrp6ipywBUapjgHQEUFqTG6ewgK5WzOFfgAYAzGTCCBKkqAavQx8g0ivAwsdJ7t92YGK+tKbb7V0uJuioAVXalcCWAGw/vHr0SvHjDImXJ7N8UGUYpv7DjE3b3wHPFTXd/wtuxsMUzb1EzIeTQ8uM/vhYAFDXWIUj+eQBe+Ms1ARJvOe4W74KGS+2Srte87aQN4iZRChDOW1pq5/iqSMC1LJQyg2A8FsTOLAhgFbLDD4j1yiqFUhWUApoBa2HtFWpbHcMqnlMBLDvGXTDDvyGjtH8Ch1ceF5E1/xUl1f9BKcUI+m4iII06tIe7sefW+Vj1/iCiYYBymmDA661F0UwCReICYAJOEKXcGPJIlatJo9eFSyoo/oRS6raSjnLD4Wz2Co447VAEEEYZpUAJBTCUhYEKPPDDtmxMZg9scvHfntWzIyeu8Ynxi8tm5tn9ySf/KTKT/q8ctni7FEAPpXT7sb6fncs/RaucdY5Wqbi53CQNRpqcsrWfOOWl4AVQ14Eb5HH9h7bhxJUsbJvi5N/VQgHAKQKckSIsJQFxZRD6niEw9aux/ZVdPUp47PfR1cIcg65YynA8OK/nc4SQ71FKi5jevXnlrf9v7seyc73/8atRY/dzPz70qX3btE4AdvzUucv/4zcNwYi6eoUoBxIAIKnhNX+tHt5FSxsiZ5z7GOfzRfhQ5KqGDs/6tZckLuTg+cWQfdEyRpJg54YQifagGCtQIbuY5Er9A+xEcSOJmx9AEMQxNdhWCdELl3yK4TmAZQT8L3oBM8zwf6HT2v4EgCcIIexq4ZwDXiY4S3PKyXG77yYvF6jXXe2LJm/PZV3xtyG2iuTcVLOlCK5HTDDlfBcMreJG5UaGEAYZa4x6SJABAJbhDu03ttwHAMuU08shEpGK+KNTFBiwiHMN3qQ57Li6wIqcAgLC8YyAEoxs2cq+TAhhKKUuIYTM95z0XpFRGpLm4A8GtL1Df7Ey/2IQQkIA3nOsdKdezaHdldGRXmN763xlWXen0+dSVMG0BCtfHqUubQUBaImAH62QOq4dDGFhTZZtbpGfAwDXkOE6HMSaGhgUBIRAji1HqvOlW92WoOtZ2ni8KrXWA6gH8EEALx2ew/ZKs5vVxKff9Qjrb12a3tJ7U9ueJ2/fvF0b8CxtC7NeuYUQ0tfwro+snXa/8viFcHQ1/soctumEKz4Yalp8IwjAiWpNdO2pD3kWLVncbeBFnzJvPQBoo8MQshXkzCF41CjKmZGnzSDTYBvaLE6UQTQLWsJd62luP9HR68qBhSuW5XZve10dv2Z483PYWeQGAGgni86tRtPdLGGZFJ24p4LSHhfOyAQGviJAOD6A6IkyFBSQjU6r+FtwQeESm4QRg0E15JApxEmNb/riuGuU9k+ESOyJDqyARGTk6X/v86rwgQFTU0SeMpQlFixbhMgJRMIkHekxYXQeeW8daamJovqDJoyx/Xj5pn/0iOo/FOwTQlQAwuG0qFc/3wjgiwCuBnAPgGMe7KdeeHx3cNmaVYRj53Intn8wx/YWzImBzYzMe51J7UTJ5ZFZ6MKwGAiHUzYa21NctPAiDk3V0JSZyYjSgrA2MQrCOsiSFMrF3p/Ujje2BTx159v5LFxK4RqaZpXyewGg+oq1S/mgOluoTywSG6s7aG8ODZ51d5AT1pVrTjj/pti5l3wUhOFOP4PZGjQ2kz17lpYqpfJj48NbXvprdWGIsAoAWFWUpBHv5TX1y69nGI7tdoend45cCrbFC7EqiCL3Mtin+FysbdUtJFGNyugU7NQ47KgDNM8/7MUD9di2/gwzABz4CDBt/aRS7+UhEos61D4ji+SIAm9IICIAEIFafgDw8BGMk8kCT3kljwxvQh/WUP5wnmauLpNiX7U652urvedRCuYFAgJCCEyqo0hdaCjZPkQ4SigjUQUGNOjQki7LRMARIlvekxmXfYAQMj/ONVa1xI//g0+KR71C9NqEZ9bCidKh/jeyrf5eDlvwlV7tgXz4+TMBfB3TYqnnvB5lGb/7tq8F15z4AiPK7Ur73P8cnNw9xhXszWT7/lZmedxPgxSe3BRCQRsAi2LZxRn+7XjmkINsBlpunGfVOklgB/Y4sBtYq2uorHW/8vE5b199J+FZeeCJSQeeWtYq5PcCqBBCmG99PnyBadFMzeqWdyVa1HjQyZ16022xU3sPWpu/u21Bb/SkOVdVBlL9kdxQIb3lYMnK+bRyfuyWv1YPhuE7WFWd/q4KfNPFn2j81ZzVwbdEZ5va7w/vVXIyQWi+D0YNRw7du4OGaSQcrp9/u2IGSaVvBK4yDjSLDMMf1obh2ZkxdoZjDcuCiwIAR/hQgmv8iMJ4IECOmrz9mGwrhBCCIBv1VMj0HEeVIsib2kDBTTezRLDLbvFWE/qERNU5BX2ybzV3+i6Nll9iBWUYQFjlAshhAhSgKvGTMilC9cdZQglKpQxYkS9lmCmPyyLoEUIfm42VJoDPtCurPlMltn6VIQxYwrYCuPANbam/E0IIDyAAIPXqyTMhxAPgIwA+DsACcMyDfUqpufr0wKmN7dLK5/S159Cq9BXGjoEuxie8ZDw02CwGAozLqjCiDpy0BYZlwaserqD2QChIYJi+dGp4dpiQCQjaiG3IMmeMD29xmnydniXzv0n707D7dZdlBMasZPcBgO/442qE2pr14qxmQZrTcoaiZfHDy7u+sOQzNV/+8Y01341fe+F5QjzYqi6avdEw9RZMjpWpZXdV+rt/99fqEo7Y68BMTz8pQ+YFFq/+KO8LxArFPUdW6yExPnhDNShOHMKYu69UU7PkumQ07xq8Bn1qAh5vP7jaRs4EAIYVCWHkY9j8M8wADnycJSwz/X9udYAkag8PC8MchDqVTMsjeag/wRIWLFhwtGIZ1ChmmXSIEhTzbuY9IhXPtmEVCbBsFTllRxCRHwBwATAEBEWaQwUlJ4w4m0MaMhRiQIOGiulCQYkWOQFSKw/+9wlS3zSJ4cxiHH9PmMRXU0rhwM4A+PU/VsfXACGkAdPenCdOPyQ9AN5JKX2eEPIJAF/CtLjUXQA+/48U6B8hu31Tb+jKcxYL4cgGN12G/6zl5zACD71rEHxHHahpwXmhFxVtBK5m4pxFh8iF6yt41w25kax9XK2W74e0vBVmn5HSXtjz2dRzj/6suu2a2wAgUvCh5/lnvqvJ1p2TWx9/ufqKtYtj5yx9hg+ovszW3ufsslbmBnXZNsGDZQOSGv00p6g8AOzrXLPu/MWb8Znz78yctz556Z9bvESufsu1XCS8xOgb+Dm7e8KqWbuh1jALsKc0TU4FsmxMYAHA283ympCBVZig8oYW4moWwtUi6CwumslngaE8FWONhGmToGTDKDy9B5wvgMChSTchtwQntN7s/2y1GWY4OqQw8TVCierCLRMwqwBEKajLQxgrIvsbUFzBgmUtV0fRzMC1dARoKDDA9nyg7GQfqEHTNQnU/UiHtlGSg6qfi67T7TJ4VtYyTrIgUdmnQx/Lstknq8W2t5asDCJ2FCBAkeYQRDRsCpTAtKFSFRSBjlbMv8jDxr5EQKLTpSQcAfmnP7ZECLkE06vNdQAoIeQBTKehCwBuBXAGpoWjPgng6dejTIcnwy/UX/ehd7MWqQswcfhmL36/ZVZQjmXAN/ggHyogW3Sws0tD/4CLU9dLaOjcXrkxs8RobjeD35p/O1a0ueyNv9nx1Hd/3/gZID3kWo4m+iQ52Dw2MXB/zyeMqfGnKKXOPT9PfPm8M9T/1DRq/9eDqefdFmUWNU3nyZ4qVmSM1V6FrCIMgdocbep5wsCat0+iON579+/e+eyfLC6HGhYEI60rP01dxxjf9/TX4os2HEcOTcL1cCCjyU7vycJsAJi3RJAf/VUfilwEQU8WQAxGyoIaayb2YM5riyZgJqHKQegNQIlGkXt2kjK8QCt7WOYvtdkMMxwtKKXmPHHNB2xqXl50MkNVXNP1AAhAnaQ5dCuY2uvgkCYLBlxLmP6QZUMmnmCftme1S53BFmHhr3kinJY3U18O0PCXVHirGIZbOGEN/1ag4kIKFwXkHxUFb4K6pSWS5IdPjAAA0u4w5RnRw3AyBBtgOQ4E5B2t8tKn/XzsC+SwrBEBI7xBTfR3c9h+7yYA1wCQAOQJIV+glH6PEHIqgF8AqMG0vfRRPTP719j8WC5LCHmu+su196r7qKwtW7iIjXkXGQPDcFuOyAzkMSmWwGklFBoq8KxvQnnLobFwf1M0VOrC6W8vwKjY7h9+MXXDoc7U14SVc6+klII0hTE8sPM+4WD+l8N7HnmYkN9wVZ/4yCNibc0Cc3yizxiZ6F8YSTbpjMU/MCTA8LEfEkNhDgCURGytdcCBuziC4tPPfSG7+fneV5e77X0nrvO2xS6tDGefO3jDk3dfdv7WuTs6XTgOgT7WO2l7F8UAgNMCamV/DjSvIZirBhUoiAT43aiS18eIO2awTHM13JCMee0mcvsOYrCTutJksRQbEmaC/RmOKf3ovFWg0gIefK0B3cVhbQ8KOCUUvsFS7gcSZMnlgaKVAwEDGSpfRG7zhDvw6RBi9dWov8mFmykhfWcjab/Bpha8CH4qh+ReHw0utGHr4xi8rR6zrs0iBS8CkIgMl7qwYPIA4USIUIkPABSX0k9FkAhx4FcfKScB+YfH2Nc6+b0H0xZ8L2BanX8FgPsJIT8C8GkAjwD4FKX0dbFnIYSQ2vo1xzuOOaTHtVE+nCgJAY+HFafbgwgC9J4JcEYWXNmClDdA+aKzsqPM7DrAlgbp/DoploDNOSCEQGypiZS37eqLrD/r9IHc0F1O3uw1rcro4NDDtxxZ/eVDnjl8QPUBAEO5KH16atLMVeLB2sUqANiuzhujY2AZDp6CF49sPAGa8/AApVN/Euj7z9iw1n/6yT9hBJ4lkrhC3z54AaupWflgVaScGelNJV/8qSB4lzgyc7zhd7xCUYLbZ+8id/Y2KlEjGF1FK7uzuqFWNQQZwhGtv9Mqtcs7s85gY2ygIte4IR9QNdfgx9bgX1CsbIZ/HQbowV5Mp5WjlcxbBkqvrqC0ZZj27AJwTQOZ9V9VaHjQ5/iq86WJvEp8UVtgEGFrvUOVg0PHkdPepxJfQqHeiycqI11Zl6eSzpBa1J9RQh4q8YJS6hJB2EhA3soxAkwYECCigvKkB/64bpfBkOm4y4FDRSjfUYinzpyaxCQ/gSJf+vJ4qet/iAv9M0EI6QBwB4A0gIcxbcN3DoAfA5gLYBaALwO4gVL6uogUxRILwrIUWpRKHtgsr1jS7W9eAHJ4H4zjZTjbCpDzKVzo24meiQhycgBSaUyrs6m8rdfHxlY3BBvS/Vg9mwIgOG1FOXLD9yb7I4EVJw/f3fW+wPLIgkJ38oGpJzZuOXLP6ipuDsMQqCrh9qYjeOCxqvTSsO1NzEqwGgD3ZZeUh/Oo5AC9egFSPc/CyJV3/nnZo7NWf8Ff3f6h6UdUt8zKZICfAxgEufLEpoG9xd2GRr880BmfXTFC4Cw46YPljfpodrVteQWzNDVICF8v1sSIa/AYnNraL/U3uHal2+udf1yMcTjixifOwfTCywwzHDP2GZtux7RHPOaJa16RiDI340z8eNjqHAPQPEdY+bE4W//1crk0ZTFWLcfwYEwa0NzCcKPQsSHIxk4GAJe4XzcFW3esAoKeOghu8AJX14lEZDgwe1lOgUNcwHVBqQub2jCp1uUlodkVpwKOimAJBxcuE5RrHxKh8BlrHBY18gU7+dE3so3+Tr4I4F0AdgEYAtAB4MbDO/pfBNAD4HxK6f2vV4Gi89fOA4gg+MK91o7BXkFon2eEp3UWiCDAHB6Dk9XgZAuw/RwsjwvSIGp2vkR4U63mxSbUtg1DUllIKissX53OT+yoamH2lMbL2PERRpa8xX07btQOdBUBgJFllfP75gAAo6hNCzZu2xGMJUOTqwN+QWbhuCZXfmYYfLUH3KAAweKRGR8o2Lncn8zrCSHMip9d/StPc6TR0xJ9W+Lk2bu+/H5z9P3v3tFeyDnlX0zl7tjc0+nhVf8FqBgxYoTh5MqTBWWfJuhyvTcTpJN6z4CndnaLz/VBG8jC0lIbt04mWpiuHFoLUhUgBVJC+SwAfzUrdoYZ/i9UaMkE8AEAqCYNEZZyhxzY+f3Y9mNKqU0IuW2pctqjAT5x8mSlf8BrqY0mdCjwoJPu2LuCnPwlD/E3A2i2qBnI0pQmQpSjpHpWjqZMGR7I8EiTGN7Egb1CgOCxYQKQUUZBk6AQAoZ3YOOIaKAN60wPfLMcuEjTSegoP9WJnb/6R+v4dwf7h8/hLwJwHKX05cPPBTDtI/9pTO/wH/O0/VfTsfDq/4pE53x8ih8rsOuiomsa5nLxeejlBAqmgIntySEG8+qZnNeO+hs5MzUBL21k3vqutnuMxXMvgE+Fsm8YAlei5ljRZrJ2n+SE1wePW/tpI5eyR3Ojd1W6x39MB/87zWvins2/F6sCZ/IBdbZz0Ffjr5mVMIUkbFMHJ0gAQxw+6ZQDRUHhOImrBB38/qUFt9/4Z2UnhLz63AXNjh4YqV989tmyP3ZCKTV0//joy8MAzqq75vpfK82zrrKSyXJoT/4Aq7sPTaxR6/K07VwrOiZrq6KA44J9SuKlArOSn7cYxeqMm3x0DMgWewpWcvPr0RczzAAAPXTfdgB/co58kB7aRwiZq8DraxA7Fqms8F0XTjJljt4BADq0zSp8F2goI4pEe1kvpAQSjgCAS52JEs2Xisj/sKIVX5EhZEAQKrMOMm5yrIu+spQB8yxjs7PFQAwl04LDOiZb5Ot0I48QIqAWhYFM8S8U95+NKwHsAHAypbQMAISQkzAtfjQKYAGl9HWzHApH2gOtbWc+p6ixeez8tglpdnui0LuvZNYFPTQ3BaOYdrWAm6pMSsHb95/Ps7wId0EGhpPL//A/05ukxbENyoEkxqai+HFecEZLIbuzx91fVbvgQZ+/etUcddNUU+6lz3/q5qmt+PF/33fLy/oNPEeqX+7l3OHFa9ZLskjGhopIANDLNtXdZjL17OSkuHxB3KOPo67e1H/84Zd/gS/873WhlGLwhd/+gLpOkWE4eeCFO2/pfYrakeoFm5vnL93WIHqrkrmD+0lD9YHigaG72dnSu0lVJGHZGsG8MLSJPFRFbaItIgJtC1F5Zp+jTERZvTz2+DHviBlmeBX7jE3/47hKp7n1BpXx/6ZCC4UF5LivKPBeWEHxvjIKYxVa3KG75QmRKAmG5SNRtR7JyuAUIUxMYlUxRZJDpluZzLnJn4uGepGPiZyiMxXeNEZRdNJ354yJ7yrwbjJdi3EFBzy1YBGHs3VdkngRIT4BzSlJvZUd6b9U3n8yrgHwH5TSbwPTASuAn2Jad+M2TM9jXzfBzbp1l1xUterM39hahYssOL7IKh6vh25yaqnMTpVD0AaGMma+3cukKA36lwr2eA7ekoiR3fs35U+sLAwmApJR6MOo7YC+aFrDmUBu8AWbJNqPf87hLVUUD23UjIGPHAn0AcDVtHzs7Vd/iY/HLlJeHLd1dd3y/pEKFo0/iFgzi8lJyeKzNQzXWdA8vmpP1j8CsNYzxY2bB/9KVSgAPHRX8epMyrl8YtTedfcv8zsBXN+y5ord0cbFP3K7bYyZpW16bXBA3zM0xVVH388nfYFIWgXPyZiyCtAa/WutJVXACQQjdwy4yrClFa3kv5zzwwz/uozRwRSmY9o/Qim1CCGnqYy/yu8GORnNtzJgomUUfwAAGkqbPdR3vgMHKrytLHjHxvQwIkJGAdleC8bGIrL3l1D4mABhgQkDU3TMHkL3qTVofK8f4ctN6MgjDZ4KoHDbNVQQRTUIIUjTifxhnYF/iNeys98GYOORQP9wA+QIIT8DcOXrHegDgCyH1hDCwK5WfKxHBWOJYmZ3tYnOqLB8zUG82OjkJ706ave3cYQQMF4vmCJLBK7mLC7expfG+hAsVcFyRWLINs9WW+2FsvVOs5wHar2c2rboSjYSCAE4EwDU9rlzQdTRQ5/97VWEEHnWOe/PAQAbCGCyb2enVCQ3pgZ3bQZFLhuvXiHVN3+Scfme7L49/+PHOffIk5sib73sOi4UXGr0Df4MAIZeeWgrptPH/kjyyYfe5Z+3ojtYVC/1ylVXeiFCy1cMsigu2hIFYRhQ1wXPyXA5Auo64KNRphJNQnW8k+OT3f8KP8AzvMmhlGoANACPY3qX+o8cxM7L4rT2XbVo+TZHeJFS2p2n6QMsuNoSCp88QLf/DgCWkRN/ECChEABk7eQIA2ZqNU4dSWH8QZl6KMvyDd5QjTJW6OxROG+H45iHpyAAA+afPoUf02PsT48E+gBAKX2WELITwK9fz0AfACQpME9RY/Nc1wJXW50gLIt4DfFcfdJT0B0OP9+2MP/xlRuZg50t/C5tWkhRGy+CbZASTqQtYZgBlEdHIDbMwTf3BVjFb7Ek7FxJlIJ+ztIt+OKHe2OO47s5EoQL4JbaKk7qaBfbn3i+so1SuuaMS0/9TP3FdC0AjNkRGL/r+iVyxd8NPD2Qqgz37z4+sPfGWYuVpdkB7fbD368/IdWz7YuUujp1HGNi/7M3HM7O+tX0q3dMv2dsz0h9+4ZTaCL4YaY+/hYpVr1AjCVM3W8LrNcDozIOSikQkCA0c7ASCkAp2FYfy0zyUCr8m0KQbIZ/fcpu/ogLyccP/zvCgVq+bVVArP5WrdJxKaUUBiqPFu3M8Q61hsedgctG9IMTALBWveBRDxvgKaUYc4dfDpmhk2JM/OSclb5HhHed1xONAoybzU84fiEMBiwAgAAOAWFf3xq/Ng5rTcUxncYPYNoukxDyXQDvAPCh1zPQBwAxEDmOFWTJqpQgBqNBAHDKSiG7vcaXqJoEbdT69hB1YXArL3C8BC6cgFEcBRcJnyTUVrFlp4LA4lGdbamWNm+v42fFMlHPYs8naKetOsuTCM5pWqsmww9559bOKx4YSbWuCtcyDGGmXkp9DcDX5q5550EAYBgFg4/JlYOxsS9sfdZ+Yar/vorjdXV1ScctbCLkGgeGv/TnZaeUurPef+I1dlG/tDKSfW7i6YOHDr90w6vf1/fSnTeb+XRBFvzvVZbWneO0VcGx+KRiV0V5iwFvyHBdBxzhwcZkgCFgVAlam8J4spTvHd2651j3wwwz/C0OB9pH7MvXvfq1vXTr/6sjrZtiqLkjRGINBtWLGUw+FqDhNSUUbt9DN38aAOaQpVdFSdUCACjSXMmAvmUBVj2XR2aHAf15BuxiP8K+MooDHCfWsy7P4HBOOAP2/zQ2vZYJsARg6i88PwngDRG9KhXHbiaEqXMH0pbTQBrIaJbo5koBAF58CJhYhvliUxTZ3mF4C2HYziTMZRSC5mJq8pCLBh8ZM4Zdb4pj/acwECISmDgbTT7Tn+frF/oBgAhCPHjmaRsET+StVZe/7Uo7n+sPnXDyqRLvS4V6LStfOSTonOGytvtYIWpP+FaeeYtbLB1K3XXPdda2p/8/e3cdJ1d1/g/8c67LuK37JtlNduOeEFxLkeJtoVAopVT5toW6u7c/Kt9SQVpaSnF3DxHitkk26zI77nP9/P5I4EshECgJG2DerxcvmJk7557n7nL3nnvPeZ7bAKBm/sld08783E+pbeeSO1d/OrlzTQwAEjf886/YmwPhNenRUd27ouViaVp9SzI+AfapKJxSucQCIpPV4Ty2RQ8a1aJVIoAkAruyKJcTCAg1yMt7agCAEKJg79LbV10QV1RMtn1TqK7tJHNHJKrMSSF+wyDd2ffK7YrIb5CoavMQkEfm5kYy5WoA8NLAsufxcFUgXx+Ri+6jguXAJS5SM8OkPJJMHKCOsRVrfve2B/bmHVbn2LHRNatC4en/lGT/UfpICuCY6pPbNzgnzEsxANC7eZ1n7lyWVeUoNvWMQrNklENZmPChNLo7JcpNAaJ6HH1ijEhiijQc5QEhHGTvKF/HThQBqCxLoLjYxhmXL77klj/X/s+CmWLXw0+WbgTwEcYXLKSGCZjiKLS0lRybCP9bqm853n+pf5ky0HbdE7+67RMv9rVt+YeulH3V52m5+AO9T9/4IwBI9m/IAPjSgeI0Gt3t/tkLLiUMQ0rREQihkM0Ukg5cKhPSBpAaSjlijZcppURwSTdKpXGAGrBqqpDpH5IIIYSIoo/qeu6t3HmvqDhURszdg14+fAnPy+ttapW35p743f5+V0tOfqPEqDUG1fpZzd7i5vwLAECzS9k1uXtratRpS2zb8EyjM+9UiIgM0tBkDSUzsyVrxfd37jqcSAAylFLjFe9PAEhTSjNvd4dKE0N/Z0X1BEsvuSxbq+F4RTSNKR6JDyM6XI/RUmGWdIyfL1dHIUUL0LUUrHoTuRaOLB1dpV118oC0J8lxf8vMxUmtAzhikYZMhqp/eFTPw1OjAmBYVQwy4ciihZ9efMQFP511JcMScta3uy6+7Ztbb7P8UjRtjkwTs2k8fZdvw6jfXCmfO/O7QYDJr9n56dh1txwNAFJLs6vmU1fcwEhSrban75vJO+5eCQC7rn3yGeyd3fuaKKV03rSLTwoqrUv1dWUMkTE4jmk6lglH4jEa31Ki02oVh5dhp3PgFBe0nj5E0l6U/QVqOXqZEMIxsqjaJS176H8qFRVv3jDtXdlGus6k1DmziPyTO+nGx1+5jY7SxgLNJGW4gxrK/3TDd6JARDaMmoV9dPvJfdj+aA2az/JIkcYmsesnAEWyMABiUwxh91u6hn0zg33yOp/9V6UA3qodW/91I4AbF/z8jO/6u9WvlccMFP+dguANgI45cFaPQWdsFFx56IYFpsmCbzFDy3fKhF3cwDCyBCfoZYu3boJfrgUAsCJQO+Z3xx7b0qO3uHUnU1ZcM+c8xJiEsVNZWFa2VVzUcidpVa/JPzb6cbu58Seuqd21lNKrnNSO08W6ulanWF5Ue8w572s5+0pHj49+wl035Qw10nQSABiM3uxbuPSMzJqV428kxprpxywmDFtbyoyBCbkxvFjU7d7Uar53+CRJUalYorzsCQJKEBmkIHjCEPvS0AsjsOu9zQ1z3/fr+cd/6UMUcNpmnfnBPZvuePTQ/UQqKv5TDWmqkqDMjmLoyTIt6q+37Q66/k4Ad+7vM4X1CF3qEecLjJ9JWmMPJcrR73lpcIUL3sUlFO4LoMrVpk+5Q4FncR7pPQDAgQfrsDBhrn27n9j8lw6rcyyl1AJwAQDU/uiz2xB0qncN+xndiEHXCQbjrex9D/RCcmkIuTZhZ6aLarZEULDL4pTWgNhaBwCMvXMcIGUQ4gUAFIck9u6Ha+EXetenXKLwh8TCSxoWsXUzpiXxo3vrkKSlCx76yyyzdiD67WHjiFnqvBkfERuUIBmbuElpVgOMKMBKaR0Nn/rMT2iyOJB++vHTpyz68E9El1+VPKEjvnRVvfvHvxr92hspUUMI4RZ9cPkJKdskhj8GZqqA7JqNoy3BhD2ztXfa5udKeXPpTDcA6JoDNqlAllshPNkLbUYv1FNrP4lZ506VOjsvNCfiz0pTWt+n7e4rHmi/FRUHS5M4fQ5A2EF92+uW4cya8TKAn7zW59PUxUdExKa5JrFLcWP0R6DOiE7LZwFgC07mweni4lOmst1/N2EQZl+pPolKsMFTk5b/dFCDOjQOq/MrAIytum89gO7ACSed4l983H2aaYLdOgYJYZTNNIgg8wtyz2LEy2CcCUP06lSrrybcC4nsh05I+Jd2ESyFzT3wt2Eo9WUKEKLKwJWXbnXvKfdH79k+Y6yU1gXf8Qtu9dfm5IKWwvpdMsaZ2mvDnzy/SYgVPi/ovr/UFGtmgtQss5iR/zWn1ndR28FSbsNTX79lhrRpJ/8XzxHLeuWpUy4CAJ7XO6Z/8ojztv/2mTe0jj4098iWerVlaUbMIr1ABbEdaoxMbNaKjt+j1Mj5apVRq2sAALZGwHi84Adz4EdzSHVArGo9699sZ1UL5/dMrfrM+d+Y+M0/f3zofiIVFf/JRTx8GLVH69C2jNGB1x237aFbNwDY8Fqfe4TIh0TG7yvS3J4xc/CrNU6DKVP1E0XkNuSRXT0TS37jR+SKnJUdIBIBQMByEohtprJIvaUyy292autxhJBVr3gvCMC/n/cfoZR+/b/v2huX70s+ojYGPsG5uaC9cxcY4gPv2CDzPJBHg2B1Bc6yKlCWRc+jmzeHtPpZdFcMmNUIOpCCy9uCxN/7B/l20cOtEf2CojKBktCRSmi62NktGtkktHwCCvWCXRwBLwldzLD6u203/KalffmFF4rKntpyzgvHNvaWYRpM2Z7GjgAAGJJxXd5V6hONMhiGB1sTWugOzPkOgI8dKK6mue8/pnb60fcaWkks+SwIqhvc1A4xy1oniXvSMV0Y3kHrXEcqugnNzMJxURjppKNmLcbqaoVXUhied18uEJ/EMCwMT/Vp2Lv+t6LikIuQulA7up9UibsjQMN3Azj9zZw4CSGkA3M/xEOo8nDBF/xc9XGEEPgQPmIzJvQUJo70ItiURXJPE6Yd6yXBJQBgUxpKs6le3SlHi076uiiG//m2BHxw/IwQ8rVXvDcNQPt+3v88pfS5t6NT1njiPj4S6HxhTzX55C9aQQUXkvEspkUCqG6gSG6rBl/TRFjTRHrt8+vkQO1yO5AHo0jgCgSaFEb80d6BiKjV0X838NVtE+qdt9U0D39pccBTS5Doi+LymztQcHlw6iljPKBeCqDwp19u+ZbQVHO+ky8otGQIVoIWuZBLhRB2sV0hYmcLs1X1yHszuYlcFfxqUIqRz35U/LJLCj4D4IBrPX/y56pfLzpy+Mof3vQE7etYQQBA6qht7xvyY+xRY6sZ14ticHSRNKUGTDQJSupAB2MgLSw8p9UBQB3hJs6jbhfLul1HCs0NCwE8cUh/GBUV+3TJyy+YIs67HgDplo+4fEv5mevr5c4mgRGn9Jc2PXGgmSY1bEu4im38qEG13W45uEjlvFUA4OUiR6wq3nWhlw1NJWCYjB2LLpRP+p3EqD6RKIia/b2SI5MsST1rmfRPe4rrnn074j0IvPu5VuVe4/0MpfSkt6NTxsTEaiM6vpGPVM0ukBQMvwxHYnEKhpEttiFmNaNuRQJiJESy20fThREXfXqnF+9fUcCWYRaDbC22rSOF3ERPsdoyqj58vEOc3Ur1rN2D2LH0yGpqOxjcrCFuVdOE7iNsa3W1Um/+NDP46JHeF6x/xRs8M4UyhSVaQce0aHO+h3z8zEyEEALOsT9DQ7GVPakx2/bUsq4grfe31/8RQNeB4lJqmvwNJ3/4UYsIrYVcDHywHhxAdL54UiaplUrZkUeh2cvtQgEgBJaZA1tUERhxkOt2g+2ohWK1vd8SJsD53eDrI2cDqAz2K942UzH7b0FSdW6JFnprSfOKMTow3kSmLnHg5Idp79YDfp/MWqHCvTyD5O210pSzREZiRUhtfiexfLPz/Ce9CP4yi+QQpVRfSk48kyc8US21ZaK0p49huFLKGL1RR+lmnZbf0szsNzPYLwHQsK8kwSvs7/3Af9upN6vnt8887ZkSnuYz6heTI1t+VogXOkxNdzi5ikhMiJT13WD31f5kvWqnPZJD3VgdyiNJZNJRFBTF8srzGuiYySTpxnFhdk0NF6kCHRliAMAxTYPqWg/lPDOobrGQBFDbyQMQOk4rdvpaBST7EsgMdVQVe3cmxQlzG1rrV1BKwdT7fdzU8NzYU1t2qHJDJ18dhr4n/cppZPvFy97pnCDLnCCjkNiZcnzBgF7KwE19CIeqIpTSyDi3OTcSWedxuFpwkRC4VYPEr/MwbQsAQB07H60fZKnMQU8O7wD2Ps1yq7V1+eLY0Bt5+lVR8d+QoHYpcHUAgAhlCSGEzMHyvwdQdU4Zxb59J87R1/r+NMz5YC2ab2IIA2Ixf87YE0962NBRBSdz18umYu4GgCCpXpWlyecVuJconhDn4UPtFjUbdxRXfqKkFd7Q/2+HgQT2JkF1veL94r73Xvm+9Db0CQAQ/83N1wit9dc1puUzI1fWfmfPrpDoCaQMj+oIqldAGXvvcxKOg8rSOb5SCHQzgWWkQd1bINOIobHHNPf0D2a7utcJf/jTuAyQwGee68G2YCfMopVaO+4fbam1ul/MRmuUnbw8p2OxUB+RGYGHuWnMJQx4kVuz4zG2rWkJAIU6NsTO1m6b45zO3bcNXvPhTJPbRRzbpq87i+RFwQjbwXEMrjyjn3z+0ca8U1PjNrMmRE81OJ+/C6GMZfdmTHf/I/yPPj+OkaGV+POvl9Gcz09e7CdTzk40chub89FSdLxvYD0ASKFqHwjDafGxxKH7qVS818mMezFHeAEAFMazuEWZvbJdnfeExLhq/Xztn3CAhwoN3JQ/+JmqD9jUsoeN3mtU1pdgCCMX7cy9AJC1Ey9NzS84mXtl4jpfcwpCNdfcTggBY3N9qwr3v1MG+jb2Ttnf3zXs/t5XDnmP9ils2pDkvL4lcrBmXg3XcY2TGHu/4TFQ1V00n3Xm8pTGwCo8AIAVJX+RydoPWqdh1a+HkZpI4MzpO3BP+zLxIXeHm1m9fvjxW6SGYf8iOKVkyJ0qgZE5msmQfqoyLjhOBACoaRrUtPLFo1pnkqYpKOplWPWkBrGEw+zZcg89CqcRAgheiWnvDC5nV23qHzaS9aFZKl8cfGPnV051NwpufythWdjlpEGKOZbCYUGBQNV0hVST4wp9OzNOX1TS6jJQjm2GtWUIrrgLhap917C2ZYVTO4pT64l3T6q0B9j7IMADf0MO6eh+lmVUVBw0IuQlAKAQV7tE5VldZNF5bej6uQO7PI3MOXcn3XD/a323mjS2TMOsuwQi+QQqnVdwsndJRP18iea3FJzMs/vGXy9ViSoif4dI5U9oKCZDZqiVUgoNmWI/3f6a18lv1Bse7FNK7wZw91vd4aGS2x1PArjPs6RzZe0RLT9oC5Qv3JquV8upKHiHg5kaAlgBCqIMs9CH8vAw+HgIijcCCDwHAqSDw+AWT6kx43mwZgCE45LF3p036BNjdxGBV522mtudbWlBd/of1yfGr1Eiqix6xTAAqAEezDAF63Vl0vfefxY1zF9SgXyAOXW6QimFaIrucnTwa3pspNHY2b8yeNF5l9nJ9PrMfQ+/qmTUi1LDm//Oy+5jGV6Yrevp+zObn4h7lyz7OqJlAHvn0fnXy7KeG/iLe17NxSSaZ/LTI2Sg0AdPXxYZiZrFBnuX66g5y2BagE8/0uOqvX5+18cedKvVK1LZ/huxt4Z3RcVBN4zdz4ZQdYtIleUFZP9IKaVLyYmLCCFQ4GqVqdqNvVnm94sHH3qxnJ4A0bemcN/xXjbckLXj/5EVuJl0tLVh+rUUKPZhxzfq6PSPAXBRausOtbRDGuRBRCm9eLL78Fpe9kfpJ2d8sf3ps48e/UlUaD1i204LbpcBv28YE4YCwmhgOVXNqGkoORGEsvBVVaGAgFCKjoHheG9v1yn4w6MP4pMnjmNGfveTT/fwT0w8uu1XZMqiH+9Ey4yb/5bNNiv9v3n4f/t/wL6v60pG4AkAsLII3vZCMDwb81u2/YAfi/6QKOJ8uXMa42SLzPpd0lODA5n4n252kRvXzg7+vw+dd1lp89ZbS1u2veY6z20b9J84lITG0wJD1q39Tlqd8UV5VtcCxEp7awUSwunc8NMsJP/P/76ie2rNELqPHyR3PieCvVOnlpBKz+wqFmq7ZNDparWQrT6p5ugzE01nXn4LYVmx7oTzLhl9+JZ/v00/por3mJyduIknwtEA2Iwdv0Hm3XNk1l0LADLrXnyg7zPggnv/zbKMTSbW5R+cwoIVXrn+vls+4kIfV/WptB27X6OljJsGrmQJRxw4pUMS2CFAKU1j/wP9w4KVzWgAniOEnDHFPPHT/KLqq1dunV1b3bwBo2wbYg8mIDc4yO8ElSU/qw8PI+5xw+EYuDy7YfhDQmnNIJhwZ0Mvx1K2kCOs6uOST2++kRPth/Qd0SeN0NynWMEKahu37jASha/kHlq5qfUj/1MNAESQQCgLocptv/BY4Id3/6tvXc4OfJJdVB+RAfh9du3o2p3fSJYjzSPrctubnz/iI5zAJnt//+RrlnbO79m2Ode37aecL3CWbqd7EmvW/N113LI/sEXBvS9ZOQTZ68vvXv9nydt4AfukrjjTXNjVHaX+RICUV26yLV98x7mfN7opBWplbQkAzMSSnwUQuaqEwqZa0nT8vgzqFRUHXQHZ34Li0zrKq6MYfrwLCy9mCcuwYFWFuhZjb8n5/WLB+Vjwe0u1gw1uNh67xsMErs05qSil/3fDzMX4+Knc3D/IvG/6sN3/I7fjXgbgCABwYBcORhzvhAzVb0p+VU/OF5qxfMyOqNKUMkp6mbryLkKMMuTQBNjWAKt2hEHnW/hc4Vbc9Mxy9Mb9SBV6IU6ZDme0CEfM2+Xh/pVGMv5bK2QTfnHTNWRU9wnhiFtABMbGnsDE7Y9tAYBl3z7qc94m3wdGt5cGdF0pGsOjt3Imo4kpWw2GpyvxJ0fA8Qo87JT64Z770lVzTvgyO6/78qQyAXt6R8pz1PJluSef7dlfLKmhzenaD3z4GXfX3DNcaLoSO7d+L373bd1czpRk16LHREg+1VZKal1bVYhpZFAGrB2D8Dyfs3y6i9MYnU/o6gL9sSgk3QM7W5rrVmvm+DyNKwBAlUNnEEK4fWtzKyoOqn2/V+e//L08Mr8FxWd0lFePY/BVCUxebhC7/shRYSoHLpRC7Nv72nspUR0hhHHBU9+OmZ/2kuBJAMBT/jhSMKwJue8ODaU/jet73tYM9u8Fm/7dVLS6AguMxiKGp3Zh+B8DNDhFJO6RUeiZErXmHEN4QpBPjYJwZYhF1m6YOszuSLVAqqqDNjGGB7ZWj84J9K1d/UjhC05X96dqz1r4p0Qiciwf9DOjONq//XYjlR7cbkgdLdcxLmUGEYVqbEv15ZlUJrXhuZ9F5PZO6zhXgBKG4dclIJY52OKsxv/5dVPBX915ZVO4QONtlPDB4PsBnP5asfz864mHVvzv2V/1z6g+ovUi/Xrtj6tWJP62kxPra89QZnV+ibgZMJovHo9N6c7rNRjYMwP5vs2ma2oHz3AcsbRdgfGxAskpgEMZpAv8DClUIwsefxAAxEDVqQAqg/2KQ2KntvYFADNffB0SG7a6ucCDAiPPyFuJaw/0/bQzcTWFc41Btb4ea+0/XjntX+Rcssgq3pncsu+4WF+zm/EvLPEasmZmwjRKNySd8d+8VtsV/x1KqdO28MwuMSHVjsGA3OOGOGcXiCiguJYB42UcqX0KCwDFiSEwPId6D0XX7tXYIiwBMThoWpLoseh2qll3ote6VWqa+hVXjffDyrT6dgCA5dSmbnnqUQAojfR/FZR+2SylMpxiREtP5dbHbn9+VfWJZy32184IdrueR3VbEW0tEIt7iuS5Uuex0pHhjzOZftTNY2nHF064pOdnD9/wGrFQ32nH/tuztPnTghxpde3xCJnb7p9GOC7CVy+4XvJGZstERdGt8gF1hgILyK0fgi/uKgY9LS7btth4Uel+6PYRY7g8Q2CK8dAfvzor1IXqMzjCEw/8s13UuxSH8YPIine2LXTVj/GypSMdZM6fWMrNdeBkM0jc/HrfHaV9G7rJoi/K1LUij8yNlFIHwH88rHITX3Ut13JMiKn9KCEELNhFvMOQGB1dbcG8sQcbbjoYcbyrBvveY+ZV111z4d9jtquLG5bg2wzkC4N5ef40j2PpKEdZR6ox907Nz5UR9DOYX7vRtPxN/AQNocgwYBU3tI09Y87K3RfEo1tz1d/91ChfHXIbmLDsTB6EAP6kusDnb23JpPv6n/vmk3/E3jqtL5l69KXfdYdbzjSyeagxFlAZPV/Yc7erutXDiYoKALzGwTLsgFrf/q3wKWdcG7//zv1OhWMkOUjI3rwyrCQHC5s3bgeAps4TviQ1t3/XLKV1n+U/ce+DNwp9fHwl73BLAYB1GLAlR/CwjSAuFgzlpuSFobZ0duBxl1p1dLEcv60y0K841LqUFeerrOfonJ385w66+id4nSRRANBEpjX7EDyvGo1rNtBnPvla283Csr/5Eb4ghYkem9qUgBAdGrw0wJVKuQ076MrXvONa8d/58LfbTzvjK+FrS3peinpq4M7lkNus5KqemOpVQ0mYphe0XQeRJTiaDmF+NarWPK8PjzcrYnhvEiZGEOjarcUHj/jZyMe6PrPiS/6FrZ8jhCD14ESaWmHY4ym4a6acAuA3Wk9/EfuZijz3qKv+bI0L7emZFpioZhFNLJTS4zd6ldorCCGQODdh0nGQkj2v8ezLvpHZsub/5XZuTu8vJkbkQgDAybwiekRf8Y4XHiOErFEEZa4r7FuQzZfnOBL8AGCVCiWD2oMqy3YCgJ7jwftUVqwPAwAKWedT6S39FwrewEWEYUU9MX7Xofg5VFS8yMOF5HZp7tcYMJJAxe+vTt918oG+0yksPEUkSleepm/Yqa87a3/btAeWdi6qO/9+npXrcrE9/S4AOi3DdHT45drIOv2BPyXN0bc8vbTi/xBCmKb3X/JToaHponyQwol4kE0m9OotdYKihEkusA1incJaBYDaNqhtgbDUeXCPi0kSHzh538qD4WJR27bnC5nnnnyg9dxPrVJqmxfxegjlPVFDqPMJtiEF3CuWfhDAn6OP3fEsgPe9vB+Ro049KbBwxS+M8QkyPtSC+oYeIzGgbV/1DNnDnRpqBwDTVmCUiqTERz4avOQsJ/nX2/Y7KCE8FyKiIO3772B5845xAOPhKYsu4lrZe0wuqTCttadbZhkcL8MqlLd6dGkKADAMCxIvoTfaqksNEYF6IoqnvnhdcdvAbSKVPl9CYX0O6bclb03Fe9cU0j3Pi9DHyiis76Eb/ghg6utt7yVBqRHtH7dgpXuw/peU0l/sb7tusuizc7Hip0WrEDMYrSQSWTFgEJaIEKmc2kRXHrQqUu+qwb5rUecnlHlTjgEA1+ooglYNApzPs2vnWlgNPjAqx9ibeZgFA1T34d/BKRiOBfjxvjyd/6ER8sRzUpnNs3K4UNVQnsauUztnrzbK1A0AjFfKinftyvjdLW22SQZMo/DaZWYopZyowAnyyPS+8PuBR/79aUqpXTVjRSOveE8Gx7TlXemclKlrUjpmnWemU0exitpul4qvmq6R37bxlwwv1IAwfGHXth8CgDfUqtYsff/P1epmlVIHZE8UWiaOXHbkIaOc+Lo2c/pzdjTHa24Rck0j8kMDVGpqJUhk4fe3dq/b8ucTRMEb0o1sDPjbIfppVFQANULrtOnK8r/yRJB4Ip5MCGk5UNKoKtTf7CWBJQbV8w2kfdEw7d3RIS08RmE8C1PW+C0DxrZ+Qoi0HKecyREOIVrTMYHhcS+CNX6EEcPo+jRif3m7YnwvaZvj+V5DB9fQ28vg0cxckAgL/eRR79AdeyCdzgLPskQfGwYJecDWRVBe34sxtlOpE0rYGhuyeFOgNuPwUveMSxtdRvCKZYNH/d20AIGHqhY3GNtTRwi+AF82UjsP0BXq00MQn04b/TsfODE5tPFpSqkzZe65BgW+qTNFUcvolr+uq5VEmG8Tnm8EcNn+GkptHr+KWs4nimO5dbtvXPc4bgD8xx93hdq64ASwPERr1G81uZBLRpHf+PznxI62qaVitJM4DEwZyCdklydRBCfzsAS3X+e3pPbc/KtWhuM5I5eulIqqOKTaxNlfiPCNX9n3kgfwmdfbvl2YvayJ67ydI7woEGkFgFMJIVwXv/RjFJRuM5+/jlJqu8XwcaoQaAYAuF1mUSuBE0RwDoyYPvSTpDG6+/X2U/HmhRcef4K7bcb/EMKgbPaBaw2Baw2JieJ2SLkU9bQxxHZiKOW8IAwD4lKA6jKzIRWhvjkyMV7YU3JsSSYuWXUt6Lq7dumpP3c3dS4CAIYRaf65+HPiXN/RjBgq24Xdu16zIwQOQCDU16J/17ZVz/7imRUALABMuGXHDVzAd6xkR7WRrYqL7ehe4Wo1l/vPOyWevuX+VyVFzdz+8ANcdeg7XNA/S+8bfmkmiLd1xt9DwY4mAEixcRQ9ZZjRoYHEyoeWultO3KKlok2OocMbaMREdFCltfWwU1lIkr9uM/3HmTJRf6ahlH6HVNqpeAcLovqPbuKb66F+u4V07uinO1633GQrOn8YIjWfo5SC7D0n/7mZdLT5EDynjOLzO+nGpwBAgft0gYi8ALEuao1u9vLhmV42gCxNjOes1E8PZgzvqsG+lS0MUtOi4Fhi2boNgDWpDtbFg/OFIfiCyPduh2A1g+EZPLSxCqq3CZ7Bcdp332NfJuvIUnXGtNOK57tABF+V8/DoMd5BN7RYCvmd675FEuV7oBvHFgrRp4vF2GuWV5rY+eyPAACEsJmx7T98cXAzse3pIQBHAoAQigTqL71yEAAIx7lYWREBvGqwn920NgHgoy++bmw/ZnpV44Iv8kRQAcA2DdhapiybIu+POieocu3MdHHom57mpq/JclgpleLgdULsVZtt1mJ2UkM/cUHHR9+fzQ19aufoI48dtINfUbEfFHBAqQ0CUFALb6DEEQM2AgA2bFcINT+bTubvqFHbLxcZ2S0S+XQASyil2myy/HabWh/MI7OaBbtdhnqJhtJIFqlzhumeyhOnQ6BcsAYBdEM3TZor8STghqNRJGbJkLgO4EgKMtgHri4MO5sG5w0jnwZGN6R7C2TXZa7ahrvg8ni51hCc4Pz3z27uZX25h/BCvzJy4xO5s1lRm8uIUu3E/f/+B/752tW80rGej1pm+SNaMbk6MbjhyRff373+X38H8HcAqD/tws+SeuZXAMBwvPpabW3+xVMPAXgIAPANoGH++0/l59Ve6ZgGGJYHgzKcPDQ+pol1nlm/j1mxB8vJ0X/wNdUX8JFqaP1lZmiDAU7RNGso+0JgyYKbPPO6e1OPPn/OQTjkFRWvi+I/bp4ecKYeC66KBScCgM3S6YsDZ94wQ1xm1qD5UgBgedYH4Ec5feIRlQ/02abWkNdj9ylsrSwySmveSt62Mfvw21Jp6b3GMfVBu1zKcIrLZxcKJqGUBwDLI6Bz9iCZfZyKHasMbM1L4FxeFMZ3wjWvCu50jhR3DNxUfnrsUf7I427gpkrgw1VcmS1eKicC0MdiKMaHbk1veOQir+ic7xSLe9J3PfCaiRVjT9z7cO2pF3yC9/hn6BMjv3/ZgNoGcPGL29V869NPsEA1OJYhHOfeX1v78r1888XXnqkz/WK45uO+lq4uau+9HNCyMZP4QnA6uWZP87HRxPr4T31F62IpVN1kOSYEzsVY63rBESFFx1LG7BWf2dMw65Trdm289Udv+aBXVBzA/51jKQWoc6DtOfBhALBhQ4D80bnkiJlBVB0ZIJFZBtVzdaRl/ijt311E/g6O8stKKCQNRr9FZJTpFNQqMYXP7aQbDmpVn3fVYD/2+7v+SjUzzZdcF8jt3ecMDe2E62ge/oiC4tje4gC86oazsw9yewqRo1iU7t0NyHwuXVUTcbfULivJeTDy3nrQVtDuo33lAIlmnks9/tj/Jvee8A74xDA7vqsE4Buvt42RiKWqzjz/Y2Kk+jQ9Fr3bSMaTB2q3teqIc2s6l15HWcZj6Yxjj08whdzooLJt7B9Bvv1LhPiRKWdqAmrEl+3v+ZhZnf+rs2SqAMuBsXHHc3zetJqVrmMAgALXA2g40D4rKt6KqNG3e4ay/EKF8RyVt5O3AqBTyczTKGhpN93yqjKQ9aStJoBIv00tgYIiRKpPcahzimaVqCjIL90IAAANxVu8CJwZQs38CQwnYxhbo6N0xyDd2fe2Bvke8tgNYxelx/Xzd98x49NhlDuj0yYQLrci686BcnuzRSNjQdqwCQ2zM4BFEN3ZCUPIpCJ17BVFb9hLzb05E5mAn/33k/KmcxYm/NmS+a3kM6k0gDd0A7J/+wMvAHjdurOxZx74PSOKdYwohwp7tn//QG0SQrjWMz9wY2T6EeenSZSUfUWQfJq6jG03q8/OnOcJNHdABltknPfFe1YulgVDIbHc6cHINBRTo06mZ+cV4eaGP3Dz6iQBaLMyuasBVAZFFYfULm3tzwgIRwgjjeg7f1yvTo/4xdoTClZ6ZX9u3avOhYThjCSN7rRtiwt725s5hr+IoWyOaHuXC3IQQgCwJ7WqZw6/4tkwU38RC89HExh4jmfF8ZyVeN1lWBX/vcT6p3ZUH3HqSaxHOlc6q+1/9MFdcOIC3LVTEW4YAgB0LOSxdlsfSB5QZvEgu3ZCaXPRiV4fX3WC+kkmGEMh1AkAYGoU2+xP9cK2knp0+CtWMq0D2O/6+lcau/cf/3ugbbRtu6+ilv15O53dnb75ntv23mZ9bW2eBVMjRy29h29pnqrZGTtZTrBmNlVMGzuvqVrRfC0hbhiDccWYIh0/dt9TK0LSgheESHXYrdYjHx+IZfas+96UphN/w/MyJMH7fY6Xf2+Z5crsqYpDKoHxyyxqXlpGcX0/7XmujXQt4sG37MTGf79yKTQhhJmO+XlQjJgwtDCpXQpgaZrGSgDAgnUxYIIAdmcQv8sL/xeCqGq07dEzEuWh500YQzvwwu0HO4Z31WB/3x3EOxqOOIthpvFnGvN4jp/CwS7rsLNbQMthCBkCuTqTbz095AYAZ3w4ITYqodCU6f9TmFGg3G3VyK6esI2AtV4bH/nU8K1/XrO39QOe9960iTv++U8Ab6gGeEtwUXeVb/pfBcWvEMIgndqTLWmJq8Z2P/WPatJ0oYYSWIeDLRIkE7sGyyf6j5Q8Psal7qvW1RBegMEMTE0Hz4jQefs1n3RVVBxM20rP3gHgDgDoJouvqUL9jxw4znQy/5Lt9IUbX76tF8FfCRCOEyDCgDYIAA4cWtBTxDRLjkZLowpxCSVaMARIHxeIKAOAmwZO8RAfDKrPchPf9Xmaib7tgb4HrHsokQbw+/l/uGi50Gx2uh0vyr4UnLAGs68fLKOCzQvWlGNjtGGRhweA6K71haYPTFnICtzC4RcSSBeC0IfG0k6+cN+1N09c+stYwlh61MHvq5FOGACufqPbd37ztK8Leu0F7DiHQKkGEy9sfrzAJL4//O8nH5+64pLnFMuAYRVASTnNlGgD41JbZLMKhGWhBhoYlt3xVSZrSwDglA1YI8Xqgx9VRcV/Ktk5A8B3gL0lyRYHzlvpE6sXl6zsQEhqWpDQ/i9TucJ4hKnC/Os5cEGRkx2HOiYAFhRymsZBOFYv4aXyZuwi/qQzCSFQ4Q4Rhj1d5XyQiPJ1APtd51/x1kWfuXe196jZ46Ld/EGesaqJtxlsTxw7o37o+RziIz4YmXKq6YIpAQAoD8b1oX+BcTcvPd8ydIRDPXBi/ciWxEF9MPbdwdtv//Oh6mv61gc3ArgQAPDb1x/pE0LIksh5t6YVz1RWEMGXFDY7vumXRjr+KzM1nDI3Rn/Bd4UFfpBC2zmUEGvrz3F8kiL59t7f51zukKqErzGdMnjI0O0isS3tLdUer6h4I/bQbZsBfBYAppCZKxrQ9gAHXpGhHgXgipdv24auTypwXUHAggEz/OL7DqiSoQlYsMZZ8HEAECCfoxB3IwCo1L3ARbyglILCfhAHeY31u2qw/6LhZ267rW7xqSc73VXXlifK0wIzI3A1A5kHNaBYZWTIwEgprXcKMgtjl+SXOvYmNRFCPMnmhgbJ49bXhl645bBazM4QLuLhwkpuZBCWwmmGlv1K78bbbqibdnSHu37mJzI2ynYsJjup9M4ase3XWo/CZSJpGHUJwLQhj2kyZA/iQg7EtJB2cs60Oed/bOeGf1432bFVvHdIkDv3ZRxlRCp3vvyzaWTOKTVoPIcDjzwyyCO7sUgLT3Ng389B9HkcH+Ml/iMcWJe1kRnRIKpPLtIcHFA4+2avWjATOsr5SQnuPWTX6COXVQVn7JZb6r5khoKiVF0L0XZAHzNgiVJvNOuaWmfbyI6WMGuR7koKe//UCIZh233jz2ix0csz9z+8G786fE4/nEsMSx1AOTsEM2YMOH2xT6c3PrS95tNnflw8vbZ9fKzXIqPUtm1mPDznuFudhIaiMwrC8rDicXCkfooRUsHfMQLdKlNuZv0s/5lHdqTveGq/1VYqKg4BTmCl6QAgse5mnhGbALw02J/Gz//fCFsfNBwNBT2FGDZ9VYR6rkylhSLvhpv3i6Lt/hEh5MZuYfkDHCO4S04eGjS4yd7ZkRY1JyYntPeO7JMbh4LnHHWc0hL8MZseep9bng5Dr8bGhyfAVYfBlVZvK41mjpBrvdB3aywn1nEAQDgBQw+Rgrdl6H8Hf/r41fuyfx8uCEv4sGdbBnndglaO/Sv20O1fYCSZa3j/R27mRlTdeWFEQK48EVZbjxAzmdO0bAIFi4fg9oEfLTCS7a0xcklofBolLWVMX/CRXxJCPrXvQV9FxSEnQurgiaAAgEClaS//LExqq6dg5ndU4kaeZmDDNsbowM8o6HkSlAY3fGAJV8dR7psNpO2r1WzbtwvIg7EJNJTgghcObNOCNX6w+/2uHOwDwOiqex91zZ17hCTW/c471X82LTvAujzi6d6nrYVurTfm67R3TtitY7PY7C17UFqsQx+WoVZVV22+9bu3AbdMdgj/oS+58nG3GP6WUFYWxSf67xmKrfrf9uPk33ibuy91exoVACi6FEiW2KbXBTjVXwvJMTG26QW0SrPBCF6k80Nwwh7TLOf5JnVhsFyMXwPg8LnarnjXSyH+a4YyrRS0nET0P6pYCBBn8EQgAMBRDjx4RoXnw27iI5RSlFCATFVYsNIueJcKEIlMVOhUozEkHtSo9lQZ+QcNqr9mPo2KgyNXGi8D+FbTJcsepGXnAb7a5zP2pGCPF42imPiXFm+5LHkvW9vObUyfchr13/34EHK0CuVUIysjOxa9/6+HXXKv1Or+HxOW9Wq+Aj++dtd3eISLbR/83Bqpu2622BLh0QIYAyMct1mdrvhrQQgBkgOgY1GE1HYQQjCe2WEXp3kcYnO82lm7gPC4DMAXJju2ivcGSqk5K3jSt2zHuqhoZR6Nlnevf/nnAhHnAYDASGDAQrVcZ/mk6oUy60bRzsGmFhzYGQCmAHGqygdACIFuxwoTzsj1rMnuHjC2Vq4Z3gbJW5/cRgg5vebMk75mKLXf5EUPKcoZGKN9g2JK26Ez8vJyX5bwewK6oEpcaXwEDMvBVTPDNbE6s+owG+iDUup0B477rGsicJER79kZLW/9anfNqR9mvN5fWU1T/QBggINK7Sp2aALhrAJAQW9vP7x188CpLSjQKCMmNMNkLU6qahcl1XtlpH7e3wA8P7nRVbxXjGHgnyKVj+fAN2WR+vHLP+MhNitw+QCABQcKxBW4PuFFUCWEoECzcMELG3ZGhmuuwAiqSwiCUgfZUmbrGB24y4K5ajfdfNDzqb1rB/sAUFi/Pk4IOVfacuaEL+yEZ5ydwrpY1XGWz49yb8o0dXFzn7m+SU6FQsxjAuSaBpQzux8CoE1231+JUkqrW5f8saZ9+bm1rpm/44cau5RI42UwLME0S2AID4dxYNZ5OQd7c6lYpgYoMmzbBqEsTNZ0cuM77vGG206yrLJi6oXNkxxWxbtINWkISlBmpZFYmaVJbQrpnudD+OsWjNGd2HhViRaMPXTrBgArXv3dxrAf4aU5mgIBgzLKCR7iHAYsAQBCCPI0k8wg/vmd2PDPVszoYcCerVMtkEf6Zz10w3fe9oArMPjX51ZVdyz7GEbVW2zTYJgAEWpn+r5BkHFye+TSjqjrDtO0LrZKBpOzagCGs/Vk7FW5Gg4HI7euHQxdfO4D8uwFf/SeO+c4+9k9/1CqmxYUMwOglMJO5yCE3cgWhi3ZFeE4QQIFha3s/f009SKk3kK6INEets61zC5pjhXPVM6xFQdNA2nvAiAM0971ANDNLvmMQtwnFmn2n1vt1TcBwKbkg78E8MtXfnequnC5i/H683YKtmMi5Uw8GuGbTiBgAQAMGIxqOx8wYXyDUmp0c0t/ntRHvkkYkhiz+k8cNXcfqEJGxUG2L7nzt8PnfeAo3hc4SlAJWMhNtKrp8uK6gkWDTgx2b29QaViBUUBq7YSemhjQ07HDcvC7JfXorY3nX36u2rLo83Xjcxe5nspRiXj90WgcpCoENm9AZF0o8GUKKMShNmyPANMxwEGG6ehIqfEnZF/VLJlDtVZK9Rl67rC7cVzxzkQI4RoxdYWO8vYoHYpGSL2/AW0/Z8C4Eoh+pZ/u6E3RWA7Aq5LvEkLYFnSekEXSYSnHGNAsG6bGw6O+WD5dh2YWaPbrI+i7FgAkU33acPQFZRQf24ZVpx3KGSrv6sE+sHeQrIiBKVf8O5zgJJbb0rACIiFgxBSvkaZ5VJ9wSKAe1rYBJHqeXju45p6zD9cpQbI7skTxVE0HAJev/rhyNvGUu6bt+PRgz9ZydPBmX0v3+aVyPCC5Q/WpiR4ENC9aSCOG2xKwikUwHRGGOL4P2HvKyGYGBod3PfqhyY6p4p3JS4JSE6Z+xoFjbMOaa+vRNr8ZHbe7ia8mRWP3ATjVj8h3vSRwMgAYVN8C4A+vbGcKmTnfi8DF1WhYocDdLUFBidfAMLZKHBLUzCJMaoCAwAN/MIPEMQBucsFzuQzVV0L+vp3Y+L23OfyKl4n2PPfv8BEn3VAz57hLEBiGb6YAAIxj6UqetJ855K1jqGLC3NBHC7u2fS694dm/TnafXwtfHTmRVWQZgKx7iWoWcwlJqA2mblh5E9sCW2mvXhz08U3p9B6Oc0Qo4XpoWgJRbz+UdWWoVY0hGssv1xUBuY1bbk7ecdeNB9xpRcV+tHMzZ3qZ0DlFJ/d0j/XCIx3i4h+3YcZVBITMIAs/ESMjT3YzS37OEZ4TICwjhNxKKX3Vg4qZ/uOvEBjpiAjffDqoo3KUR8nIQIX7yLJdgK7r0LgceCLBzQRXFJFpbiLTUtWo/yBjM8UcUl8bpZWB/mRK/OuOY1q+cmHUt6wxknzGBO+rBk8pp5OxWnV5ra9moQf5rVkkbl2bHN746Dw9m0xNdp/3hxAitl35tZMJw0CqbVyetR//s5uGj/CvSiT6xFW/Dfs6jyozeiQ7O9Ch92fgL/jQ4JmHlDGCbDmF0hwBtr/xRGZzHtzohDE89NzZ6fiuxIH3XFHxatPJ/A+JkNrjGP+jweilWVj2SAjVC8oo9tWT1iNr0XRJgEQuAQBKUcLLKlG8qJY0harReE03Fs13I3AUBw4mdACMI7Gu5SW7BJ1qYMHCDS+fQfJiBa4bfAi9zwXPdNM2tmUxceWhHne+6wf7AFA20kVV9OvhiMO5No2gGGyAkXdgFuMTquKvAgDNaw0P3XXP0ldmVjycFNLDT+aTg88LsndOuRD7x+jmp3+khpsWadnY+uxITx7AD7u7L8iUOgg8Ozgo7N6qAszAAOjUIPiGvfmiytoQqjOBJnhnnwrg1smLqOKdqgUd3wyT2i/tTSZCVRbM5xgwoRItQIS0lBDCzMWKGADY1HY0lHPzyVG3ceCbMkh+rYeufxAAgqj6s5v4ZlrUpCYMZEgKihCAl0RkQggymABME27iQ4kWEEHdRUPovdaL4KUikXiZqud3Yh4zkyzZsQWrvvtimcuKtxfPyetAmEvsLA+raAAMgZHjYBUKWR7wE56HbqZuTG949trJ7uvrMUbGb2PcrpNh2UWzmP5DdPWd32JEuSq1eeVqAPjq1z1npedP//eqsRaU0i1gRQmi7UdxzSbK+ZuJ6KmCiCqMx3ZCamw9mRAiUEqNyY6r4p2FEEKW8Cff4mb8HR4SyLV7Fn/DL4a+aHEMYTUHiqMutWHfZcFMcuCrLFixDmXJimX+s79vUXNksLzlo1G9Lz3Vu/T4Ftfs3zGEI3k9AdHikNNiGm8xkhfVIjUpknwKfhIBQ1hQxlbdJPQxFvaDHhKYDQA27C8u9p1+TN5K3bGt8Mw9k3xo3pMopbT9uxcNAYgw3N6cdFYhBXidsuoBDwB8FWtNJFcedbgO9AGAUqo3nHPpPwjLXmgkJh4dGr7vE3nf2HWWY0THs1sHAaDqIx95ig2pnVTzQs02AwAYYqDkd0DmtYIDUOQJPGNJoVlvuhTApyYvoop3qqlk1vsa0HYjQ1iGo/wsiwHDOWRBCXnIcLVKUGebMGKU0r0z92DEZ5IlP1ThPrmA3D+20FU/BoAaNH8/QCKXv7jU1IYJA7rlFaoEgRGRZ9LQzTy8JACTGvDA3+HAOUOF+4MqcYcAhHRa/uM8cmRfDCM/OFRlo98Tg31KqfXZb0fODdQpX+DWjXcVEQqX9kTvz/Zvuoydc8xXLdXdoo2O/vBwHugDQHxofYoQshyATCl9cV3yUy/fJr8kwjMzmpANJkEf6QcJeCHCDwc8nLIGcBw4RoTmt8CnpEq26Ir/CgvWDeydvsxQJqjAHVSJBxY1EcVwagYWfG4XNn2+nXbNFCBFRMifEiAtUeACBb0awIOvaNLOI7vRpMYWzlE+oLIeLwDYMO0ycmyZFuGCFwXk1jegdVkemWGGBlqLyCdr0HguAYPpmD8G4I+oeNuNP3nnH1hBaWQk6aRyUphGGNbK9u76rq0yDxO39G1H1+O59Ws/O9n9PJDk3267kxDyIAD7ZbWlB178/IVYqJ4/eg7qZnAYuXsLLUEm7pmA7RaIPkqhUArdyEFoqkMpH1MZWRYBVAb7FW8WIWDcAMCCVRjKLvPJNYRjeKTYUWrpcEfQNDNKR74U4Gq/RwmjS4z79wKRWz1caL7ulB4H8P9e3qBFjVGHars0WhjgqfuSl963NBplh4jAiPCx1Zgw+7ZyLNudcVJ5F3WrjCx1+PmamSKjnk4IaaCUlt7mY1EBoLC170PUNn/Q4AzNPXPaYy2Dfdqum24TzjOPbl6Wg3FacTB1R37r8NbJ7ueBDN/6548RQq4CUNz3NHP1f2zg5/3CrEaYLRoSd22Da9iGizrQVD8K0TS4aj/gOMgs9iO8O+WbjBgq3vkYMH4ChgEAAsbNOrTLR4IAgHE6VHLBc8Q4Bn9KQI5XqfcIG+ZCF7xHSFAJB34qIeTal43DAAAlFLax4LaZ0KcCmA0AFI5jQGMm6DAkqBAhJXWURRYcy1GeAsj7EDpJJBIIJTKAjx6KeN8Tg30A+PU3Y/cDuP+n324P8O7k1MyOdWv2JTB5R90V3Nfn//gFI4TwADhKadkg+g4JmOeEVNheyfaE6lkAcMpxaLuj4BjekZQgiqktT4xPrPzTZMRQ8c43gdHvgxKRgupxjH5HwpSLAAQBIITqNhHyz00YbSFSMwcAWMrWKXChiBx0lF/KTp5A9FKLmpeUUVyzja69AQCahOk/LTv5rwtEyubM2JwgqhcxADSUkUQ00Yxpv+SJgDgdW01ABhjCnkcphQNHn4xjUfHS2tJrAFzj65g7gzq2lt21ac++j0+bxK69afubCk0IUQFozWfNfHRq0bAEH8exfpOGpniJFFLhbrGx50kOY/09VGxsILZeKupjI1+zS6VKZYiKN41S6kznF15hOeaHSjT/lOVoowTkHADgWJ74+Mazy07hqDIpPeLjInUA6opsGUQQUNQzZc0pbAeAXdmVj8z0H/9JiXPPSBmjv+/Nrd5GCCEt7IynPY7v/SaMIQjSZQGx2kWpjag5oBHLOTLCNs2jLMVua9N3W6R5nwIgANQAcFglfXsvid7y7C4AZxNCeNcH1AUDveaW5CY9D2AjgN9Obu/eHEpp4eWvCSEMAJVSmrfL+Qcopd1wiyB8xvRpbTwAmEN50N0UuXi/JbQ2cM76bXsS5sh3JyWAine8ndh4swBpmkilljQSP1Md9/dBcAoAuOFVXMR7NaFMRIXrBJm43G7qjZRRhIYSbFjbAZQBYByDX6fUyVuwcn3Y9sMCzZkRUu83LetrCuuNFKwUdcH9YQEioaAYRd9IFRp+5CJeKUdT6RTiv2jC1O8CAMVLDxgOOjLZy9MJIXdTSt9RF4OHk5rFp8zyNE9/iGGFUHliuJ+KpCSyrpmWRMDkDDskt7GOpaM83AfIgmMk4rspdTIZOfM9SmhvfPMzlbJQFW9aF1l4hQDx8wSMpskYgaEvE23BTUAQIBHo0JGWcqt8ZbVDIoovTzNwEx9idPS+zXj+jDcyi2Y6mX+RH+EbHNhwES/yNAMXvCihABESMkikGLCPllHsNIgxyFHuFhXuWSnE/tpPd2x/O47DO0HlHPvWRD553hfFaU0/MCeSBk9La9gkneuRFY89oICfl3aCy6uY9MY4kjvCKOfGc4RhY1Y08ZgTsu/Sdw48W9q0uzLgr3hTPFxIblfm/YklwgqbWnuMQkblBHkWT0SeJzzcjB9ZJ1kuo7Q+wtYvdYhDTIFC4j10V/b5jw+UNr6hjPmLxZPvAMedwXMSeCLBJjYkRkG+HIfLVjHGDK+WOHepaGX8JSd/d4CEqQNb26w//fOXzXx5T6ucX98auatd8Z1y1GNcXWiR8/xI3ObYdYouncyVbcjDJgJZBSIVMFAVhzGjDsXB3gFWlcva+PBPiCj0Jp977NnJjqHinWcqmbXcBc+vGbCBEopbCTBbhFRHAeJHGABFCvGtHDjVT8ItJVqAABEF5HaPYM+KcToYPdA+3MRXMw8rBnNI8wFU7bt2lWHDAoUDHWVqCvRPtmPNK1tZ3YD22xBq5pSQf2IHXX/fwYy3Mth/h2s99bKveVpmfLecjYGrCoMQgmLfbihTpgAACivXOA3DboanPLJsFqIvjIKigZ3RDlsvZZM71pwy9vw9Kyc5jIp3EEIIOw9HxVS4AwIRkaJxBEgYlFIkMA4H9mrFW13vl2rrSmbWHMls/pnH8U9hAJ64XI0y56rKWLGrt+Sf/Pvr7WcKmbm8Di2PZJCSQqhCCXmoxAMASNIJsGAzPhLy2dRGni/BZUrgCI8cTa9cTR9d9rYcjHeAyjn2ran93id3Sa11U5AYg9ocBLUdGDeNIyh1wrI1xIwX4AnPh5ZLQO+2IPIWShYPsaUaWs/A0+Pfue6owzXpa8Xhqdt11Ee9fNWf3UIAjuMgp03Ay4ehWUXEi30Gy4uPR5TW4zmGZye0ga0lmvtHUGlaUdQSebUsLLVhjYw5A2cPO7uHX28/c4Wjf+0loc+UBR08I0HlfQCAvJFE2czTgFgLjuFJwU7Dti144AWlFBP24NWbtKd++nYci8Nd5fz61nhPXXFM4PyTH7OSOTAlF1hZhtE3hPZtETAMg0SixxZMjnWpNRgLxICaAMxyAVxdFRhBdAo9mz8/evtNv5rsOCreWRaRY+9hwZ2qEg/yNAsZKjjCIU0T0FAcEyAmgqR6pk0tjGHwJg6crsBVV0aRd8M3u4j83zbRlVe93j4IIfISnLBVh9bqhg8mDCjEBQDI0gQsjhTDQr0KADk9DtiW4yI+xqB6fjtemBWnY/0HK17mYDVUMTm09MSjZjatO8bLZjBTajqmAWrbECyWcOAgcSoctwQhUgMn4AJhGHCyyyt4AvMnr/cV71CODbPPgYMSzYPdV7qJEAIBEixY94MwFgAIrMI7AvP8Bvr0ObZbfCwsNc5xcYFaDxc64Lqk3XTzs6PoP8VA+YpR9H02j+zDRZpLJ2j0BQ3FfxIwHgCgoPuyn+5FQKRDE3bFe5E5Fn/Y1g1Q4/8eZDpk72xm29QB2w9QAkHm0N2dQ1tzDkJjGADARQILAciT0e+Kdy6dlnbZ1DRsx0beSoJjeAAAxwiQGJlL09j1BIQFAJGRAjuLq36wMn7LSXKZC7qIt9ZLggv9JHz6gfazwXzyCzFn5NKENvzRrBn/Qcoc31aw0smck7pdZ8tbKKF7a0ZRCtvZ+/tPCAEDRjxkwVe8p5hj8XXm9qERatkg++6JUgaGbu9dreooAuElNzhGgEMtoCkEBBRwigqG4xjeH1w0mf2veGfSoe1x4ECnZZjQX7qO5cGDBdfvgO4CgL0jKL68la752CB2fa0KDcepxBNyw/9xQsjr/m2nlJbHMXSyAf3KMfR/PIvUzQWancjS1J4csjeA/t+qKJtaoCAMADBgeAb7TvoHyXtmzf67Tc30o1o91VMuEixh49CDN3b4ve3n6anxJuJxUzKWPhZ5Ms22Leotugn8bowk90CQawEAUolFMT4GSy9tzQ/v/Pckh1LxDkMppXWk5f0GjIfc8M5U4EKR5lFG0TGgP55A9P/JOfd5eYmCmhZkkw8CQMnOPq85xYRApGDJzr6hqXe76eYnADyx7+VvCCEspdReQI6+V4LCFGkeWWTgdQIoMSWUncK6MgpXHqrYK947ao4/63TeF5xDB+O/SG679zG+JjjLyRfq7JGCxvuVj6Y82xQjrVOueRbJj0TB5gahhkIAAPGJXSiwAcuMxn9dSWhW8WbtKq55tk2ec1zBTD1Up3bIJSuHnJ1EUUsVLUb/DmM6sWIxDobjYBsliRBCKKW0TAvPuOA92oSeKKGw6kD72TcV/y8ve+urhBDWxQXqFvrPGDQdDWWrgBIpwOOpRlJP2WYp99thq+eXhy76ivcCub5JCiw5+tPeprn6+K+vn1ZVN/cKvSFch846mesdbPEfgxPtAiHiLi8jlFsQjfbAalQgMgwYlwv6yAgoaKo8NlRJylvxpm3Cyi80o8MfRvVFPoRQRB4m1VFGqc+A9jkV7suLNAcA4MGzAFBCvqeAzDo3/PPKKDwN4FX5fV6pn+7YBWDXvpd/3Jefgs7Ekq94bJ+a1xPI2xkoUEDAIEZHYxbMz0/QkV2v0+ybVhnsv0MFmmb/VfFVr3AGJLuqtmoglxu5QRjj24zxzCyutq5KUoJgtvUTUizACUgQBYXyaZ0U7RFodhZCuA3G5m23JHtWjU12LBXvLM2kY1otmu9mwLRpKEOGCwwYuOFldmLjNTE6kp5Flj4ildjpOoyohtJaANhVXPNCnTR1AUv4mmFt+wEvRPeHUmp3kYWXexA42oAGCgqZUaE6KgBA5w1ht7F5zUEMt+I9KLzk+AXBRcfc4hiayLnc/+O2rdXZ/OBKmiFzq+RSh33sVEWP6bBiXuKkxgCj5FTnpzPDtwyAb7BgpmRQk9jJv9zzHfxqsqOpeKeZwS2+MsJU/9iwdDnLxeAVI8g6ZahyYM3KzO0/qWLqQ8S2dyiO2ll20k+/uExks7PyW/Wk7UEb1viYMzDwX+6emSYuvNbUi7bFmGyZFhFQGyFyKmTew24o3vNsyp4oHriZiorXFjziuO+4pnV90RwaR/upn/yynor9m7NYj7Erc3T1HLmh+3QHLzwqQdP9cHanoauOHckF2UTvEGxbR0irQjrbv23ikdufOPDeKir+j0Jcwmwsu1eEfFQZRUgwIEICAwYGtF/tpptfmE7mt/kRvggAySL5NADkabYUJrXHSlSZk0N61X+zPI9S6kwh3YtkqFcaKDuOTRkCSj3ETwDAppZ7E135t4MccmWw/07FsJzXSqUQYqpYqGjTqfYNwRfkOK2MfDIBMakjkBYACJjIjwGqTCyPBLmqHjQvwdk+CtVxFQ64o4qKV3DB810fCU0FgAxNYhyDCKEGBeQ25pHZCgCb8fxVDZhypwW9b4wODr343VFt1wCAgU4y74yF5Jizi8g7bviaS8jft3lf3dID7997oUrcCgDkaQa6U9ItWKINGwUn/fuDH3HFew1hWS/D8aJVykGurnfblnWcKtjHMYwbcSIiNDyCYr4WbKAWjJ+iNLCa0eFBTukAqykoJbaDC4g263YrACpP9iveFDfj+6GHCbgAYKTQB80qwMuHadoevwsAJpyRRBVTv0KGa1aMjj7z4vf2XXw+Twjh5ijHfp8B0wgQj8BIStqa+HqPtvqAN1lrhPZ5Qb7u/YQQlKwsvHkFOTbqhF1tTKY8Voybg3cfssAr3jOIILptTYPkqBCCnmqGET9FyjokwiDWO4HeF+IYyS0FCTDINw3DZRpszl8GnVsHoumIrRkAH/SMT3YcFe88IdSeEiI1xwMAoQzGMYQAwmDAZAvIPQoA2+kLt9STth4CMMN0z4YXvxunY1kAT7aRGdPnk6OvLqNIVLjrLZiDvdjyyRxNlw+0fzf8Z7mJrxYAcjQDAZKl0RLPQ0QR+ScPRcyVwf47VC7a+2lZCnxFM7BCEjwK6/dxkjcCSh1kRydgWnwpXasqwkQetCaAYoCFq7x3CYisBpBxiuW0lqgk5qt4U6q5lhlVfOOZhqmDAwcHDjzwF8cx8P0+bP/lbCz73WJy/IxOzPvJdvrCHftrgxAiLsVJ1wmQQgJkyESBQl1L/SR8RyOmfFyE3JFF6mc76Yb93rEvofCoQl3LdOjgIRIJtmjBgA7NLtm5Dfv7TkXFmxF/7qHHBH/4y0QUPyT4Q11GKmqrjW0sAGgpA+rQmKHvqKK2LyrmOkQIK9qRfGoMkloHABD8IZjp5E4jOp6c1EAq3nG6xKW/l6jioZRCRxkuzouyWd6yx95wtUzl2BL11CccODmeUz4xYPQ8tr82ZkjLLo5wjV8pOTmorHffu9SY4lrwxaDQ8D2bWtnB0ubPxfSB7Cu/W7JzW3N2cq2HDS4wzTII68BluJlCehS6mYpTSislTiveskLP1u/DoRI08X2C4gnTcsFRQ00MABQSGWy9yZ9XuDG1XM0xdVOSOPWsXvzhnyEQQkBkCSTgpUbf0MZJDqPiHcgL/+9LtACFuODAQhXqMIr+v8Uw+rlWdF60mBx/fQn5B0bonm+9VhtBVP3ES4LvE6jwUuJonZaf7yILocJzVhG5e7fSNdfu77sl5J90U98VBETlwDE2LJ6AQQkF2DC3HIqYK9n43+Ga61Z0yQ2td7K82BYItKNUSqCgJ/RafooIAKnCADBnCgCK5PY1sSBX6wPHCVKgGunE7gHe7WUL8YEvDDz7r39NbiQVhztCCGkX591bJbacopUzsCwdHCVOEYWrd9B1P59KZp3diCm3EkKQp9lNq+jDs1/ZRhOZ2uRnq29XeN8cxzYJTNt2Ey9booWhCQx/oxkd1wNASsr0Gm72+9viD99IKX1VbecqUj/Lh9D7FbgulKBOdREPHOqgHzu+1ke3f//QH413jso59r9HCCHBY0/5Et/a+C3VVyVwqhda71bLk/DB5anlAGAk3AdmUQO0Db1pdtRhudoqDxF4gMAU+goxSu2B1PbV5ya3VZZMVby+Gr4lUs209Ei27DcZHTZscJRNpWj0yD3W1q2L1FP+7merPggAMWv42+tLj37rlW1MFxdfIEv+3yucz6sbObjhpzwjkLg18gdedHn9QvUFhq0hqQ3dXbZzP95ZWvOqm/5uLqCoxLu4xm74hMU5x9fJU70AkDUTxvOluyvJ+V6mcn59a4IdCyPStKk3sqx0YtjfAds0kBrdorXwsyRCGJT1KC780TPw+ln8/vtSbEiZ6eE4UVKtALTY6CAnuyUtOX7D4P3XXzPZsVQc/lpJ56kBVN0NgDigMKGBgDy2BatPACAtxylxiSiKTW26CStnJGl0x8u/Twhhp2PBzSrcZ3LgeAsmvCQIi5rGHmw/qxlT/yUSWc7TjJlD6nspxH4bpcOvuukfIXXNCtxHBhD5LAu2y0dCPADE6Ogzm+jKFQc77ko2/ne4wbFntgvhKo9epyKhpJDx6uBqqkXT1kCpA6tYALtqJ82tW/0YGRg/U0tGb7OplcknB7NKpL5Z9lc3KIH6yyY7jorD33T3EZ9v884/xSWFwEoSwJGxIgqn76Drfg4AJvTdJowcAFgwevfXRhDVn3bxgbluzk8sWLCJpY3SgXvHMHAyBe21YeklxUSkdlZ7vbv7r7OqTv3y/tqZoCOb+rHjlyo8IRM68jSDJKIlhfPPbhCmVR26o1DxXkIppSSojiv1ihCZFYXAb4SHaeUcjnCUUmh6FnZWh7F60CwPDX/cFIeuMnIDax3bKtijE5ZS1VCnVjcvc9VPOWBm9IqKBqHzySqp2S9JboCCWrAfjWG0e4+1dSsA6E55D6UUNrUc3Snv3l8bMuf9eVhu8bKEBaVwsnY82q9t/eaO8qrPmlSfAADNzKGabzmtTph2f5PUNf2VbeStVClq9j9uSXg0JDZ7U8Y4cmacFux0Yoa87GpCCDm0R6LivSLZsybG1oR0Z1oQ8WAcSX4crqldUsneO+lEc/K4+ZYu3HydOj6+aex4ftPEtexwccTKpXO8y9ckBSJVcqT+SkKIMMmhVBzmWkjn3AZMudNPwoQBAwd22YZ19RasPn7fQyXdgL4bAHSUBw1or7pBPwXdZ3jhP9dLArwJAw6oHqXDm4ax59Rh7H7YhDmu0TJEyFwdaf12Pdqu319fYnR0YID23MCBn2DB8TmaRprGTQM63066DnqFico0/nc4b9f8QNaMvsCWlRVsW4PqDO0xiN8rxM0JkL4oGuxGMJQhTrYwV61f/pwoeZBK7Nlue5QW6jhwHBul5OhBzfpY8e4kEKl9byJRgNjU3GQ+PY1S+lLeh37as6mddB0nUmlGDGP7rfJgQBsUbB1pxOAyVfCEV0WI74vD3O1DaNoYBr+vSnVHeQlzDAAIrFL/2j0iFIDjJ2GUaNH2K42KyEpni7q0lBDSRCm1Dmb8Fe9N3VVbxsdT1m60BZpD8z38+OZxKlc1k9jIDuj1Ktx1MwCAh567yXtSmwhCkH586z1isOX91LRhaHnDyCYqSSMrDogjfAQABEaGITlPbMk/ffzLP9+kPfmtDnHRNgd2bqe29oH9NkKdPWUrX6MZOQSZCAMGNQ7sS7vdx3c6sJ3h0o4vu+H/HBhU8UTwsoSrBbD9NbpkC6wIkatD0hx36vgptTa1f0w5phbA5w5i6BXvUYQQpq379IHy7GAKc9sDDhzLyTlcvkFAYmCLw7Y3MBYXRrLUGlZCsY2u6hail7Jl+/5Vm+nyrkXwAlY0OkgpNSY7lorDGw++iYfAAgAHHhkkLtxFN9/24ueUUruRTDm1SHMnFJB7Jk8zr1rmZMEasGFrZVqSOHBwEZ9IKZ3Vh+0XLsSxV2WQuBNAoA4tF+/bz+tcwwIAtd3EB5vaKCLH15PWxTmaeaaJ7egYtHv6DlbslcH+O5y3e/73leapJzumifiGZ65ji/Z2kco/s3I51qdWwdZMMBDhEMvLC3szlgu8a3ohGUtwBUMus1oiseu5r09yGBWHuRbPvOaQ2NiVNiZK1Db0rBb9ycsH+i/qpVvXAlj7Wu1sw9pr283uuGPjgzzq3s+DhwOH+BG5yk28YCgzJZuJ35Ol8jEOQ4sTxV3/fK22DKqVppBZf/JxVVczDMPYVg4iK0Gicm0LOo8F8NDBib7ivYoQIn7m3qOvP6rJqo7u6S888MfEJXZh1nkOl3q/XieCcvvqQjsO2IhbJOzem2Eq9a1ggwk7X4yzuYL+78SqB9ZNZhwVh78Z3KILJcalZThbMxhjuEgzn3rlNvuePt3yeu1EzYGzvIXixxiG+7iX9TcwhAHjMI1+sbaREIKovftXej6Vzwu0quhktvTrm/a77h8Atpaf+Qsovujmg1Md2Kxp6+AYHrLgPwOVwX7FQTC97pQL60n3Z8hmgsGNGx6PeRK/cwVm/skhtk9sbGbMfWN4p1xmWEEmACBIbjnWIteGd6Zhbh40ER+8elKDqDjsEUK4WVhyRgqxHEs5toTCw7ux5VV5pYbo7hH8ZznS/9BHt6+bQrqPt+Gc40fkkwBYGxZc8H7YQ/zERT0n9mPnF7JIGRxlmQwS975ev2IY/blJ9WN5SJKBvelQWMLxAabmIgDfektBv0xlsP+Ot3c6HeE4sKq6c/TRm35Vd8w5RweEhtOM2ChMyw8DOdi65iTTexhRdoMBAw8bDHqcANL54b5CZiQ92VFUHN6CYsNHQ3LTMgBIFgc39Ngv/AgA2knXGW74v8eAyWaQvHwP3brt9drZly36nwD+OYcs7wWlbRx4FEgBWT4PGHad6qiXCWkDPBHUHBWaATz1Wu25uMAxQbmeAYCkPurktQRjmtqojvJrPamqqHizGABwBziQ4dGnhtdsvrX94vPiwbmip7jSA0ePwTZLMKSypT07wjGMAH+iyatO74f3KBXDD4xUBvoVB+QhgS+64a+DBQzQnt/vMdfvIISw0/nF16rUdbzulB7b7Kz85IFmLI2au2MAvl/DtjztZl1PsYQjnMOhaKahaVkIOj7CQPLLZRYUQuQA3SJuIdzqFcKglGJM2+N4xDADhn3yYMVd8R5H/m85saespnZs/tdtwSXHVotLpl1Li+PgQtWwyjGYdophciYswYHF2uCntdfIhSow5aw+UNhYScxb8bqa0XF8CLUX7c0plUkPouc8SqnTQjqneuD/swDRX0Tum9vputsO1NZuuuVZAM/OIAuqilQ8jwEDFhzJ0jQcWDSEqq+KkAWJKDCpFX69tjgIxwVQJTGERYFmUUQBYFlDQ/Gg/k5X1uy/w2W3vvC1Ql/PL/K7tnw78dwjvwEAT4q1PK5aCJIHquCDxLlhewSS71S13PtakG6mDuOAAABLOHtyI6g43LUpc9sdUz/atHU41AFTNhe3k+6jBSKqfoT+FiLVMwIkstSP0E/eTLsF5M7XoW3KI+fI/irwrAwvCSg+EvTkmZyT4TLJHJPZ+HptaKT0hO3svfa1qD4RNfvOGUP/slHaP/zfR1xRsRelVO99Ln7h4LrkH3oei17UtzoxAsBxT+dt3xQ/OF6G4opAVCWoSJc5oxa83YRcabioNAsghICVuMpN9YrX1a0e+WGDGBEA0GgZXiFyGQB0Scsu9SF4hQ/Btgipv7yDmXfBG21z3O5/Ju+krtahZWyZBc9IUA0BPibkV7kA0lLWKYrazterFU0ptU2qDQOARU1odu5vMWvo9PWxOyt5fioOiu0j998QzW7/cjLf//9i2Z4vAAAcvSTMbgKp84AL+cE0hOBIQLrJyOgLa2C0uuHEUiYAMCzHVNbrV7wemaiiCve5ZRQtAKBw/K2Y8SUAcMP/lyCql/tIaIYHwevIi2tV34AUYleWUbhfQ8nkwIMHBz8Js14SDJZRsrI0peeR3vF6bZSQv8+A7gCABcuIkuHLxunAsh3mmrveSsyvVLkIeYfLbF4TA/D5l7+n5oWF2ewQSvM90HrisImNiH8ha2V0NjaWhBmRSLSn51p/Lj2fIdyUhe0feagv9uzZidye/CSFUXEYCpJqdwM37bEqqWmeYztMqZiErmUBXWcZMH4TBqWA7VAHDGFgwXpTZcYGsGO3BWveDCx8xCjljrZsHTINwIYFWfQxLsEfdDR6/Vyy4qkR9H07Rl89A6XHXPMV3uSuZAnndlNPTQEpY4TuGTx4R6Hive6+H2x5GMDDL76uX/D+M6xhnz9qFVEK8MgPbUDTaRzcTa3u1OYRFEe6UIowxfSOsb/n8/IxaWv6VeGPfhDxv9z8pm6GVbz7TeVmH+dmQrd4WG/A5EzkSBFU5GBbJAzsnbb/4kjchkVtWPE32jYhhOOIcF0tP+XOIGnYWtRTIiEGRCgoowi/q5FhCLt8tnLM/TY179pSfuZ/99dOsjzy/+DgF6AOQqR20cr0nR85CKFXVAB4aWnKj17+XhU//aTCumEwnAQjOQK7GIU4azbAMD59MArRXw0zuf7pdJGnxKGzWjved1/z1BM/MrDrocosqor/MIMs+FM3Fl/EgOENGNBoDBx4UNBaACAgug0LLFg4sHMA3nCJuiSiehRDH5iG2V9ywfutPPLgqQgOPFiwnBs+jgKfX0COnp1G4te9dMvGV7YxRgdWdpFFm3gqzJEgCz4n0L6ePv3ng3cE9qoM9t+FWMveTkvFeiUfQm6qCG9OBQyAY0XYE6NgBI6UIuxozYj7WJcUDgE4IVcePxHAfpOqVbw31aDxQy4hsMDFBQEA8dIAJCqBgMV6PHU/pVSbRmafZUD7okOdoXEM/c8bbXsmWfKTpTjpqiIKa1mw04hmwQM/kpiACQNeLYCMNQYCzBahzK5DswHgP9bltZPuIzsx9yM8OHcAERSRcwrIDh3co1BR8Z8svbibTLhzMxt2eNhWDquMZijVe/+U8m6KYmoAumi4djxWfsB/2pGXCwDAsB8HUBnsV/wHmbh/EORqAoQQFGkeFg+4pBDyRlwDgG36yr9MFxbXlmn+2CLN3rTL3vjgG2m3XumMLAme/YDEuLonyn33eJiA6BRLYB0JMXYUrCCDsQqwYTMi7z5ZtPkTmoUZ6weMbS/lWyGE8B1k7gclRr5cpS6IjIyYNaQeqmNRUfEix9R2Kj0c7EYBDhOHNNOPIssCAKimw9rRB97no6zOjntDzScBqLHM0gUAKoP9ipcESXXnVMz6qIt4CADkaAoELDzEjwSNpgAgi+RlFPaPQImcRfKa15vp9HLTybxzF+G4P9qwCyUUxgRWgZf3oehkkTdi8MCNIvKwYTZIkC/2IdQO4IiXt9FMOqZIkM8ToXQHEIEFE0lMvCoX1sFQGey/Cw0aO77T5j7zWE6XWC5nIjNXBHbFYUQnEKiZBp5ISGmFD6SZVFy0fZ2mVRgs6ekXJrvfFYcXHdrOspmzVD7AaXYBjEFBYaKEchrYm0lkJ934KIBH32zbKtznCUTieCouKZI8TKpDQxEq3CijAIW4QC2KAnKQoaDA5C+YpR6d3lR84ofA3oF+PVof5MBLReydkKLAzbBgXQfxEFRUvMr4psc2ffbHbbeecrZ4KQAwVMCGVU2QPRkkd+UomTuDyJalsP25C4wt/WN8V3OtlUy/qpZ5RYVDnU1FmlvgIl5YnAOH52E6ZWhWbhXw0lPP7+z75w3zcOEjvXxkLgBIrOskzSqCYwGHtcBaLEJiHQAgZycRcDUir8UZP+p+3KEu+UZP8flnAWAWWf7zEGo+XUSeSqwCABCJUj540VdU7N/ONTd9a+oZn/2omwvX2ZYXLOmBURyAFjfhEJ4yC1qJ4R9Zqt3de5/Ie0xOVKxyMVk5x1b8BwPamAk9ZlKjam9yCA4aSsjRtKOj9DAADNCefgDnvdm2XfCeKRHFC8BrUD1swYRmZsEyBDKnwmV7AQAOtaESDzQ6MWcuWfHHQez6fJJG8ypxu2Zh2UMqcbdkaRoMYSBAhEwV86AehH0qa/bfjTg2CVAdAKhhmjRdQJErwm24TY7joRfT8Plb5/k7F6wYV8Yf6Y0+uXQosXZgkntdcZjZTTc/kTajP8jmhmEXCjBQhobizhySx7/Ru5+vpYh8v01tFJBDjitabvihEDcsYsEEBaUUeeRAGIIiU4JbDNdX8c3fbxSnLwYAAWIbB14qoYAS8laeZs04Rh8cRf/zByf6iorX5vXqLy0V0dIps5gVEU2oMORgCQCYHQnUNC47N6w1VGm3PPWN+O//cvGkdbbisLXVXvmJLEn3lVgNHJFg6nlkCsO3DhY3vaWp8gUrtTJnJYs2teA4VNTNPFxSCC4pBIcFSlYODnVgUgsFLQndKZMqqfnoAF/z4xfbECC22LDgUIckjVErZyfLBSf97bcedUXF66OUOoRlJ/b+t031aM5xiRnUzgI43nIc3UDdM7qr2TXzAnY0PrZ76+1Ld2257fbJ7nfF4SVPM9kJDJ+VR9awYEBHGQDyacQ/NEL7XjPx8xuRRXqLQXXotIwSijaxHSiOAtHkUbTSsKkFnZYAACWaBwGjBknVx+rQ8nEA4CGEREiNGi3Bgk5zNG2labw/hfjrVlv5b1UG++9C0eG1PbGxjR9KJ3b/Ij2y7eTgU+loTQ+Lop3N5ewkyloKvKAwAMArXjcTCXcFamZ4J7vfFYcfD/zHuuGFTBRwEBITGD1qD922rpVMn9VFFl3RQNrq/pt2CcgTJnSocEHi1DKFAwBwGAoeHEbIAHQF8Kg18Ko1ICwLixo5m5qJZtKxuIjsSBRDq2SoiJA6jgHheYjjlNJKwsmKQ+5PP4r9+NkHc19b+XD+209vEq+2XLZJCWOqo5LKbYyDi+k2IQSsILIS41HDM1csIWRv5ZSKihdRSi0PF6pTBR9cvBclI33HluKT5+WshNbBzTu7k59/wX/zezNU2jpqi2yvKTNQXGFWpgpevD9LHQvZ3Cid0AbAGBZUU4TLlKHbJdjUiinELUzlZp+WRPSvBSaX8vEheKmfYyzIhlN+Vd3piopDITu4/ZL8yK5fZHZv/CDLl59zBxkYQ4lscLPECqtGoGgSAQCRc9WYbrY50L24eZK7XHEYEiEfFyBhQSYqBEhWHpnjdtFN/6wmjeEusujj7aRr/n/TrgFttQMHLDhIkHR230R5GzZ4SBjHCFJIQoIMhbjBg4dDHVgwJhpIe2sINTNH0PdbgDhBUk1YcBwLTh+mvYck51RlGv+7VGaWVF3wc5L8oDA3JDVVE0Kg6QWYfh9sl1JK7t7+lCB6XKZeCDR3nfJQIT28lhCynNJ9RU0rKgDoKL9QpLllAEEZxe2jtD9aRerrp2LWQxJRqhSqXgxg8ZttN4bR/8eBb9JQcpsMkrbb83HNLENwVwH5AkRbgWaVxwjH1AKAZhefj1sj13hMz4IgIjdoKLMaSg7Bi9fBBBT4wCJybNc4hi4Yorv3HMTDUFHxH3Rxlucf9831O5ZZ4Drl5UKkngcA2rs5Fyw2ezLpnm1FZyhp62Wq1rd+wj9t7tVKdfM3AHxvkrtecZjRjVy0QNgmyzZoSU//jVJKu/gln6xhmq8lIOA5sRnAD99suzkj9gXCsFflrfhOxTROzdOJKQbKkGwFCpVImhTLLHgdgE8gIob03X/M2LGvTecX3CRS5dwimzMZlucBgAELG5bj87ZcP7fqtH9tiN3zybc6u6ui4vXY1XJEq+GUsp4VO+fWzpMCKkSJKJl74dRbdUxcW/egm/H7Uq68WXfMB++wivl4ZMmJx8eef2jTZPe94vBhwXwuR9OUA080FDN7sHUtADSg7WYfCR1nUC3dQNqWDNM9O99MuwPoedwN33dkKPNLyK8XIV+Tp1ne5gA3CYCaBvLIxniIEQCgcEbG0H9NAbm19Wh7zoZVnUNaY8ExAEBAYMNqWEJO6Msg8bkddP3dB/M4VAb770L+9510rO+Yo39LeI4xZ5Z22LtMh2MFRhBcQXvzYHRUGfq9vLBjcXFHz3NT5IVXA4Dsrlrg8jfWAeif5O5XHEb6sP2b3Vj8MQGCEkB4jot4q6vQ8AkBUhUAcOCbCSHkzV74jdPBFICPAsB0dfn7LcY6j5Ekn+XoEHWKMqubSWv8FxwRvkNBzYw+/pQK9cc6qEEB3k/CKNAMk0YMoAQGdPgQ8kpEXqBT7Vz8FxfHFRVvVGDq/O+666deAQDlzNZNAEBtG3NPzniSG+94ZKjc1MeH1Tramx51e6YdAwCiJ7hkMvtccXgq6MnrJVP4JkcJqULdOS3KrI1+NngWs2/ipUjkpv+m3e2xRx4F8CghhMzyHOvjGamZ1cE7lg4bPChx1uWdlAaHHlGws7sEVlarmKZ/WZo5w0sUKHDzaSuGDJ+B5hTAurxMRG0M2tT4hMr7fwBg5CAehoqKlxBC+KarvnyjEArXsF7vh81CvyEFVMXQGH58qVi2H3vi99Li6a1ZrbSDl2pm8IQB7/KGBW9wAYDKYL/iJQN056OzybJNLLjZXgRCUzHr7GlkVtGP8GwA4CH6OfBNAN7UYH/fNe83AaCJTGt1wbiAA9fKMhwhlgMTJorI/yCO6NdEKqhpJB5W4PmYTJyPOtSp9pIAFOqSMkiAoxx0aFDhUV3E22JT+zIAlcF+xQFQUAoKAoBIfMOovotxKxFwqgdKOlfdkgl/MyWkmSpuzsml/ERCL6ctU8vdWUgPDUx21ysOH53q0tNa5NmNYlkqKsSl6LRsN6PjqirUX11EDg519hSR+/5bfcLj5cOXe9iQL1+OwdRy0KiBolW4K4yqT3sNtwIAJorXhFBNdGjUggFKKTgI0GHYAGE98ENDCTa18iUU1hycI1BRcWBs2e4Ut6+hM5cYRLUJ+mKzj1eohY6pPZh6pu1seuTxkfGRTrMUH7lusvtacfgIkmp3DRovJCBu2VFACEEZBbtGaL9dZtyzcuWEYVv6s0ka/cVb2Y+LDTSEhaZLHDjQGBZFzoJmFUrxcv+fOv1HXi+wElhD6YZldaucD0k6ojEGC0IIBCqhQDTT5ariGcIiUxoF4dhVRTM9cbCOQ0XF6yEsK/beQ11qex4GXwdPf1mWhGmfy48XGLG2GrCNYmGod4LhuB2FgZ6DWpu84p2tjcyYp8K9VICUUokbDnVAQafXoeWrBnQ+S1NxHeWbBrDzkbeyHz9C5/tJqK1ECzANDUUYMKD3SJCPipCaEAAYsC4KSnUcAYOkPqJTh4p7S/RxMGDADS8cUBRolpZROOi5pyqD/Xeh9P0PPh7+0PlXMDY5KVJq+AC/ohOFbVug5kyEaRhgfAwSadCwA5enOjQxtO7s/s133wb8dbK7XnGYmO5adla91PEvlnDMmNNzt6aXBovIPeiC9zSGMHDDhwQdv3UbXfuWf2nyZnKQWIBS5gEIUBBEEPTsNOJWisYgQAAPHoQQEMIQuBS96FicVsgbChSiocwqxAWHOoixE4/3WpseOwiHoKLiNaV2vfB16th5M5B7X+TsuukoFoHSALY/1waWbUXIDQyNZNE1P8NMW5jVn/jZT9onu88Vh5dmTPvfAIlcYFLDGMPAHyQqF8Yx/Mt2UrNBYCVwag23rfDMF0e0nl1vZT8FO5XIWckegVM6PFIEKGtwOUHFy7j+mMuMgLAEFnEQll6cQECEsqhZRStHZcFtq4QHKZu8wkhIk5yTMka+QSk9JBmjKyoAgFJqht93xoetXN1Z4rh5cdg/j49t3AbHk0JTvB5EYhiuHEdeN8G6XKqZLPx+zz2//uJk97vi8FFNGhumYuYDIpHDSTqxJUknfqmj3MeALbDgeIXwyNH09k105eff6r4KyA4o1F1mwckiVMhwQyBiR4rG27I0BQoHhGMZjhFgOQYYSmgReaeIrOmGH4DDylA5CxYSmJjYjjUHvUxvZbD/LhX/+z+vi3Qf2S8sWfgBADACAnQ2A2/CC2ITpAIFKEUbaslHpSJpnez+VhxeOIiNLNm7lkgRA3SVdudnAKCZdOwglIQoqBHD6K/f6n6mk/nnRVB3WR4pS0KABQghhICAQKAiR0DgwIbOmk7GSbGEFxAUmsSCkUKIVMkAXko8xUOAj4v8VwkDKyrejOTOtQkAV0/9zgV1nEucDpeIdQ/kgJSBUADIl6PIpFl655+7iOAYgcgPjm6ObXxiYLL7XXH4YMHVAwBPBIFSuno9feZ6AOh2H/U/DqyLinb2iRGtZ/1b3c9c/pi/uEpSR07Kl1xCUCF7c6FCIrJQcvLgDA6UBSb0ASpzbsITgXGxfoYQDirn5QGgQNMgIOAcwnhIYC6At/QkrKLiQOL33fk4gMe7T7v6Q4QQBJV2ZHZvRplzQxH8QNUIfH5KrehUYiaK3ZPd34rDCwOmiocYAgAJcuR5PPwFSqnjIh5egrJAoGJLFsnvv9X9NJFp7Q1o/4kDS3Zg6QBEibgBACJEnnIMwDCwzAIT0wbBgEEAYQkEAAWrEBenwIUS3VtyWqZKlQg5BOCgzp6qDPbfxbJD25721E97iFc8RzM+l8DldeTyw0h1ihCWzYNJHRSeHiFuverEmUsubwOlVnR47ddioxszk933isnTTRZ93gXvFxPa7lFGcW3L2BPfffGzOMYyExi6tExLByUrswx1CU8EMYAIJujoEybMpMNzZzuWBkod+EgQAMAxGisqXpRKCRh2GSwjODlEM27qC5RIUXfgODZPqUGMyvSUireNNhy7tuiRjzJGzAhvdXKl4ASixm5YU2QILbNIOZGHsNvr52sjn63+8qeqrHjyycSf/vHHye53xeQJcNVquzD7VkFxz0gaiV3Usp4YxM6bgb23OlXieapIc7dQSq2DsT+JKEs5hodHV5Ux7PibA2Ou41jTLWqCt3m4iBuwAU2ihDIEplMGpRSaU0jxjugFwBbsTN6iumRBG8o48TsPRr8qKt6Icmr8lwCu0bWsKFTXMGlLhyZtxNKrCTiRI7vvGob9XM3Cti+f8S0h5G7Nbx76+cgNT1XW7b+HdZA5xzRiyh/zSMctag3oKF9LKXUAoIg8uwdbv5enmfGDsS8F6jyZKHUAkKKxUQvWv8u0+EkekmrBRJBvACEEDFjIhoAsUigiDwUulFEYU6m7MY+MbcEo6bQs6dBu1lGOHYy+vVxlsP8upmcTxtTjP7ZGELwnQrTgH0rBS6ugEQcmAEIYmJwJyynO9wW6jyUMC8exsgC+Otl9r3j7tZLpnWHUXKfAPc+GLbE2i2S+/9O9dOs6AOgk806fiyNupKD8DDL/lkHsurxAc29pOmcWqb/xVDgOAFtG4es5udTrcTUfSyzRr+djsCyTsuAIZQlYwkN3Soil1+xQGJ8sMHJjkk0iIrSJMWv4C5u0J35FjUrpvYq3z9B1jz0//cwvJMHatXawDLm9DY5lweaTezeQOWjJcRCXfLHY1uTj62vOcR2xcHXhmTWVi9H3oJlVp1zRUX38V6EZ9U6pDMJyxfXmE1e8+Pls8ejrAmz1pXknPTZNXnDVzvLaf73VfeZp+ndwyGd0Wlq9K7fqsia24+MO5/4VBUjZKjouuBkDBjjODYNqMBxd79M3bHGz4SlpxFhRdCPobVGenLihyoGVqmThr3g7ZbiJ1cyc2TK3SwdjiJAiEQiqDVbYe45lFQN2KuH2tDd9k69TwfBcHYBjJ7fXFZPBx0WkdmneDQGl6URb17yMTWFAv2UbXXsTADSRac2LcNxDIuT2mWTJcxkkPjxEdw+9lX0mEH1QpZ6HeYgzdJR/vpWu+d1MsuRIHs4iEwY0WnRk4mIcxwIhIih1kMBEFIgm3PBNi2EEXgRZCufhtXji/IN1k/eVKoP9dzFCCFM79+RBQfI5UhJMvNFColGGMzhasjZuUwjHgc0Y4GqC3pgnBS7vwLHNwmT3u2Jy+BH+qIcElgFAWszCLVfBMrhfuDj/vQUrbSpwnyYRxQMAlIYuZsHtAPCW1hb10i0vAOh68fU01+JveKVqP8twyHMi9HiaZDA66qXVdcnyIAQqwo+qaQEaZqhDUWTLyNpJM2cnXqC0MtCveHsRQsT2Ey/rY7y+bjObwpzZG+ALOnjkPkEz0vUSM5qHWqoFS1k3nk2iWGMZ1LJKk93visnhFau/6BKC9RpTgF4ehcp4G2ZIS3+wTVv5FUIIWSqd9gGO8PCzkVoG/F8ifNPamDn4lirkbDae/RGAHwF7rwlUIfgxHxchAJBDgomb0T08r7SxFmBTC6LgFlVHnacSN9FtDZptIWvE+hxY6cpAv+Ltpo2NRu1CLuHvioeSm0UUFApa4h37LxniDYgkdj8LUVS58WEHXDoH3ihrk93nislRzbe8L8TXnQsACXMIsi3CBVzeQjqv7ac7drngOcZNfFMBwE19R4iQfgXgA29ln3E6lgVw4ouvW0jnjCrUz3YTHxRqoqTlmCQzskNxXJ0plMCAhQue6gDC1YQQFGkeBnQUkN19qAb6APbVdql41/EFW9VZS654rCEw73fG6NCjZilvc6EqEIEHpjUq3vBU+MPTYDS7obcHwdfWwGkJQoiWTl9Yd94/Imq7d7JjqHh7lVHcZFPLMqkJVQxBYlWEpaZmNxuYAwAGyp0aLUGje09YAGEPdh9c8J5n7zvf2Y4JDcUJAvxJ0QUqmKzpcIDIu146b+lOCVKZ8DAt6WD3paLi9bTPOP24+Ud+YdBX9i0pDe7eIPgpkvlqBKsJAp2y4F5aA+UD7cipUbiqWliXUAV5h56qmXrs9Q3vu/Czk93/irefbhU3AUCpmHDcxA+ZUeEi/jMAoIGdNk13yqJJDeSdDCRGJQA9qNdoTWLXkTKjdgF7c53Y1IZJzFUsZddyBoHCe8E4BAwIAQAKChMaBCKUX5wGW1Hxdmk87ZJf1B9zzmpnON6vZ9LZwHIbSlUBpDbE5AoLyET2KBhTOzA+S6NsSz1ouAHGWqF+1nGfe6Sp+31zJrv/FW8vjRa3ak4xBgCsBUhEgZv4RQ98JwOADWtKnmZhUG1v0jyQg/7A24/wFQwYEQAcOLBhGiUn/2cFrrwA3iZwIEB4aXsLJggIRMj6we7Ly/3/9u48zJKqPvz/+1N16+5b7z09+wyzA7KDCBGiCIoooEYTIYiKu4kmrnEJRv26/GJixDUmStSoRANoRARBUbZhFwYGhmHWnp7pve/tu9etqvP7494hI5menbkz3Z/X8/TTD7dO1f3UeYbTZz86sj9Npdrmn5npWHQOQCI160/tvl7bdsKUJ0Yp2Hmsji4ArJrBz+Vxkmn8oZF6V2T+6SErdHrdr6wGDnoDNnX0WGse/MF8WRruoPcaq1aNR0MJJmo7Nk94Q48dJ6e/L0n2DIAaVSoUf7SVZ/75UMcQ+N6Oen58ZcX2qOfzJEj35BkPreG+s+MkXtxnLf1szElTZpKcN7K93evoq1C+r0Bu9aGORak9Sab7Lo0nunoAYpGJNnqXs70CDz/oUXabHemWUE+BVytjh6MQcWbHuvrmhGKJk+xo/Dt+tVxo6Uuow2rd2B1vnF1cdl3cT11UNHWiEqNkcr/OWl3R+faK69qlO17wJggsMz7qbXvXcH3rhkP5/VW/2G8cyRXNZLbiFUi4YTwr/vIxGX5LqT4xmq3NumZOeMkJNadE3psIynZpqDuyqGfM3XbjoYxDqX0R7ez5cyeZCTvJzKmBNWy6XpCl0w944r82I6F5AJiQhecGYhlDkC8Fnfb84+NtWYLA/zDwhta+gTqcNlcfXzcvsvJPsl7br21jza0Tw6VWyTNx1zI54cVZOv86ToICOXz8B8cZfv+hjqFCaSJGwhRNXqpUaKMrXKZ04TM8/mqDCc1i3i/SZMJlCpRNccIhEgnhTI4xePOhjmVX2tifpkr2ZH+u0D+ZTvSljeuGPK+K7YTxaxVCgVCdWA9OiHY3i10KMbbjCUKFWsiWHrzArdf80jOtfgd1+CyTE8/N0vG1LmbPdwjH3WqVUm07MROat4AlFyVI/wUgAT4u1Yc28eQVB7te/7mWyvEvm8WCc+vuJOWgQDvdFMmzkOUfG2Pw3YYgF7h1vyZF26VWc0zozvWs+coQ/Q/oUVDqcMvXR3LReoeRkEgwz3UkCECEp9ZGcO1aEE9tt7wBl+Tc4ynnJ6luXUekfVYFiHvl4oagVqm0+h3U4XOCc/bnVskpV7o1t9MJOQSpOH44SZtZetH4jsGbuuzZxxdNDjESlLyJjz5ev+e6Qx1DXzDvQ04lyObMOPEghiDEI5n2rDPnhmG7f1NYIslyMImIRc2qDYtl/cfqseu/WvQnBg51LErtiYhYsy+9Yjyc6eytlEdIzrUFwM27JDZ6mLH1xu/qkFqvTaZ3BeUHtuMND1mR4FhjLCP1auGglr+oo0ufLJg1m0U/nEXfCXXqWUSomxoRorE2Oi+3CUmYSKxKBZDRMYbeuMWsO6SdqSnJZo7njHcIIkXydNBLhRLdzD43SeZFHt6GgMArUwgHGONRX1dk8l+28vT/uKZWOpSxPJdO45+mEqecclmtJ5J2izkymXnUC2NMDDzppsjQafWQsttJ+mkkACcUxZ6oYg3l/E2j932if/LRV6wduf2mVr+DOnwytF2VlrYVbdIZr1AkQoQYccISthwic8sUfxUlblxcAszcDJ0LDnUMIcJ9DmErYZJY2IwzHKRpo3kUXzZJdoHBs/O1wXWxeiTSJbNeP4fF79KGvmqFyOJFF0+evl3cyybpeE0fxaEnKOQ3eJy6GKsrZaWWdOEkEyAWEo9hkhbF+qbx3JMPvS33xP0XPp/r89SRRUTiael4X8rK9rTRaRcqI8QiWWJOGseK9hUkt64Y5B5JkKYqVUvCzoXPRxwhnN6wROiUbuoRQyUWkIh0YItN3MksTEU6u8qUK1VT6u+KzO3tDS/6yJzostOfj1iU2pPsK85/ebC8a2UuOY6/pI3xQh8bfzTqD/8yS2T+ccSjbdIzmsaug1g2dhk6+1Ns33jXj4c23nv5unv/4+Otfgd1+HTS+9qsdJyTlrasjU3YjhGXFCFxCBHuKzJ5m2CVBcHDTYeJnHmoY7AJZR0i7TFJkCDFOCN1hzCOhAHCUWIrYiTiBXJbLMTMkvlndDHrs893Qx90ZH/a8ouT2/z5s6iNF5isbTamMxWQd8tOKBZGLMa2r6N9u6Fm1SjP68bq6sSsXBTyHnto0YYnb/pMq+NXh09a2mKzWNgXNlEaJ9xbTJLDMx4BfrlG5Zgw0SdHGBhL095pY3cHdH0bOOdgv1tErFWc+r4Q4bYRtl/jSPiGiMTPEyc0MO7u+HpA8NGoifaGcExMEhIjQcFMrAkTWQYQ4E0cbAxKHYigXt1q59tXVAcncL5XCnpz0frEadGIH7IhGqVy8xCxHVkq1ScJJ9uJlRM42Tmztz78w58Xd2w8pGfoqiPb/PCq+XkzQdhEyPmjRAiTG99INNFuyrWJrQudVVfu8Pt/5tucGLcyePXKq5aFTj5vnffQQZ9nvyB23MJOZ87bq0H5qRoTVweYZUZkds2v3Vj1CkXPuFcEFtFZyWMA8Ixnu155jWWF5nqmXg+MP3rQGaDUfgpqtX47Hi8Ek8VUfeOAiU6GjVvrKIbi6YxELbzsBKNVIZQTSls34PcmkG0Rsn7fyY898O2/aHX86vAREVnIimzUjJMiSx0X13PxqGBhe0Vy4SixlUP039fu9J0bJxumLl8SkR8cik73FXLyJTESZ3bQ+8NhBj6ZMKm/rVMPCkx83qd+Wcwkjg8IJCPtAlA2hR0OkXYgFRCMH3QG7ANt7E9TO37+42/1XHDJxKRjx9rbF38x3tbT5ac7swOP3F8PLZ7rJFwhHaQggE1M4p26giBfoN6V0J2iZ5glHP+9dul+ccWUKVGgU3opmyJxSQLELWO/M0aCKuV6QlIAVExp9nOfs1xOOi9N29/UqDzxGPd+KE1bwiG8cIyhNX0sOM2ltmXEbB/cmT4uyfBSXvDZXuZ9QEQQI/N940VsY4nl0tbH/E+nJJseN8NrqpTvSZrM22pUtpcpfmw7m28JmVC2nw3fOGwZpdQuRtbcdXmmeNyfhX6Tn93bedpHiRKprV4/NmznO6xMBGeojXiqh0isncHOLdgrZ+E+Oip2OJYBtLE/QyyIHrtkQfS4O6JWIjpa7SfsOSTtLGVckvWEpK3EknF7+9/HJVPLOo29dIrGEAsSxwPPNvZFRF4QO+cfYlbq1El/7JtPVO6+scuZuyjAr0gglZiVOHabt371rpXXnuiiufPCK3/YEe47IzB+sCV4/OOEoyQjnY7UJ07rnpy1xPYstpmN381Fhk7PhLpXVoLJG4fcje/3qF5ZDUprny4/8PvDn2tqpsvf9tvH2l914StC7e0npCptFyb65lwAZPJPri7PWhaNu4uqOLn5RIF6cT3Vbhi/IEbsl9r/P9Os4rT39zDnHwICRhmkk16qlImRQERCtgm92ib0atuO5NJ2BwC+X8+Gg2gaeLaxPV+WLeim74sG4w/R/4FtbBzqpPe4IpNrs3QuACM7zNandv3uPln4+iUcd21YIlHHhC8okP+VhCOkrGxc6vZ7OoPuBVVTmRhg47eSJvNXglgutS8PsnU8ZpJnTDByyJdr7Y429qep5hE51wEsuehdrzHZ7lfa9z5pltUWOiOPDVHOWNSpY4IAf34HdiLR+Hms/4yFvWct3DR4l653miHCRFYBRIlRZBIAC4uaqWIw1Bq9o1QpeUmTcaqU6mWKX4DGyPwsFpzmUl1/DMd+PiXZk4wxFyxkxcYe5v5VnOSyUbY/1MXskyuU+o+V02+OEj+2Ztc3LuPEY2IkzpDGxs9YWCfGyR7b7GRIlMzkzviSD5nfvaNbZn+tRmVb3oxPAE8f/pxS6n9NrH94BPjawgUvOa6WmnxrPWy6ymfP7UilEhQ3PU4tGSEeGPL5TTjnLwLAnR3ynZeefLmIfFKPMZsZHIkuj0i8GyBsx4DGpsueVzNeqC4FbwIRG7GsyIQ36GbtnnDFL2wfCQb+E6ArPK8jYsWXLHBWJXpC8z8uYiGGlccl/iR7fOLcb7h+peLXK7mk1bawPTTrF6d3vbbiedU5lfL42hWps17t+dVOAEGspNX2rli4bU7cyRB3MksmS5tJmCRxk5x4fPJ3p8bt1PJhd8ujzWNMP9uiLFMKgPGf33QXcNe8C/8yE3je+bUdA6at7+R4aSRHJfMMcW+CqJWGhCHU3QZAdcl4asFpl56/+f7rb2lt9OpwiRI71hILC4uQCREQECZCiYKJmKiUKRAnSeB7iaqUsKyQKZjcT2qmMg4wS+avBFPrY+HfZKXzdQCucSc66ZvVQc/FY+xYl6ZjnoXFSjnluwnSy6uUXYMpLWT5pRaWNEPpyErXB1LNTls/8PoIIEykrU7tf9by4DcBa9Ts2Nm+OuiZW/tKWl3fEJGfG2Ne1dIgprlEz/xoV98J31s4Mft10VCCwPg82b2NkIRIbyzhJUMES/qoJuv0bUxQK4792wPrrr2q1XGrw2OVnPqXado+UKWywCGcAihTHIkQ7YqRAISYxAlMQI4RfPxf1XF/HiF2ikt1YS/zzi1TGC5TWNsls89xTY2J0FguIdlstO5QoVxNSSZaNsWdPa1MkscxDhGilClQpVqtUPhFB72vDeEA1EfZ8YskmbYCuW+uNQ8elt7P6UjL2OffnL7TF8sZq+6PnXJcO0B94zZK1gjB4CTp5DxcKWLNSlOvlQgvXUr+V7e9PHfTLb9qddzq+ScioZMSL/u3sMTOrou7KGRFwPVM2c2Npuy2Lk982mKzACjWxzBewFB963vSJr2kbAqpzuzi85J2+9zB6obft9F5SsSOx8f8QQLMSNxKdmEgHsQAyIeLlbbEnBjAeH4z7Yk5VP0SFTdnXK+yxSEyYkeip6ZjveTdoQ218ZF1IQnVhs2292/2n9zSulw6emn5+vwTEek65SUf7Fh40hfi2cb/K4WBdeR6yiTWVYmG0lQWO3jtNvEdDpG8/fiaX/zjcS0OWx0mS+S4k9vpucbHWwAyywJquGUbO54kQ40KaWl0BuXMKAYznGPsijY6X5dnPNXHwosNgT/MwM2zWXgJwDADlTBRJ04i5FEnIWl841OjUotLMuIZjwpFUpKlbAq4uH5B8rd0mp6XSiQSjtpJhuqbb4rVI4kKpbvWsLqlHfw6sj8DlIa2VBesesU1+Vj5Iq9aj05KHrOwk+SgRW/3IowJKG+coBo3FLoCrHxV1+jNIE+YB74HfO94OePqMNFPlCnlDcZPkCJMlCJ5IE6JAnFSTDKe7mbOVysUrShxRIQE6e6cGYtMmglccZkVW5oVEXJs90r1/G2WsV5YorDNx19hGSts2RY1qderXjnwqUfa6IoKxh9ky2cFO8gx8oNRM6ij9+qosG37fRv6XvGGn9QGtr8dJ4Tx+klFMtROWEEwqwMZmiC1PUF9aIhybLhm6t5Iq2NWh0dzWv2bOsKz00tip9yGMadOBmPrE6HU4qRkqFKi6peJWDFqQYU2q4skqUuSVvYlTixDKtSYdpq0284uVsb8CnlwhK7w7C4/8Bj3dwyVvfH1MSu1quZX1hUro2dYVgj8gIna4IQfeCnxTag7NGfBusoD34wFqd9trzy9NR8Mf3fC31Fsbe4otXfGGJNdeuK/u9XJd1uToXletYTru3RubyN87FzEtmFkB+FaivHUDpzxkJavM8h6s+Yh4MwVctKFGTp+VKUSdqlsztC5MiJR6qaGMYY6NSxsbEJWJ7O+JTCvg14ccQCcsImcVyBHjSrtdMccCVMwOVOieE9gglkGIx5eFGSWwcdgmDRjpTpeIh5qsx1JrOivr/ubWC0xL2dN/GYo2HLrkTKDT3fjnyE2P/HLO9fvuG32psIjf1Y4qWNLxLUIDRap1vKINP4Z2J5NjpHf/mHDdZ9scbiqBR4zq69248F/Z5N9be1095asEj4+Var0mw24VKlQqk6Su6FOzY8Sx+AzYUbImzHSdGQcwoSMTbnemILvhfjJGnPfRfdyS0+R3NVRYqE4SapBeXLCH/qqQ7jaKbMokvct7JMWsOJjKbJLtaGvjjY7br7uncPXX7d08qH7/q7nvCz+mI09WCao1CAWhsDDjwSmtvrRD+Vvvf2hVserDq8xd2DyqeK9lzh+aEeH07fUsh27FEwixmasOsBA5WnsujDoblprAv8x3zakw52MVQfIlQeoVvOS8FMhywhBvUY9qCFiUQjG3/VQ7faz767+rDOolAdiJQurUKXi5h6brA7dmg112elIF8Ne/9h8Z8VHe0Pz35UiNTpR04a+Onrknn5krP+O/1rav/rGl5Yq47dHMxkSS/JItHEqpIiFbTvUJsdGR5554C9bHK5qgSfNwzdNMPzJdrrDGTpWulRxTY2AgAE2McEoASaYYORawLWwCRFi3IwwaSYQJBElRow4k82l/Aaz4XFWn30ftx3zhDxwaiScjCcjHdRDxssx9l0Xd0uH9IBXJ18fqhzDsV9to+sVEpg/HCkNfdDG/oxSyG0b3zb64E/KpdE7e/5Qo6faSVCtsa32TFDJhsj3msrIuntfr0eZzVxRK9UVtZJUHRdHItSpESFKmBgd0kObdEXb6X7RGENX5Bh7qo5Xz9JJRjowBMYmRFY68aul+nB96zdH/K0fAjDG+Gmyn3MkbIkIlpF0u+l8T4JUBsDCzmXpXGKJRZzkpafIOT9fIMsXtzY3lNp3xhhT2bF1fe6u334hd2ch355dQicLsFZvM6wbpkaZalC4e+T3t36l1bGq1ohbqe6Yley1sDC2hQmHMGEbJxwlQ5aM3U6vPW9l2So9mPOGv170cmO2Tz1NGx2hXorWJEkrS6fVS666fdNgfeMH1lcfvAFgsXXciXFJXywihCWC40SXtNu9rw9ZjjhWGNty+qN2IhOWaDwu6X86IXLOF2TnhilKHQXcyfHa5Oa1t1cHNv5L+/EjLPqLKIsuKVIcf8CrhquMp0aNW8z/3fD6e7e1OlbVGgnS3bbYUqNClDgedWxCRInTzWyy0m5laL9sjB2XFcn/to5bS5AkLW1k6JAyJZKSIUsXg2bbzROMvMU0zTYLP5eQdAYghBNqp+vSOMmVAFHiOIQzltgkJXNsN3NuXS4nvaK1ufG/tLE/A43//tb323XqALaECFIRC88vBANDXy1v2aDTn2awvD/8mVKQu7Nm1+60AiEmCdKSJUQIz3gYY6hSqT9pHvrRo9y9coSBC+q4VYAa5bWGZ3syJx+p3P7+LbW1z/7RdYimi2aSkpmkTr2eIusUyVM0+UqB3OdH2HFrzowZl5oDclGa9u+LiN2SjFDqABljgupT3r+L1fjz6hCVxJDlO/2FbcFTWz7Q4vBUC+3wNv5h2Nv6/+rGXV3xJ7eknHZioRRRK4mxG/9eXKqBL/U1T/ir37168oaeil/4pjEGP/BMxRQHdj5LAvPrx0p3fGnn6JFDZJljQnbRz5PzRwgRDkKBRdEdI+cOb83Xh7884Q2NTvrjBJjeuJP90JLoqR9qUVYodcBGH7/7fxyntAnADlvYGSdk+1I1W0dvy//PLf/e6vhU64wy+M2cGfu5gd971OtxSZKQFI4do0YVgDr1ynqz5r5HzT1/eh+39dRxNwC41HYEeJXGk4ypUPjy0+bRZ08jSdPWXvTGKfl5it64iZPKGAxFM2lGGfxPD/fanBkNCiaHhRwfJ/WdObKopwXZ8H/omv0ZyC3lR4/teOkX3WjXe0sJPz0rtArLslPhwHmTiHzEGBO0OkbVGmvL99wO3A5wrHXaD2xjvaFKxY4QY9QahsDvH6T/HfDsiQ+/WSoveGXERJcP0v+DGpUXJ0z6ZQXy28/gvEdOk5eM7GDL5f3mmS1lClcnybyrSMHESR5XpkBAMJJj9NPtdL8nIGiLEBO/uRmKMeaFqzj1XcA1LcwSpfbb4H03fyRiJ19ox5InG+OH2xOLbWCO7fIW4L5Wx6dao1lmfhz4eG940Zy4lbojaiUW+XgiIYsdtW2BZ2r/ttF7Yk0zvZ+0sn/rUV/jmfroOv+BXzjifNgilKlb9dRZiUs2F4Pcfz9aveMDGem4Pm5SPwjhnFBxqpKO9q2qu1VTrRXvcU3ld13W7C9Wg3IoGWojFIWEkyHiZT7aHp517bi7Q4+CVEeVbQ8NvbvqO98p5yK9FPpIZXujJjPnPPeU818G6OanM9RWs34r8GqAZXLiexzjfN4nSFi2Q8HkmQwmSpOMvX1nemNMfqGseGXKFM4rkv+NIAYj7yxTHGyn55NnyMv+JcfI+54yj9ySZ+xLWb+rt+aX4hbW/DKFdoOp5hj9bIrsn8aIn1fHxcKmg15EpMcy8k/AG1uVHzvpyP4MlXV6L22ze9KdpSzV+qQH4HnVTdrQVzs9Htx/2bZw/2Vt6fkkM70kY531JOnUXBZ9UUTkeDnjEy+Ulz0TJ/lnAcZfzKr/cYgc/6C54z0Z2l+YlMzyjLSf3UHPGwAeN/d/e7X59Yk1Kj8NEQrFSSHIo2nalqckuzQj7V0uVXZODRARBCvawixQ6oD0LXnx+V3tK1/YkVgQdsp+PQh8jAlwK/nNrY5NHRkG3Y3b7i/+YmnB5H+aCXeRDXfj2JFy1nRctDJ02qWzosd0nNF28c0ntL3sMT9MMRXufPUZyVf/qhqq3/FM8OhXesIL3pa0s/M7QrPeH5d0Ty4YrT7k/eby+71bj7ftSMm2HNKZOVKP8aOM1XFl0sp0d9qzsiV/kp2T9y3LdsAKtzYnlNp/9fhJr8u7L+ytx0+iXiu5AF6lNOHXKnqqhAJgnXnkq/dwS5/BlONumM6gBx/f76Tv6j5Z0L0yfMYrz4xd9ERXZP41RSa3dNH3lSydH97I2o9EiJqMtL8oJZnladrfCfC0eeze+83tZ/Wz4W0xSWaixAnheAFmICud5yYl020TsuB/l+ofKXVYHdmfoXzjjQLYYpUGtt7zl8ns7M58of+mVseljixD3ubrO/zZP3SInFOvFvvChLJxUlfaOJ9M0/bBmCRTCZNePM5IMSXZZNykXtQu3Tf1sfDBlMm+0scrlik+uPN5C2T5irksfl9U4oyawYERtv9Tmmxb0mSuAkIVKhLGYcKMVD3qX9nKeh3VV0edwK+P+L5bDVnRqG2Ffzf4zN1fF7Gim/9w44/hB60OTx0hjDHB8sQZ/1j04gt8310aqgSZQLxkUrKXhyPprrbwrAsA/MD7VIb2JY17An9dcN+lpSD/cMbuPLkcFB4sm8mxnc88ltM+2F5MneYXC0F/dPNvN7mP/mRZ6OTz4pJ+dSGYCFzLtXCLVL3iurKZvHrcHehv1fsrdaCCWnUMwAQBxdL2j/lPT0zWJscfHn7sd0+2OjZ15DDGTB4np39G4M01qvNTZNI29plZOs/P2B2Xpay2lcBKz67OSQdtywEqpvRAicIjWeOWbEKJCqUHdj5PRKzToi//SsbusgveRHF7bdNnfNz7K6Y4HCXRXaFsokQkzziecX8xwegRsVRKG/sz1Pbyk5e7Qfkvyl7+oc0T997a6njUkansT7rAG0+Vc3/aJp2vQWDMDG7xqQ9VqTwcI/niIpNln3qibIrUKLtLOeHuOrW71vPYKwRr2xazbs3O50WJrQoT7WqsabK6F7PqphwjD9ZxHQNEieJRr4N5eIzBr+TNWLV1b6/Ugel/4tb7Fp50yWsi8ewLJnY8+f2hDat1wyi1W0+VVt/viHPeCzl/LCJtBMZnC8+stfzYo25QyTsSzdTqxbl58QlJmJpfPOXs8Ku2j7vDXxiztl+dD0bv3nVT3SiJEzypUw7VrDar86zO2Pnrc+7wtrIpIFgW1Tqe5ZeqpvSzx/3VP27luyt1oIZ/dePHAre2LXDd4vAtN3znSNr5XB1Z1pj7PvcCObPWLbO/BFAwE5UyxdXhILkqJe0vq5uq6/m1Y0oU8PGCKLHPpmkf2sy6KyxkYhNP/XaXx0UjxE4s1XO49UJyPks+V6b4Jt+x4lWpE/fT4vplH6S/TPFLm81TG1r02n9EG/sz1JbCo1uAz7U6DnV0qFK+xzfeJT5+rUDufaloT3iL1f+ZkfLA/fNZ9kGLFHFJEjHRqEuNBMnz8oyt9vF+ApCR9rYQTndfeMmpY+6QHydpt9HliAhJkzk5ShxLLMbMMB3S4wBn+ib4CPDe1r65Ugdm08M3/BL4ZavjUEc+D69QoXRPhNjZk+TWbjBr/qGz3NdTcsevbA/N/nRG2lclnHZEBBP4bTETI0rpzwNho288D6DT6lviSCTRHZq7wrZ9oqEkCSsdASJRO7EkYaUxJqAqk7RLV8Kn7UOzrUU/HQg2PrCX8JQ64rjjoy7wL43/uq6lsagjX5nifTVTzTuEMwXyX9vCumeKbv76XGj4oQ6v+/sJUqGEpACskimkE5JKT5rEq1xq/2mMMXFJhhOkli/jhOMnaju8TtONIUJYIhImsrwiLolQhgkzTEfQYwMLbGN9DVjV2jdv0Ma+Umqv1pj7/mm+LL3Xx8+PhyeeWZE6+5lIJTS3EBsrViol4xAWAB/Pq1AJVSjWZrP4ExC8Z6Esf/MSjv+PMJF02asQDSeJuhFKTBIzCYoULB+fwBg8Gjv+A3i4p7X0pZVS6jAwxgQd0nthymTPKJJ7YLF13AWdVt9PjSGU98aGglAaz9RxJEwd1y2GJWz50WPmWnN+mLSyN68In/7AsuxZn8CyTLU0btmEsLCp+EVELMp+wbEDi2pQJoQDQJ06CIkWv7pSSj3v1pvH7p4ji06zCXVvZf3dqzj1xhRtr6p65XqViusQjgDNE6dKQd24QZauy2PEL1suJ717KS94b5zkyioVX4xlA/j41I1LmQKeZ/CNR9WbJG4iOBImwJ/b2rf+X9rYV0rtky3m6XsButLHHBdzo3O96iS9flcyx9jYKENrCia/0cKa2y2zzwMiOTNKQNAWJ/OvUeJpQ0AySDLuDuOTQiREKeoSo51IRajjApBjlBBhHCKPtPJ9lVLqcBkzgwXg1wDHh868PGLHQ1Y4Ssbq6xmsb3ok547nHAmvjoc73p2OdIXrvhsZrfQT1OsvSkQ6zg05MTEYCUWTFNwcSQOuqZEKdxOTNBEri+vW8TyXvEwQkThOENMNeZVSM8I2s/Fp4GmA0+RP/wQMHfQ4NaoyzPa7CiY/ZvALfSy4TESsSTNBjjGJ2PGPR/3obEFIkbFHGCLAJ0yUScZJ0045KBAKwMamwCS2sQEZ2HNEh4/uxq+U2i+jhQ1rC+S2OF6j+MjQ3jHB8PvXmNVvEaw/QKN31CGChe2nyXYZAuKSokqVGAmy0kmGLEHdxa2XCEuEhKSww5GgM3sMQSw0OkT/F1v5nkop1QoFk/9OxZS8iN1Y3pS0MhNry3f96WPl337CsmQQwDcu2XAvIXHSfr0WdSqGaMWi7hZJSZa03U6H3UvOGyZuZwjbUcKhBJmOhSbTdQz5aOG2Lf7aO1v9rkopdbiVKd4OgogQlVgoTPi6J8x9F/t4P/XxDYCFTYQYXc682XXqxCVFQIDBp1N6SUsWh8izDf6oxAFoo4Mw4Vqe8SOmDquNfaXUfjHG+I/lb100xvCPiiY/OMqOa0fZ8RjA0/zh4wNm0z15xgkTpUrJF4QYSQDChClTqvvGJzA+geeC15gKVTA5kuEOCyAd7uwsWgWvha+plFItscl/4pdb/KdOGq9vf2zSG9sy6Y99Cxpl7/bq05cMFp8p+56LF9TwfbcWlyQhCWGJRTgIUwtKAFRNmVAoStkU8UydsikSdZJiWyESsc6qbmqmlJqJHjf3v3aE7R+eNBMDeTN21zhD1wOsM3/42TY2fGHcDBMlRoVSABAhxi6/vZqpYIzBEGBjU6VM1VQQ8EWEmCQiO+85Ekiry3oR+bkx5lUtDUIpdcikpW3ZMRz/lABxUuTtPCFsYiZOxaoUy5R+nPWybw0RwsdnkomBKNHZIRy8iAzFw9lQKcjf+Ejptqu0MnrwtIxVano5Vk7/54idfF/Yd/CtgLKUSIbbCInDaG3bzXEne3LCaet2JEzRKgSl2nh/nNT8kB2FmL3dtiJBrrbjfY9P3P7frX6Xo52Wr0pNPyfImRstnIUpskwwAhgSpPGps42N7+pjwdciRCVMjGEGCjZ2PErcNgR+CGfMw3t6gI2v2W42D7f6XUDX7CulDrECuWcMwfUJMheVrKKfClLRmIlTcsqErIi9rnbH25bLybWkSa0sUfjWZp66YTknfgtkabk28dmHa7ffrI18pZTavQql76X97MWC9HqOFe2JL2l8Xh4jEkqwo77hrD7rmK/alpMfqm35YNRO9IScyBcCUx/bmn/07YPuxnEtY5VSavd8gm+lSF1dpehFiSUz0k7FlPDxsbA25hh9Z5bOywrkbl/LA586ltM/ZGFdUqJ0w+Pc8cUjrXzVkX2l1CEnIgIkF1mr3rzIrPgyQNFMUqZww6PmnktbG93MomWsUtOPiDhA6KTk+Td1ReadCzBRG/RL3sQVj1fu/M8WhzdjaPmq1PQkIoke5nQsYMXalGQSxhiGGRgYYttJQ6b/iBix31e6Zl8pdciZhsKOYPM3xszQ9UUzuSPP6L+u57E3tDo2pZQ62hlj6saYSjHIfazgja3N10fWj9S3XK4NfaWUOnjGmNKg6d9aZvILRZMfGGH7bwfYdOrR1tAHHdlXSqlpTctYpZR6fmj5qpQ60unIvlJKKaWUUkopNc1oY18ppZRSSimllJpmtLGvlFJKKaWUUkpNM9rYV0oppZRSSimlppkjYYO+x4GNLQ1CKTVTDRhj3tnqIJ5PWsYqpVpoWpexWr4qpVpsr2Vsyxv7SimllFJKKaWUOrR0Gr9SSimllFJKKTXNaGNfKaWUUkoppZSaZrSxr5RSSimllFJKTTPa2FdKKaWUUkoppaYZbezPECLyTRExu/y4IrJZRL4hIt17SL9NRGK7uf6UiKzew/d9u3n/zw4y7tUism0P1z0R+cVu4vZEpG836R0RGWmmue1g4p8iTzeJyDUi0rGX9wqLyCtF5Hsikm/ef86e7lFKHblEpPqc8qAoIg+KyNv3kv5Lu7l2RvPaO6a4NyYiuWaaSw4i5uXNZ3xmiuuXNa+/djdx3zzFPZfskgeXHUz8U+Tp/SLy5n14t1ki8l4RuVNEAhHZvLd7lFJHJhF5w3PKAl9EhkXkBhE5cQ/pfRE5YTfXd9bfolN83xub10dEJHwQcX+++Zxjprh+m4gUp3jP109xz8921nP38L17jX+KPB0Skf8WkeP24d1OF5EvicjW5v1X7+0e1Rra2J95uowxArQDfwNcBtwuIqEp0s8G3r8/XyAiSeD1wDbgwt01ug+DKnD5bj5/JdABVKa68QDi35mnHcDHgLcAt+0hT2k+/x3Ar4Ev7OX5Sqmjw03GGGmWB8uAB4BvisiH93DPe0Rk4X5+z58BGWAAuOrAQj0oJeC8KcrGNzWv78n+xL9rnq4A1gL/LiIf2Mt9/wIsBf4OeGQvaZVSR4fXNcuCGHARjXL291M1pmm0c754AN/zVhp1wE7g4gO4/2CVaJSlf0Qag3MvZ+9l7P7Ev2ueXgocD9wlIoumukFEFgNfAbYDu+3QVkcObezPUMaYojHmeuAbwLHAuVMkvRn4sIh07cfj3wAkgEsAF7jyYGI9QNcDV+zm8yuB3wDje7j3gOI3xhSMMT8EvgmcwNR5ijHm+8aYVxpjvg9M7svzlVJHD2PMAPAeYAfwV1Mk+z1QBz67n4+/Cvhd877zRWTugcZ5gG4HijynQ1VEeoBXAD/dy/0HFL8xpr957xB76YQ2xvyZMea9xpg7AT1jWKlpxBjjGmPuAz4AJJm6nnYzjY7Jl+3rs0VkCfBi4BPA/bSmQ/V6dt+hehmNwaxbp7rxQONv5undwN8CaRoDV1Ol3WCMOd0Y8yWgf1+er1pHG/tqffP3nCmufwSIA5/cj2deBdxijHkQuA54i4jIgYd4QK4FVojI6Ts/aFZEXw58dy/3Hmz8TzV/H+4KuFLqCGKM8YFNwCwR2d3f2x3Al4A3iMgp+/JMEVkOvAj4OvB9GiM8e53WfohVgP/i/3aoXgaUaVRUd+tg4zfG1IGNQN8UeaqUmjn2Vof9BvAM8MX9KC/eCkwAP6ZRTr3kAGZfHawb2E2HKo1OjetolLNTOdj4tQ47zegfSrWs+XvrFNefBv4VePsepkk9q7nO5zQaBQzN3wuBlxxknPvrHmAdfzwN6nL2XhE9FPHvzFPt7VRqBmsu5VkEDBhjgimS/X/AcPP3vrgKGARuMMYUaTSY39yChu93eU6HKo3y9r/Yc0X0oOIXEYdGnm7fQ54qpWaGvdVh6zSW8ryA3S/t/CPNMvsK4LvGmCqNhvU4exjlfp5Umt/9bIdqs0P4WBqDWbt1iOLXOuw0o439GUpEks1Nl95BY13pb/eQ/FM0pg19bh8efRWwGfglgDHmAeBBWjMN6j9ojJhFmv/9JuA6Y8yU6/U5iPhFJNXcUOWdwBrgjgMNXCl1dBOR2TQ6C3vZw74czQbvp4BzROTCvTwzDPwl8O3mCDfN75gHnH8o4t5Xxph72aVDVUROpVERnXLm1MHGLyJzaCyT6qGxXlQpNQNJY7Pl04F/pNGY/bep0hpjfgLcB3x6qg35dvEqoJtGOUOzwfxd4EoRsQ9F7PvhWv64Q/VKYH1zqv1UDjh+aWwcfSaN2WZF9j4LVh0ltLE/84yIiAEKwE9oNPRfsqcREmPMMI0NTl4rImdMla5ZiF4GfOs5z/s6cLGIdB6KF9gP36Ox7uhiETkNWMWeK6IHGv/OPB2nkU/X0sjT+hTplVLT04U7dzamsTnSW4G/NsZ8dS/3fZtGw/kLe6mQXQK00ZhtBYAx5gkaa//felCRH5hdO1SvBJ42xtyzh/QHEv+uebqOxuZRbzfG6MamSs08P2mWBS6wGkgBZxpjtuzlvg/QmJb+vr2kuwq41RjzzC6ffQOYRWM/ksNm1w7VZhn75+zbMtT9jX9nnlaAG4EngLOe8wx1FNPG/syz687xf0djE4/37sN9/0Rj1809TTV9DY2K3Od2Pc4D+A6wc0RnfwXs+d+pBfi7u9DcIOs2GiNPOyui9+7hWQcaf1dzt2jHGDPfGPMuY8zIHt9KKTUd3dQsX0PAShqb0H1KRFbt6SZjjEdjf5RV7HlD0LcCNtD/nDLqT4BXNfcl2R87OzWnKmN3fr7bMpb/7VB9Q/Pn2r1834HE/+xu/MaYhDHmVGPMv+4mnVJq+tu5c3yCxi7zSeDLexu1NsbcBfwM+IhMcTRyc6PQl9HYNHTX8mkDIBzYDNV9KWOnKl+h2aHa/MnQKHN36yDif12zfLWNMd3GmEuMMY/uISZ1lNHG/gxljBk3xnyORi/hp0Xk5L2kLwN/D5wlIhdPkewq4NpdKmbP/tDYdflARp5GgbbdredsjrRLM81UrgXOA97IvvWIHur4lVIzjDHGN8Y8SaMD0QO+v7c16caYG4G7aEzpjz/3enODpZcA50xRRg2ym6Oa9mJn2TnVrKXu56R7bsw7O1T/mb1XRJ+P+JVSM5AxpmyM+RmNE08uYOoTT3b1YRqdBJ+Y4vpbgK1TlE/nAa84gKOk96WM3VMddmeH6j8Dv26WuVN5PuJX04A29tXHaKzH35fNob5LY3rP52mMXD1rl6M+fjXFvTfTWHv0ov2M7w4gSmPk57nO3yXNVG6gsWQhQWMjqN16HuNXSs1Qxphx4B+AE2ksEdqbDwJ9NI4+eq630lhHOdU0+V+xnyeHNONbQ2O35t2NjJ1Po/x8aA+P+S6NGVF7q4ge8viVUjNb8/jih4BPiEh2L2nX0Vjb/04am3w+q9kZ+2amrgP+nkZdeX+Pkr6j+fv/HP0nIvOAFeyhDtssU39No4y9dqp0z2P8ahrQxv4MZ4wZBK4BzhWR8/aS1qfRM7oMWPycy2+lMV3p11PcvprGUSD7Ow3qX4Engf8QkYtEpE1EOkXkDcCXm8/98R5irhpj2prTk/ZWEX0+4ldKzWzforFT9KeaG9RNyRizmsYZ9X+0trLZEH8TcPse9gK5GdjZabk/PgjMB/5LRFaJSExEFovINcBLgb9rzuyaKuYfN0ePLpgqzfMcv1JqZvs4jcbwB/ch7dU01vs/t757Po01/bttLBtjXOA37H+H6sPAD4APich7RaSvuZnz2cDPaez19Om9POOCZhk7ZV33+YpfTQ/a2FfQ2FQuD/y/vSU0xtzEc3bubx6FdAVwf3OkaHf3+TQa0q8Tkcy+BtbcqfpFNI5z+kca51JvozEN6+scgo3wns/49/Cdy3dZT3VN8+PfNj/zDvb5SqkjQ7OS9Q/AAuBt+3DLR2kcF7WrC2mM+E81agON6fR19rND0hhzC3AWjfrAb2iM5D9IY8+BV+3D5oL74nmLfyoi8vldytiTgfm7rGOdcudupdTRxRjzK+BO4K/3tm+JMWaI3c9kvYpG+fObPdx+M42jmF+6nyFeAXyIxr5PTwNjNDoAHgJOMcZs3s/n7c7zGf9uichgs3xd0/zo73cpY886FN+hDg0xxrQ6BqWUUkoppZRSSh1COrKvlFJKKaWUUkpNM9rYV0oppZRSSimlphlt7KvDTkTet+sZoFP8vKPVcSql1NFIRP6wD2VstNVxKqXU0UZETtiH8nVPm+kpdVjpmn2llFJKKaWUUmqa0ZF9pZRSSimllFJqmtHGvlJKKaWUUkopNc1oY18ppZRSSimllJpmtLGvlFJKKaWUUkpNM9rYV0oppZRSSimlphlt7CullFJKKaWUUtOMNvaVUkoppZRSSqlpRhv7SimllFJKKaXUNKONfaWUUkoppZRSapr5/wEv5EYHCFijtAAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.08 s (started: 2026-07-11 11:47:07 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_layout(\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=[\"Aplp1\", \"Gnas\", \"Cpe\"],\n", + " width=3.5,\n", + " height=3.5,\n", + " point_size=5,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "df9abda9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Performing clustering, this might take a while...\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 9.2 s (started: 2026-07-11 11:47:08 +02:00)\n" + ] + } + ], + "source": [ + "ds.run_pseudotime_aggregation(\n", + " pseudotime_key=\"RNA_pseudotime\",\n", + " cluster_label=\"pseudotime_clusters\",\n", + " n_clusters=15,\n", + " window_size=200,\n", + " chunk_size=100,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "92605e39", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(12497, 100)" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 3.69 ms (started: 2026-07-11 11:47:18 +02:00)\n" + ] + } + ], + "source": [ + "# The binned data matrix. Here we print the shape of the matrix indicating the number of features and numner of bins respectively\n", + "ds.RNA.z[\"aggregated_I_I_RNA_pseudotime/data\"].shape" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "ee6a2635", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 7, 13, 4, ..., 8, 11, 14], shape=(12497,))" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 40.4 ms (started: 2026-07-11 11:47:18 +02:00)\n" + ] + } + ], + "source": [ + "# Fetching pseudotime based cluster identity of features\n", + "ds.RNA.feats.fetch(\"pseudotime_clusters\")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "93d12b7d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.34 s (started: 2026-07-11 11:47:18 +02:00)\n" + ] + } + ], + "source": [ + "# Highlighting some marker genes\n", + "genes_to_label = [\n", + " \"S100b\",\n", + " \"Nrarp\",\n", + " \"Atoh8\",\n", + " \"Grin2c\",\n", + " \"Slc35d3\",\n", + " \"Sst\",\n", + " \"Mnx1\",\n", + " \"Ins2\",\n", + " \"Gm11837\",\n", + " \"Irx1\",\n", + "]\n", + "\n", + "ds.plot_pseudotime_heatmap(\n", + " cell_key=\"I\",\n", + " feat_key=\"I\",\n", + " feature_cluster_key=\"pseudotime_clusters\",\n", + " pseudotime_key=\"RNA_pseudotime\",\n", + " show_features=genes_to_label,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "ad616685", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 3.58 s (started: 2026-07-11 11:47:26 +02:00)\n" + ] + } + ], + "source": [ + "n_clusters = 15\n", + "ds.plot_layout(\n", + " from_assay=\"PTIME_MODULES\",\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=[f\"group_{i}\" for i in range(1, n_clusters + 1)],\n", + " width=3,\n", + " height=3,\n", + " point_size=5,\n", + " n_columns=5,\n", + " cmap=\"coolwarm\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "f1a4641e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved marker results to RNA/markers/I__RNA_cluster in 0.4s (12 clusters, layout=compact_v2)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.82 s (started: 2026-07-11 11:47:30 +02:00)\n" + ] + } + ], + "source": [ + "# Running marker search\n", + "ds.run_marker_search(group_key=\"RNA_cluster\")" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "f91d3261", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 Ins2\n", + "1 Npy\n", + "2 Sytl4\n", + "3 Arhgap36\n", + "4 Tmem215\n", + "Name: feature_name, dtype: object" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 150 ms (started: 2026-07-11 11:47:32 +02:00)\n" + ] + } + ], + "source": [ + "cell_cluster_markers = ds.get_markers(\n", + " group_key=\"RNA_cluster\",\n", + " group_id=\"8\",\n", + ").feature_name\n", + "\n", + "cell_cluster_markers.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "271aaebe", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "13" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 68.8 ms (started: 2026-07-11 11:47:32 +02:00)\n" + ] + } + ], + "source": [ + "ptime_feat_clusts = ds.RNA.feats.to_pandas_dataframe(\n", + " columns=[\"names\", \"pseudotime_clusters\"]\n", + ")\n", + "\n", + "beta_marker_names = set(cell_cluster_markers)\n", + "assigned = ptime_feat_clusts[ptime_feat_clusts.pseudotime_clusters != -1]\n", + "module_overlap = assigned.groupby(\"pseudotime_clusters\")[\"names\"].apply(\n", + " lambda names: len(set(names) & beta_marker_names)\n", + ")\n", + "beta_module = int(module_overlap.idxmax())\n", + "beta_module" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "8aa5a8d5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "14 Vcpip1\n", + "25 Tram1\n", + "87 Uggt1\n", + "112 Lonrf2\n", + "242 4933417E11Rik\n", + "Name: names, dtype: object" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 3.51 ms (started: 2026-07-11 11:47:32 +02:00)\n" + ] + } + ], + "source": [ + "ptime_based_markers = ptime_feat_clusts.names[\n", + " ptime_feat_clusts.pseudotime_clusters == beta_module\n", + "]\n", + "ptime_based_markers.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "c357a9f5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "((900,), (90,))" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.34 ms (started: 2026-07-11 11:47:32 +02:00)\n" + ] + } + ], + "source": [ + "# Number of genes captured by each approach\n", + "ptime_based_markers.shape, cell_cluster_markers.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "e0aeea07", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "79" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 2.16 ms (started: 2026-07-11 11:47:32 +02:00)\n" + ] + } + ], + "source": [ + "# Number of genes shared by both approaches, compared by gene name\n", + "len(set(ptime_based_markers) & set(cell_cluster_markers))" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "118492ba", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 788 ms (started: 2026-07-11 11:47:32 +02:00)\n" + ] + } + ], + "source": [ + "name_to_idx = dict(zip(ptime_feat_clusts.names, ptime_feat_clusts.index))\n", + "cell_only = sorted(\n", + " (set(cell_cluster_markers) - set(ptime_based_markers)) & set(name_to_idx)\n", + ")\n", + "cell_only_idx = sorted(name_to_idx[name] for name in cell_only)\n", + "ds.cells.insert(\n", + " column_name=\"Cell cluster based markers\",\n", + " values=ds.RNA.normed(feat_idx=cell_only_idx).mean(axis=1).compute(),\n", + " overwrite=True,\n", + ")\n", + "\n", + "ds.plot_layout(\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"Cell cluster based markers\",\n", + " width=4,\n", + " height=4,\n", + " point_size=5,\n", + " n_columns=5,\n", + " cmap=\"coolwarm\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "81c5e013", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.18 s (started: 2026-07-11 11:47:33 +02:00)\n" + ] + } + ], + "source": [ + "ptime_only = sorted(\n", + " (set(ptime_based_markers) - set(cell_cluster_markers)) & set(name_to_idx)\n", + ")\n", + "ptime_only_idx = sorted(name_to_idx[name] for name in ptime_only)\n", + "ds.cells.insert(\n", + " column_name=\"Pseudotime based markers\",\n", + " values=ds.RNA.normed(feat_idx=ptime_only_idx).mean(axis=1).compute(),\n", + " overwrite=True,\n", + ")\n", + "\n", + "ds.plot_layout(\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"Pseudotime based markers\",\n", + " width=4,\n", + " height=4,\n", + " point_size=5,\n", + " n_columns=5,\n", + " cmap=\"coolwarm\",\n", + ")" + ] + } + ], + "metadata": { + "jupytext": { + "formats": "ipynb,md:myst", + "text_representation": { + "extension": ".md", + "format_name": "myst", + "format_version": 0.13, + "jupytext_version": "1.14.1" + } + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.13" + }, + "source_map": [ + 13, + 17, + 23, + 32, + 40, + 48, + 52, + 61, + 68, + 74, + 78, + 83, + 90, + 92, + 96, + 98, + 107, + 118, + 122, + 124, + 128, + 136, + 140, + 144, + 152, + 161, + 169, + 177, + 182, + 185, + 189, + 201, + 207, + 216, + 225, + 232, + 235, + 239, + 241, + 245, + 257, + 261, + 268, + 271, + 275, + 282, + 286, + 298, + 302, + 309, + 314, + 317, + 321, + 335, + 339, + 352 + ] + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/docs/.jupyter_cache/executed/3895cfbeceaac406b38c08326c5f1235/base.ipynb b/docs/.jupyter_cache/executed/3895cfbeceaac406b38c08326c5f1235/base.ipynb new file mode 100644 index 00000000..5df702c5 --- /dev/null +++ b/docs/.jupyter_cache/executed/3895cfbeceaac406b38c08326c5f1235/base.ipynb @@ -0,0 +1,1943 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "bc497d01", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'1.0.0'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 2.6 s (started: 2026-07-11 03:58:51 +02:00)\n" + ] + } + ], + "source": [ + "%load_ext autotime\n", + "\n", + "import scarf\n", + "\n", + "scarf.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "6352364f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 26.3 s (started: 2026-07-11 03:58:54 +02:00)\n" + ] + } + ], + "source": [ + "scarf.fetch_dataset(\n", + " dataset_name=\"kang_15K_pbmc_rnaseq\", save_path=\"scarf_datasets\", as_zarr=True\n", + ")\n", + "\n", + "scarf.fetch_dataset(\n", + " dataset_name=\"kang_14K_ifnb-pbmc_rnaseq\", save_path=\"scarf_datasets\", as_zarr=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "74f88dfd", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.11 s (started: 2026-07-11 03:59:20 +02:00)\n" + ] + } + ], + "source": [ + "# Control/untreated PBMC data\n", + "ds_ctrl = scarf.DataStore(\"scarf_datasets/kang_15K_pbmc_rnaseq/data.zarr\", nthreads=4)\n", + "\n", + "ds_ctrl.plot_layout(layout_key=\"RNA_UMAP\", color_by=\"cluster_labels\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "8bd87db5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 559 ms (started: 2026-07-11 03:59:21 +02:00)\n" + ] + } + ], + "source": [ + "# Interferon beta stimulated PBMC data\n", + "ds_stim = scarf.DataStore(\n", + " \"scarf_datasets/kang_14K_ifnb-pbmc_rnaseq/data.zarr\", nthreads=4\n", + ")\n", + "\n", + "ds_stim.plot_layout(layout_key=\"RNA_UMAP\", color_by=\"cluster_labels\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c10c9197", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 features missing in target data\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded existing ANN stream from RNA/normed__I__hvgs/reduction__pca__25__I/ann__l2__50__50__48__4466\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 2.98 s (started: 2026-07-11 03:59:22 +02:00)\n" + ] + } + ], + "source": [ + "ds_ctrl.run_mapping(\n", + " target_assay=ds_stim.RNA, target_name=\"stim\", target_feat_key=\"hvgs_ctrl\", save_k=5\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "89bec259", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Target cluster CD 14 Mono\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Target cluster NK\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.48 s (started: 2026-07-11 03:59:25 +02:00)\n" + ] + } + ], + "source": [ + "# Here we will generate plots for IFB-B stimulated cells from NK and CD14 monocyte clusters.\n", + "\n", + "for g, ms in ds_ctrl.get_mapping_score(\n", + " target_name=\"stim\",\n", + " target_groups=ds_stim.cells.fetch(\"cluster_labels\"),\n", + " log_transform=True,\n", + "):\n", + " if g in [\"NK\", \"CD 14 Mono\"]:\n", + " print(f\"Target cluster {g}\")\n", + " ds_ctrl.plot_layout(\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"cluster_labels\",\n", + " size_vals=ms * 10,\n", + " height=4,\n", + " width=4,\n", + " legend_onside=False,\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "a82c1fae", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 CD8 T\n", + "1 pDC\n", + "2 CD4 naive T\n", + "3 B\n", + "4 CD4 Memory T\n", + " ... \n", + "10106 CD16 Mono\n", + "10107 NA\n", + "10108 B\n", + "10109 CD16 Mono\n", + "10110 CD4 naive T\n", + "Length: 10111, dtype: object" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 446 ms (started: 2026-07-11 03:59:27 +02:00)\n" + ] + } + ], + "source": [ + "transferred_labels = ds_ctrl.get_target_classes(\n", + " target_name=\"stim\", reference_class_group=\"cluster_labels\"\n", + ")\n", + "\n", + "transferred_labels" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "8f981d35", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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labelvoteFractionvoteEntropytopTwoMarginfeatureCoveragereferenceDistancePercentileisUnknown
0CD8 T0.8044004.942412e-010.6088011.00.534421False
1pDC1.0000001.110223e-161.0000001.00.982097False
2CD4 naive T1.000000-0.000000e+001.0000001.00.628091False
3B1.000000-0.000000e+001.0000001.00.855687False
4unknown0.5676536.839652e-010.1353061.00.505638True
\n", + "
" + ], + "text/plain": [ + " label voteFraction voteEntropy topTwoMargin featureCoverage \\\n", + "0 CD8 T 0.804400 4.942412e-01 0.608801 1.0 \n", + "1 pDC 1.000000 1.110223e-16 1.000000 1.0 \n", + "2 CD4 naive T 1.000000 -0.000000e+00 1.000000 1.0 \n", + "3 B 1.000000 -0.000000e+00 1.000000 1.0 \n", + "4 unknown 0.567653 6.839652e-01 0.135306 1.0 \n", + "\n", + " referenceDistancePercentile isUnknown \n", + "0 0.534421 False \n", + "1 0.982097 False \n", + "2 0.628091 False \n", + "3 0.855687 False \n", + "4 0.505638 True " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 276 ms (started: 2026-07-11 03:59:27 +02:00)\n" + ] + } + ], + "source": [ + "evidence = ds_ctrl.get_target_label_evidence(\n", + " target_name=\"stim\", reference_class_group=\"cluster_labels\", threshold_fraction=0.6\n", + ")\n", + "evidence.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "8d3f6665", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 69.1 ms (started: 2026-07-11 03:59:27 +02:00)\n" + ] + } + ], + "source": [ + "ds_stim.cells.insert(\"transferred_labels\", transferred_labels.values, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "99854cdf", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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col_0BB activatedCD 14 MonoCD16 MonoCD4 Memory TCD4 naive TCD8 TDCErythMkNANKT activatedpDC
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NK0.00.00.00.00.00.09.20.00.00.91.392.60.00.0
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0.7 \n", + "DC 0.0 0.0 100.0 0.0 0.0 0.1 0.0 0.0 \n", + "Eryth 0.9 0.2 0.0 97.4 0.0 0.3 0.0 0.0 \n", + "Mk 1.8 0.6 0.0 2.6 95.3 2.0 0.0 1.3 \n", + "NK 0.0 9.2 0.0 0.0 0.9 1.3 92.6 0.0 \n", + "T activated 2.1 2.2 0.0 0.0 0.0 5.9 0.0 92.6 \n", + "pDC 0.1 0.2 0.0 0.0 0.0 0.2 0.0 0.0 \n", + "\n", + "col_0 pDC \n", + "row_0 \n", + "B 2.8 \n", + "B activated 0.0 \n", + "CD 14 Mono 0.0 \n", + "CD16 Mono 0.0 \n", + "CD4 Memory T 0.0 \n", + "CD4 naive T 0.0 \n", + "CD8 T 0.0 \n", + "DC 0.0 \n", + "Eryth 0.0 \n", + "Mk 0.0 \n", + "NK 0.0 \n", + "T activated 0.0 \n", + "pDC 97.2 " + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 12.1 ms (started: 2026-07-11 03:59:28 +02:00)\n" + ] + } + ], + "source": [ + "(100 * df / df.sum(axis=0)).round(1)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "53a1678b", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "56faac70135f4d05b4d33fff806089e4", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 13.6 s (started: 2026-07-11 03:59:28 +02:00)\n" + ] + } + ], + "source": [ + "ds_ctrl.run_unified_umap(\n", + " target_names=[\"stim\"],\n", + " ini_embed_with=\"RNA_UMAP\",\n", + " target_weight=1,\n", + " use_k=5,\n", + " n_epochs=100,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "0b4f18fd", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 386 ms (started: 2026-07-11 03:59:42 +02:00)\n" + ] + } + ], + "source": [ + "ds_ctrl.plot_unified_layout(\n", + " layout_key=\"unified_UMAP\",\n", + " show_target_only=True,\n", + " legend_ondata=True,\n", + " target_groups=ds_stim.cells.fetch(\"cluster_labels\"),\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "579f04d1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of vertices: 18598\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Embedding dimensions: 2\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rescaling parameter λ: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Early exag. multiplier α: 10\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Maximum iterations: 500\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Early exag. iterations: 200\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate: 200\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Box side length h: 0.7\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Drop edges originating from leaf nodes? 0\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of processes: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "95 out of 18598 nodes already stochastic\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Skipping λ rescaling...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "m = 18598 | n = 18598 | nnz = 258272\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Setting-up parallel (double-precision) FFTW: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 1: error is 4.72533\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 50: error is 4.58602 (50 iterations in 0.272301 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 100: error is 4.61293 (50 iterations in 0.253598 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 150: error is 4.6623 (50 iterations in 0.250211 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 200: error is 4.7146 (50 iterations in 0.262142 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 250: error is 4.3521 (50 iterations in 0.259239 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 300: error is 4.28092 (50 iterations in 0.273513 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 350: error is 4.26837 (50 iterations in 0.345534 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 400: error is 4.27193 (50 iterations in 0.382704 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 450: error is 4.26892 (50 iterations in 0.465665 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 499: error is 4.28181 (50 iterations in 0.572103 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " --- Time spent in each module --- \n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Attractive forces: 0.660037 sec [20.6777%] | Repulsive forces: 2.53199 sec [79.3223%]\n" + ] + }, + { + "data": { + "image/png": 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9XnCSaL5Xn7UVnqamlcf7XroquO/Bj7pfc/0lEkMM/HZbca/HZwzbPPOJXv9LnRRFUWcKGnRR/1lJo8depy8qBgDIk5IRDgbuAfC3gy4A+HR/RSOA+wHgkr9xfcOP3y0GsLjzg5uuOej8hLRk3bnpqffoew7O6Ai4AECdnYO4Pv0XocvKRABQpKYP7gi4AECWkDiYECIDkFf88NTnxVqtzrx583PlnyzeCADGkn7akidnfylPSs4EAPPmTUFWoeQIz/OW7WVLbfv2lB7rGQghrK6wOLV1e1kdz/P+rueMxb0mSQwxAACRSg1dQVGPv/ZmKIqiKBp0Uf9ZAon0oGNWKj1CyZMvZtCwu6UG3QTL9m33OSvKdwIAIUTw6bgRS3oY9UM+balFwOmEUBHNzOA1tcBRU/mnoUxPc9O+sN8fEYhEDAD4rK3lADztmervOLS8pnteUUfABQCGXn24PW+9ce62Z+ctxaSzj9nunCuvSRv9yVefK9IzenoaGyqK7nvo0m3Pzt/UcT4SDh00XMqHQ3SlI0VR1F90wrNvU9TJ0rZnlzvojiZuD7hdaNuz+6iZ3k+W3tNmNfabOXthyYy5owbMf25H2gWT7wSAAp02pZtWPQQAXmWCaPrpO7Tt3QPrnl2o//XnkGPvnrMOrWvr/KeW1//8wwO2fXs3te7c/nPz2jXXHLo1UFeu2ur9XrOpc36bv81q8zTW/+Uh0vhhIx7S5Ob1ZMViKNMzMoy9S6Z3Pd/0+6rH7RUHwEcicNXVoqV048d/tW6KoqgzHd17kfpPK3rgkXpFSlqMo6qycfuz81KOfcU/q9+cp+/V5hU8q0zP6Pys4beV/t9vu0FMCJHMue7qemtesVbqcmD43m2hpXsPjH5my/Zfj+ce3W+6fVrC0GHTOJmcOOtqvGvuulXXNeFqr6nTRuoKix8GiMC6c/vC0plPLP2rdY/84LN39cU9OnNOtO3ZteqHyecO61pGbDAm6QqKHrbt2/uGu6Fu258qoSiKog6LDi9S/2nbnp6b+E/WTwhJT5100dawx9Nau3xZ+rHKqzKzxnWkjOgg4DgGAIofmjps0/mTlFx79vfNvxrLl334xXEFXACQMHTYNH1RDwIAyoxMSclT88sBdE4Q2/zUkz8D+BkAcPF5x1V367at78mTkyeKtTpN0OX0te3Z/SZw7kFlfGZTHQ4ztAkAusJicd5Nt82SxMQUeVpaysrmPzXVWVsTOK5GUBRFnaZo0EVRRyCOiy8Z+n/vbYgp6YeQ16vsN++5yPqH7z3qkHzQ5WpkZXIEXU5wcgWc1VVoWvv7i7jxaihT0/pwckXnz1woOTW1ZObcKXwk3Fg6/bEPeJ4PEUIIAMGh6R+64mTyzpQUhBBIYmJVx3qWtEmTv5LGJwxxVld/ULvsq7uOVG7rgtkr8m6+fYgiNa2vu7Fh945Fz607UllCCDl0qDP3pltnxA87634A0HTPG4lIJATg0WO1j6Io6kxAgy7qjKAt7nFZ4R33LhYbDAg5Xaj5+fvfDrzz5tCjXZN3w81rY/v2BwBwUimMJX2JyGCc4jebZh/pmtoflk9NPftco6uhYYjfaok0rVr5SM3ypS8DgKuuZlvI54uwYjEDAGGfT5x+/oVP8TwPiTFmdJ8nZ2vGLPl2LMOx6P/0C/XrHrgr6XD3cNXX+ZQZmWJCCAJOJxzlB44YGAFAz6nTWovuul8r1unhbmy8M+/2e4btemlh4ZHK73rtpZ0Adh7pfNKY8ZlZl17x+9il3xtHfviZs+HXXybteeOVFQAgMcbkdy0rMRrzD18LRVHUmYcGXdR/Uup5k65NGTv+NYFEyli2l63a/sy8EUcrn3vdzR/E9hvQecxHwkOOdQ8iOPjHgxAGjEh01F6l8o8XNwAY3/nBw/ch77a7Ho8bMOhJQ59+pOGXn4Pqbt2ZkNsFeXJKe70EsvjEi1SZWQJZXHSUUBqfkFhw133v7Xjh2asOvcfqO2829p37zH6Jwai079u7fsu8WaOO1iZdQbFWrNMDAGTx8Ygp6VtwrGdPP//Cwpi+/R/w2WxtZfNm3cfzfLjz3KTJnxh7l8S2H6oQjrwDIAkAPE2NWzXd88YRQsDzPNxNTVuOdS+KoqgzBQ26qP8cQggZ8f4nb+mLewIAFClpZ3W/5Y4397z64vVHukak0ZCux38lvUTlV5/foMrIfNvQoxdCfj9MpRt4b33dw8fb3riBQ57UFxUTAFBlZHK1PyyPaHPzmY65XQDgqK7yxA0Y1PkBKxRBrDMkH64+nuedAOL+eguOb7FM+vkXFuZcc/1GVUaWiI9EII2LHwugM1s+J5NrupYXSCSd7V5zz+3TBjy7KCiLSyh2NzaUrb3/zll0H0eKoqgomjKC+s8RxcZdrkj7Y3WgRK+HKj3j3KNcAtv+fYGAO5pRIhIOw1FddcxIxFq29Z3S2TPH7Xj5Bd+2hQva1j1w99/6eWFlsj/mYDEMhCp1IOT37TJtXGd2Nzb4HdVVJq/ZdGfr9rLORKSO6iresm3LrMPVV3T/w7cPffWt1X1nzf+QECI41v1Nm0tNXlMLAMBVV4vG31dtOFp5Q0n/B1UZWaKO9uqLe2ZLjMbUjvO2vbu/CricAIBQwA97eflvHed4ng+tufeO6ZayLYtkCQkloz5esqzXlCdGH6uNFEVRZwLa00X95/ibm77xmlsgUkVH+oIeDzxNjfuOds3mmU+Iejz6hFuZmibxNDeFS6dPFeKBu495L/uend8DkBzpfME9D7ylyy+cHHQ6ffvef2uwZcvmvYeW8TQ3BtWZWRyA6BysivLfVt10zRgAIIRIAQR4ng+pu3X7MefqG74VyuXSpvXrplQt+eznQ+sqvPfB+9InXfSMWK0Bz/MDOaUyF0Bxe11/mtgOANsWzI6JGzx8kSIt9QJb+f5nTWvXPHO0Zw46HDae5xGd0w+E3S7eZza3dZwvnTntvh4PTTEpUtNGu+rrt26Z/eRB+y+mnH1ucc6V1y7jFAoJHwoicfS43hmTLupT8cWn1Ue7L0VR1OmO5umiTpi8O+/1q9MzOHdzU7hs3lPc4cq0r87D0RJ8/hWF9z64LKak39kCoQjWPbvaNj72sPZ/qe/vyLv97gWZF17ygMRgAAC0bFgX/vX6K//0HxlZQqKh6L6Hdou0Opl9394NW+bOHH6890oaNUaTfcW1HzBCboyuoKizd8t2YH/whwsmKAa99PoOeWJyRtjv9Zs2bLin7Ok5r//d5yKECAa98NpeXXFxZsjt4k2lpW9vfOyhIw7dHmroG++sies/aAAAhIMBeBobUffD8gnbX3h2+d9tE0VR1OmA9nRRJ0Txw1OD2ZdczopUaoR8PrbvnKcjGx594KDhuKcH97vlu3PHTgFAnhnSb/79v61f9Hfvt/25BRP/ODp4e5tu1910ecKws95gZTKho7Kiav1D92b/3SDP2LvkAiJg5aaN694/tA51VvblHQEXAMiTUwSEkDSe56u6lnM31JsBGPA/SJ900SOGXr3HOyorcFAvlN/nLXlqweL4wcOy2j+TgCfPAugMunKuvn5E/JBhL4NhkgJ2uzNgty3ZNG3KrV3rz77i6sSk0eOeFyqV2UNeeXNN6YzH84lAkOSur2vleb4Nx0GiM3SuuhRwQgScTpe9orzsf3h8iqKo0wINuqgTQpdXwIpUagAAKxZDnd3toInr52ak5k7v2+s5hZATA0CcTLrg8m6Zvy3eW37CM5onjhj9tr6omAMAVUZWZnCa62cAR1zdGD90eG7O1deXinU6SdDlCtav+OnyvW+9/tmApxdWD3zh1RSGZdGybs1CQoiua+DlaW6uiwSDcQwX7dTz220AUH2inwcAWKlMB0SnxJvLtkAolyPk9XoCbdZyWXz8qI4gDAAEYpG44++EEMmoT79epu2eKwEAv61NEnR7bukzfbZg0/QpN3WUSxw59hlDz94XAIAqMzu/x0NTmlbfc/uTf6etAbttE9pXM4b8Pr5129a5Nd8ubfw7dVEURZ1OaNBFnRBBj5sH0PmbP+z3HXTeIBHHdQRcACDjOJFGJIoDcNxBl66wOCbj4kvn8qFQpOKzT+6z7txu73peKJd3Dm0yLAtZXELW0erLvPjyn2NK+nXM2+L4UPidhLNG6vvNfTaFa1/lGD/sLE23G295FcDNHdeVzZvVT6LTtamyclThgJ9v2bjh07/So5YwfGShIi19iioz+1xpfAJj27vr961zZ4082jW2vXu+YITCK9Q53USq9AwEvd6IefMmS/zQs3p6TS3wtrZCotOB53k4q6t2d1ynLSjqr0xL75yTJlJrELDboczIGHbQO1PI07oei3T6g44PRQjJBGDhed526LnyTz68KRIKNQkVykR7+f4ftsyZ8cpRXwhFUdQZggZd1Amx+6MP2liJVCuLi4e/rQ2Nv6/y4bILO8//3tC8bmJa24Y8naYvAOy12jZvs1jXHO99tPmFqp5TntinLyxWAYA8OfXSYW++t8xTX79847Qp7wKAt9XiVWZkSoDoRtjO2uqVR6tTqFQpAMDfZkXA6USE54UCkThGIBJ1lmEEAnASSWeOrn5znr5p1GdLb/OZWxoafl1xzfbnn/4KF533p7qzr7g6MW7Q0Nc5lSrXvv/APmmMMTfvtjsTGZaDIjUNjooDSJl4/ojCex/8cPtzCy47Uhs3z37yu1Effr5dwAn7AAAnkTASgzEBACTGGHhNLahfuaI8YLWu3TRtynW4q3P0sNZZVclruucSIDqRXyAWw2s213at33Zgn0uV3Q2EEIT9/oij/MBhtycihJABz70YOPuHlWzY50OfmXPqNj3+6EGpLWq//7YVR9gmCADihgzrI09MGmjbu+cL85bSuiOVoyiKOt3QifTUCUUIqQGQergenwlpybqz05KvB0B+rm14+4vyKtPx1p9/211P5N92V+ewF8/zMJVuhK6gKFy99MvJpTMe/zJ+6PDcjIsu+0moUins+/etLJ3x+FG/t3o9MfNbQ5+S8WKlGmKdDu7GhnDNt0vHqLt1/zpu0FAZIQSmzZuCG6Y8aHQ31Ntyb7qtT+Yll68O2O1CidEIf2sran/+/o2dLzx306F1n/XOhxuMvUtKAMC2fx/U2dF0Vz5rKyTfLAGTmIJGpRohlyu469UXDYf22h1U19uL3zX26duZLLVp3ZqGuP4DE/hIBOatpT6fta2VlUhUrEjY5KisfMCydfPqpHETGjTd88QhtxuRYACu+vogwzL7N8+e2dddX+cGgD5Pzn41ceTom/2tFkTCEVi2ln5XOuOJ8YdrQ/GDjx7IufLazI79JV11tfh2/IjuPM//adXm4fScOu3xpJFjn5QYDMReWRGo+uqLCXvfev1PqzQpiqJOR7SnizqheJ5POdK5b6tqWwHMB4Bbj1ToGAJOR1PI7wfb3gsV8nrBisVgxWKBIiWlP4AvG1f9uhtdNoAGAEl8wmxWJs92le+ffGhAuHnG4xOGvfFurTotIwkAZPEJAmNJ/9tWXDFZV3jfQx8yQqGoZulX17kb6m0AII2NzQi53UJ1VjYAQKRSI6Zv/+sAHBR0EULI2K+/z+s47ug58zQ3gbAsIlfeAMfmTSBtVhhK+nN5t97xE4CSIz17w28rd7JSKTiFEuFAAH67Xdm05veFkWBwQvzQ4VmEkARPSzN8bW1Z+tz8912N9XcoUtPFUmNMZx3O6upNv911x0Dc9kdTNTndLxCp1OiYkxfyeYqO1AaRVqfsuqE3q1BAlpLWG8BfCrr0RT3vlxgM0USx6RnC2P4DnwVwxC2JKIqiTic06KL+U/a//84bA555/kp9j96D+XAErrpqxJT0RyQUgqu+bvfhruk755nI6A+/IAKRCKZN6yOEEObQwIuVyjonf0fxYZ7n/QAmAQDmzOw8Y9+/f40mryAMoDN1AyeR/SlxKs/z/PC3F1eq0jMKACDo9QAAwn4/FLFxsO3bC2WPXlAIBHA3NYIVS9KP9uyK1LQbJAYjJO1BFCsWK74dd9as8ct+vL5jIr00JhZhnw8hhlEW1lWd7egyt47neQRstpZD6w0HfG50WV0Z9vldR2pDy8b103R5Ba8o0zPA8zxat5dF3DVVi4/W7q4IQ5iDjwU0QTNFUWcM+g8e9Z+z9v67h3x33rj4jU88UkwI82Hbnl2r6n5YPqV0+mPvHlpW2a37J3GDhxCJXg+hQoGEYSOQe/vd7kPLWbaWPu1paqwHAE9TY525dOMRE4ge+PiDuqbfVr3haWkCAIR8Ptj27z1sctaapV+Oa1rz+xbL9jJn0OWKWHftBNvYgEg4jKDbBXd9HRxVlQDPI+ByOQ5XByGEDHzupedTxp2dLZDJYNsfvVXI4wYAe9DjDrgb6uGsqYa9shweixmxe7bjSjGTbtle9qtt/z64GxvQ+Nuv5tKZj196aP0NK3+9sXXHdrfH1ALLjjJnw4ofbzjSs1d/+fmre975v7tqvvumrfyzj5tW336T7njScbTu3P5/Pls0A4Wrvj5k3rJp2l+9lqIo6r+OzumiTmv63n22DH/tnR5dJ8XvW/xecOucGcJDy8YNHByjTM/Mc9ZU7TT2H7hNnphscNfXNm+d91Ti4erudt2Nt2u65c0IuJ2RiN//9Na5s+YBgL64p14aG5fWur1su7uxwQ8AqRPP69d39oJ1hBD4dm6Hz++DrFseOJkMAOBubkLV10um7Vz03Iw/3efq6wcX3vPAbx2pKUJ+P8ylG3hHTfW7yuRUMadWX6JITIJIHd0S0f37Ssxc+yMOtFq/mbz854ntWwXJeJ4/bFAHAOmTLk5JGDrsUU6piphLN76186XnN/+vCWyPJPOSy8dLY+MHOCoPfFa99KsTnjKEoijq34oOL1L/emmTLp5m7N3nYb/d5t8276k4nud9x74qqnVzaa/mdasj8UPPAiEElh3bUP/LT7cDf4pt0LTm9xYALX1mzPEkjztbwkkkCLrdCb2fnO0snTZFcWh5fc/etyQMPUtLCIHfbp/b46EpRCAU7SqZOfdtr8Wsy7joUnfhvQ8+s/25BdPMmzdtte3bW6rp1r23OL8Q1t9XhdQyWefPn0RvQOvWLYftLROIxTLC/vGjKhAK0bjyl6FNv63cO+qTr5oCDntnwAUAbFo6dn1lXrOxxfzgZADZ192wLq7foN5DXnkTNd9/+381Xy85dO6ZcPTnS7/U5HTv4XfY4bNarz3rg088Yz5f2mTeXHrnljkzDruSsas+T85+VZ2VMyHocrbVLF96SdVXSw471AsA5R8vXg6AZqenKOqMQ4Mu6l8t5bxJs3KvvXGqKiMTfCQikccleNElH9ix8DzPE0KMhfc9VM/K5EztD8tvM29Y98bRrtHkdJdwkmhqK04mgyanm/xw5eSJydkdc6lEKhXUObkXCpXKC30Wiy6mT18AkKlzuj1R/MCjFndjw6L0CyZPTBo19g7CssKmtb+XKlLTFssTk1h3fR1sFeUBn7V14+Hus/v1l382lvRbbizpNx4Amlb/tkQan/BM/l33xbTt3+uRxycoQj4fWHE0DZrb4dh2xY8rB/M8z6ddeMlbedff1EeeFM3qIDYYbhQZYl/3m5tLO+pPOGtknjorp4evtRUBlxPJo8eKvWaTmI9EtIZefV4EkHeYZnXq+chjT6adP/nm9l67RIFY/CuAmKNdQ1EUdSaiQRf1rxY3YNADqoxMAABhGGgLCkEIGc3z/I9/tQ6e580AouOLMx4/6FzOldek6Xv0Otdva2vbPHPaBzzPh4Pug6d8BV2Hn1ce9no8XlOLMOT1IhIOwdVQ16jTFKaKdbrOMiKVGqqs7MkAFlUu+awZwGMAgBuvRu7Nt/u0ufkfxg8ZJpMnJQulxpgdiSNG59ev+LE6YdgIVdzgIWP9NpsDwPdbZj95XvqFF5/Lh8NhSWzc+zlXXSdjBAK46mphryy3e00msUDItUXC4c0t69ZM6RgaVKVnXNoRcAGAJqc7jL17fwGgc5Wpq66u0tPc1BwJBmOVKakAAInBCGd1FVixOKZ94UHkSO9XnpI2rGOYFACEKrX+SGUpiqLOZDToov7VAg5HkOd5UUePUsjrBYA9J6LunCuvScu67Kqf5UnJ6TzPQ2KMHQLg+tqfv39FIBTeKlSp4LfZUPvD8rm44SqknXdBbvKYCW8JxBJ5646yl0Ne37SMCy9aqEhJJQDgbW4Ote3e+ZIyK/vVjnvwkQg8zU21h7t/+ceLN4xd8o2sY66WNjdPljByzMykUWPuyrvtzu+1ufklkVAIqozMRavvuf0uAJ8TQrhxy36QMYLowkl5UjLa9u8N/HL1JTE8z/sJIQwAghcXAgC8ZlNDwOXMEMqjo6M+ixnuhsYvu7bDtn+vvecjj1+hLShYrEhJ7eyh4gE4q6u+7gi42ueGRQ6d6+VuqCsN+f1DOtJ4BF1O2+GelxBC+jw5+2ZlesZAb0vLge3PPz3XWVsT+CtfK4qiqNMBDbqof7WtT01PlMXG2XSFRQi53TBv3ezief6EZDHX9+w9UZ6UnA4AhBCoc7pdQgi5g+f52wDcRggR8zzvw5UXgRBCznrv47WGHr1UAKBIS3+x7ucf3pfGxEYDLlMLRFrdOSKtNtm0pXQZHw6PYCUSzlVTs6N0+tSrMW3Kn+4fdNh9kVCo85jneUT8Pn/8sBEXaHPzS4DoNkb6nr1vUSSnPOmsrWkFEIr4D45TQi63h+d5f7/ZC24et/T76YQRcP0XLFy47sF7Zu17+43MkqfmBzXdc1lEIrBs3+a2bt9yz6Ft2TJ35oqiex48XxqXsERqjIn1tVp8pk0b3t484/E7ccdNGPD08zPGf/PTbZFQyNf3qfmPbZj60Dsd126eNf3+frOfTlFmZg0PedyOhl9XXI7LJ//pefvMmHNj6tnnvsJwHHieh0As1gG4+7i/cBRFUf9RdPUi9Z8gTUi81dvYsI7n+bITVWefabOuTr/w4nc6etHsFeX13583LpXn+fChZcVaXfa4ZT/s60ggCgDmLZtDnELBivV6BGw2KNOiabZCXm+o/OMPxpc9M++nQ+vJvfWubTF9+xUiEkHjmlWrNBk5lrihwydxMhlaNm1o2vLU9IzsK665IPPiyz4ghCDocsJeWRnwWUzPmjZteHX/++/U9Hli5jpDn779OKUKtr27QqUznohXZWTJ+819eqdQqZICQMjnC+96ZdGQPW++tvZ43knmRZemKFLTe7ob6vbsX/zeXgAouOOes7pdd+PPAqGIAIDPYnH9dseNGdadOzp3FCCEMMr0zDhHZbmZ5/nD9l6N/ODTd/TFPa/uOLbt37vx+wvO7ns87aMoivovoz1d1H+Cp6H+L2+aLElKfkeXV3Cpvbauwrl7e+6RypXOePx9sd4wRN2t+yUhj8faum3r3TzPhwkh3IDnXrIpU9OkIa+Hb1639nl/m/URb0tLUKRSc0B0mFMaE8PKEhJh2rTRqczM7FzdyEokrCQ2LhvAQUFX6nkXvlxw212Fsvj4aDtjYodueOzBa6q+/uIZTqFIbljx0+c8z4fFOv0X8qTkBbqi4jhvcxP0hUVCAI8o0zLOSzvn/MFVS7/sTwjRSOIThshiY3d4GhssMSX9MjiFUtrZBrFYINbqjH/5Bbcr//SjGgA1XT8TabXGjoALAIQqlVxiMMYCMAFA+gWTY0cu/vxzZUbGQE9zc1WPB6dcsXXB7D8Fe56W5v08z6MjyA3Y7fuPt30URVH/ZTTook4rGVde5xy26DW5MiMTnuam7sUPPxYsmzeLO1zZ9rlK1xNCbgcQ6Ji71Hv6U/sTzxopbd/uhhDC3L3jhWfuLX7g0TvCgcA8huMUAo4TKNMzAAACifgXV3W1RqzRDgEAX6ulzVlZsfrQ+ynT0y/rCLgAQJmSCk1u/qzyxe8nAVjX8Xm3a28YF9NvQJylbAsMPXv/UT4tvZsqu9tAAF/3X7Dwztj+gx4jHMu2rF3z6pp7b787fdJFv+iLe54FALb9e7eaNm04ZqoHAFBlZHK5N99+l0ijjbHv3/fN1gWzf+t6vrVs68+GXn12qjKy8gHAsm3rD40rf9nVcT5pzPgHdIVFA9vrSgt7vTMBjGh/eaRjDti6B+6eL3hBpJPFJ/T3220HapcvewDXXv5XmkhRFHVaoEEXdVpJGjZcrsrMAgDI4uJh6NnrmN/jh+b9ksTEag/aX1AiIQBQ9vSc1wG8XjJz7jXJY8a/DoALut2BlnVrlgs12jl+uy3obW09EHLYb9v5yqI/Jf10NzZu8tmsI8VqLQDAa26Bu7b+q0PLRYLBCGEYKFPSELDbOnNwBVxO3tPS5E8cMTqn7+wFj3Pteb7ih4+4Ne+WO74se3ruucljx98j1hs9TatXfdCwcsVBm2cTQki/ec8+oEhJGxF0Oeuql301teqrL0zFDz76WuzAIdcSQqDpnntL8YOPji9bMKczaKxa+qUlY9JFY+KGDLss5PX69r331ptdh2BZsfigHGaMUKjo+cjjgwy9+rw8ftmPcUNeefPb32+74Qae50MA7u8seN0Vx/rSUBRFnVZo0EX9I3o9Nv1cZWr6EE9Lc/nGxx5+7WgpB04kIhAcdMwwx7/Tlb18/4+6gsILRSo1eJ6Hq7Eh2PX8xscfeaf4wUebFClpPVy11ZtVWTnfxw8dzhBC4G5uyi3/9MPLAazqNXXaOdr8wmsjgaC7afWq2RUffzCq1+MzHLrCIgUficC8ZbO5efXKuwY8/cJjitS0CSGvp6Fx5S8P7n3r9W/UOd0/iRs05GJHVSW8phYIRGLwkQiJKenXu3b5NyaBSNT5s8sIBAh43JkFd9+3TJ6UIvLb2nhlU6MRwCNd291nxpzrkkaPm8+0J1olAoEawGRpXMKYznxjao1ClZE1BkBn0NVz6rT3kiecM9bXajZvePSBPjzPe7vWaynb8r48JfUCid6gD3k8wba9u9829Or9gqZ7bgEAyFNSr+47e8EWAC8c9xeDoijqNEKDLuqE6zNt1uS0cy5YzEqlHB+JgJPJkgD8efneP6Bl43q/PDFJJIuNg99uh2Xn9jAmn3tcdWx7eu7kooenfq3J7jbCb21173xxYTfcev1BZcoWzPkBwA+EENn4b35iOoIWWWwcdAVFl+bffverWZdd+YFIpVYAAKeQFxFCevI8r+ys5OLzUSKVXps4aszMjhQQhBGo9rz52ihCyGVp5016IXnshI9jBw7u3IjbUXEgXPv9t2Wp55z/SeygIRcTQmAp2/KLoWefh2L69BO1t4Hw4fD9OCTokiUkFjJdMtuL1OpCAAj7ffUA4oHoCkqfxVzfUabn1GnvpZ593pVChQI8zxtYqawegPag9/XcgtW5N946TJWZNdDd2HBg+/PP/Dru6++ndpwnhECk0RpAURR1hqNBF3XCKTOzxrBSKQdEE5rKk1NH4yQFXbtffkGcOulipzozS+JqqA+Wf/CO5O/Us23eU39Eag/ec7SinqDX03nARyLwWiwueWJSj46ACwDkyan52vyCJACVXS+WJiRkM11654QKRQ7QOd9sbd+n5k/z222LhEqVrG3PrnW13y9/nef5CCHk8qL7HvpMIBILK7/6/KviBx49aPK7QCg6uMsPgKuudrO+R09ewAkJAPjb2rYAQMu6Nbd5mpreZIRCfcTv+2Lj44+8gcceBgAo0zJGCxXRxyCEQBafqD7cS9j9xiu7CCF7Bz3/ypyxS76Z67e2esQGI0RKJbwWc2vb3t1fH+0lUhRFnQlo0EWdcIG2toauxyGP+5h5tQghRf0XPL9VnpRMvGYTv/3/XnnJXrb1zr9z/+ovPvnTPol/RY8p0wKGomKOD4fRvGmjdcdz83XHuobneb74kcfWE5B+AqEQjqrK8JYZj6fk3XpnYcBhdwmVKjkAuOpq91h37vjTe3BWVa3RFRQHOZmMAwCvxXzQqr8NUx96O27wsI0JI0e9Jo9P7JF2/oX7s6+85mae5z8H8AUAYPaTKLjnwbeVaRkPSQwGhAJ+2PfvqwTGd9ZDCCEMx31DBIK7VBlZI31Wiynk9rQOffWtmdL4hPi4IUMLGQFLmtb8dlCPlM9iNvE8H9PRkxf2ekM4gn7znr0vfviIBzvKNq1dXcqHQl/bD+z7bvvCpzcf611SFEWd7mjQRZ1wO19dNFcgkaRKDMaBQbervOHXFffhiouOek3fec9uTRozjrT/wiZgmNsB/K2g6+/Iuvr6irwbb+HE7ZPWRRqtVpae8ai7smLOsa4tmzurP9Blpd7dtwJAae/Hn7xam194TdgfcLesXzOL5/ngoddufmr6N32mzbpSlZUzPuCwNR1Y/N5Th04wTxw15gZ9YdFAVWY2AEhlCYmfpIw/O69m+Td7u19/c0bCsLMWxA8aElv9zdffizSadK/ZtHfH88909tRlXnJ5wsgPP/9UnpTcz9PcvLf2+2+uTRo17gXt0Py+7qZGiDRaCDghACBu0NBL82676wO0b0i94dEH+nAyeb08KUkX8nhCjat/ux2XTTrse5DGxmV2BFwAINEbuO8vmDDrWO+PoijqTEGDLuqEa9u9ywugMwnm4bKTH0qekEi6/sKWGox/eVPrE0GRkJjUEXABgCwxCerMrLsAHDPo6sDzPJ93yx05cYOGzGel0lihSr30p0suOJfneR5XXXzE6zY9+dgnAD4BANx245/Oh32+QcqMrM5jZWoao+6edwWAxxLOGvmGvqjH8JDPBxBAmZYOf1uboWTGnIs3PvHoJwCQNHLMo7qCogEAIFJrcgN22zOa3LxoUtJIBERw8GIDwjCd/y7wPO8H8Efv12UXHvE5nFWVa7X5BTd25PTyNDcdV2JWiqKo093xL+2iqH+Aq77+oC39POaWE7JVQuKYcSOGvPqWe+QHnwV7T39q55HK2auqdnnNnQnW4ayuhHnj+luO937xQ4e/oS/ueY46u1tJ4sgxs3o9PuOyv9n0Tl5T80/+NmvnccDphNfUshUAhApFNwDwNjdBk9MdAqEI0phYja6gaHZHeYFYrOxaHyuTcf42qx0ApPEJsO3dE46EQuB5Hi3r1ny188WFy/9OOzdOm/Ju7fJvrreUbX2v/ucfpm+dO/Oev1MPRVHU6Yr2dFH/Chseua8HEQi2ypOSiNfUwpe98NzMw/X6HK/sy678wdirRAAAquycvF5Tp63a/NSTQw8tV/HRez3y777fFtO7r4oPh9Dw26/7AjbbcU/+5uSK7I6/MywLWUJi53Gvx6afq87pPjFgtzeXf/T+vKY1vzv/Sp17/u+1KX2efKpIm1c4Ggzh23bvXLz//Xe+AACvxbJWmZ45CYekxiAsK+0Y7rTu3L5YkZp2nkitUQTd7qCj/MCb9v37HNr8wmmEYThHZcXCuu+X72REIiEfiTj6PjX/2vzb796886Xntxzv82947OG3AbwNALjn9uO9nKIo6rRGgy7qX4Hn+W3o2vN653F3Mh2WSK3pXMXHSaWQJaUUH6nszuefUXceXPPXO6h6PDhliLag8OpIMOiOhMNblGnp4wAg6HL5ndWVqwGg4M57Lk4YPvJ9hhNy2vwCcFJpDoBjj7u22zRt6oTOgwvO7vzr/vfevj7s81XwPJ8RCQYHqDIy48IBP2/bt+f1jq7DLXNn/VBwxz3DlWkZ/d2N9bvKnpnXkak+OqR53jgAQJ/pT01KGj32S6FSJfPbbc5ej02/cvOs6XTVIUVR1AlCgy7qtBZ0ungABABCAT/cDXWVx7jkiAghLIBI10SvWZdd1SN14nnfC1UqSSQYQEvppj22d9+qFalVQU9z8/Sdi577KfOiS2MyL73yRXVWNgcAbfv2QKTTDfpfnw0A2rPOPwwAGZMuitcWFo/0tVqad7zw7I9dy+14ceFmAEddQajplnutUKmSAYBIpVbo8guvBkCDLoqiqBOEBl3Uaa32p+9ujoSCL7NSmcBecaBl88xpPf5OPQOefn7W+G9+ujUSCvn6PjV/6oapD70DAMaSvnN0BYUSAHA1NkCRmNQ9dsAgEELQsnH9m8q09G+7XXPDWHVWtr6jLkVyKprWrak/wq3+toovPm0E8N7fvT4SCrq7Hof9ftf/3CiKoiiqEw26qNPa/nffegPAG/9LHfm33z2y+w03T+lIKipSqRepsrK/tR/YbxZr9Z05wSxlW5E8agw6VmHGlPQT9hk+vNJdeeDeSCiEjmzwAVtbsGnliltx18FDqO3LN4XtKwY7PhMkn33OvbK4hKECkah054sLZxy04uAEalm/diYrleXLE5NyXXW1O5pW/zYbV1/6T9yKoijqjESDLuqMVPzwY6aYPiUGgVAI24ED/LoH7hIcKZgRa3XGjoALADiVUi6NiTMCMHvNLT/xPD+AEAIwBCG/D0KOAwBEwmEU+dxqztp67upffv5VndOtbyQUtFl37nikcslnpV3vUXj3A8WjPvnqHZFanTXi3Y9+q/js48trvl3qHrToter4IcNiQz4fWrdvPbv39DnXAkj9J97JjhcX7iSEFKu75ybY9uyub9+gmqIoijpBaNBFnXEIIZIxXywzqLO7AQDkKWmk6KEpTgDyw5U3b9n0k6F3n52qjKx8AGjdVvZd85rf9gLAugfunomnEZDFJxQHbbY058oVvVX9B4GIxcj55gtcxUYwNa94YtLosYKQ14uGX39+fsPUh97vqFtiMEp0RcW5WZdeMVfTPbco1FgPYVLy2JQJ5zykyStg44cOjyWEgJNKoe2eD/BIkSclZ7rqasv/iXfTnsC1+p+om6Io6kxHgy7qTNSbU6g6DxiBAFJjjPhIhWu+XWbOmHTRmNjBQy+J+P2+ve+++TbP82EAaP+zPSfWJAx/4JGmm1+eGytkGMQLOTgAuGJiBVK3G5xMhny79cYvzx5d7A4Gm15RGj8a/vbiVxTJKZnOmmp/xjuv4NKWWnhA8LFENXyVIX5D14SxhBWA4Th4Wpq9/8xroSiKov5JNDkqdcbhef53R8WBzmN3UyNad+/69Ujl08+/MD924JBFYa+3V8OaNW3db7ilYdCLr9lzrrn+ga7lksdO0Hm0upe+1ifwLhDsC0XwXq/BUI0/F8nvvIrCF5/GbVW79QV67bh+cTHXZfYpeVeZmpZJGAYGu1V0jaUBEpaFjhXgCre1Z5/lS1ytq1cBACLBIFy1tQh5vN5IINBw2IZSFEVR/2q0p4v6T8q57iavIilZaK+s8B54/+3DDgsezaYZT+QW3HXvdqFKxVjKtm7c9+Zrow5XLmnU2PT82+/aqMrMlkSCQciSki8zFPcEAChT0haknH1ORe23y74afvU1s/Iuu/JWVc/emvI1v+GlhCTIE5M6J88rAz70bTNhl9uDHgYdWrw+cATajhnzbDAIpuu+hQIBm6WQZdz827eYv6MMrXEJkAX9nqrKylzcdv3xPi5FURT1L0CDLupvKTboxFd3z75ZznHKUpP509d27Nl3su7d8/EZodzrbxaIVCp4zWZZwT0PBHYsfFp4PHV4Guv3AOCOVc5Y0vcuVWa2BAA8zY3QFxZ3nlOmpcPYu++ruVdd934YRCYyxkQ/7zcQvm++RFivA5EpoP5hGTLqqxGRSiBhBdhmboVGLEL890vFm7TGiLKkH2NJTLGvbrPXDdKo8nmex+rG5g8C4cgqCcteNMttBsrNWNPY/MnVP66sOZ7npCiKov49aNBFAYimK+j1xIyQIiWNcdXXRUqnTWGPtJqPEELeGTX0o4HxsecBQKZaef01uTnD39m9r+pktFVfUCgQqaJzsiQGA4y9+hwzePq7fFZrQ9DrBSeRgFMo4WtthcQQ3f856HZDkZZhVOXmAwBsB/YjpuoA+q7+GYzbhbq1v0JACLRuF3JjDNhmtsAolUDAEbR4fJho0KJoyXuMeNmHaAsEHZsamz+tajZZfaGQc3urdcH3NfU7bYFAfqJMViRiBaVv7to3/eqjNZaiKIr6V6NBFwUA6DNzbihl/ERGIBTC0KsPIxCJwjjCnL8kuUyXq9VM7DxWyFOKDboxAF49GW2NhA7OZBAJBP6xe+1+9cWnFckpl2tz84sifASt27e79IVFcjAMHBUH+MQRozvHBIm5BVf+thyxrAAQc2iDFGGex06PG9UOB1JVSrR5fWhwezAhPQUVdgeKDLqOy5OYcHiGUiQCAPSPjxk9LjVp49iUpIGRaM9X73NSk5QAbv7HHpaiKIr6R9GJ9BQAQJmRyQiE0RE6RiCAMi2DHKlsncvtsAUCpo7jUCQCk8fbfBKaCQBo2bgh4KypRiQchu3AftSt+sV97KsORgghJTPmvDv8rQ+29n5i5qKjlVVlZbOKtHSoMrKQPG6C1LKtbIVYo4E2v5AEnA4AAM/zQGU5VqV3w5sFJfhdpoZGLIIrGATDEHTXaZGiVEArkUArji6UFJCDX7FKJATAIxQJw+LxcmNTkgYyhIBlGAyMj5X3iTXeNHtAn/qz05Jjjvd5KYqiqFOP9nRRAIBAW1vnHoUA4LfbjliW5/nAjP69b/GHwgs4AaPc12Z7b05p2dezT0I7AWDHwgUiQsgB44DByaa1v6/leX74X72WEMIMXPjSvCGvvX1LTN/+ckYggK6oR3HJzDnqjY8/emXXsrk33ZY+5NU3nxdpdbmEif7/hJNIGFlC4kCRRgsRAE9zE1prasDJ5XDFxDXuGDU2HgAqXC64XnkagyVi+EMhiATRfbeTlXK0ej040GaHmBXA6Q9AIRLCHwqBYRhkqpTYbm5Fq8+HQ6Neuz+AVIU8Qc6y+wkhmq57QFIURVH/fjToogAAO955w8yIhEaJTg+f1YoDn3xoxY1HnkH0xLrSpQCWEkIIz/P8XSevqQAAnuez/s51fWbMuSFh+MgHXPV1YNoDIVYkgioja+ihZROGnfWKrrB4tO3AfkjbJ8n7bW3gZFJxwOkICxVKgUijRcjrRSQY2CJPz+jsgWLkcmxLTIV620aIw+HOOh2BAFgBi1avF4FIBIFwBEKGQCYUQicWo8ruhDUQQIxYgl/rGpCqUqLF7UEwEkGcTAqDVAKDz698oDjP/NLQAdIqh4M3eXwPvrev/KW/8z4oiqKok4cGXRQAoG3jhoOHrK674i9d90/tA/hPkcbGpRCGAR8KHvS5z9bWcmhZVirLAgBZXBwsZVsh0mrBcBx0BUWo+XbZJwKxeJ/XYjYIFYo9Db/8/En2ldd8BCABiObVavYHbIVKhXpdUzOq7U7EyiTYYbFiYHwstptb0a99PhfP8/ilrgGxMikS5DJopVJ8EIhgMglBzLKQsALEyWQAgGqHE/FyGXJ1Wm2GWoWRKYnY2dr24o25OcPe2L1v8j/79iiKoqj/BQ26qDOKo6L8F033vEfFhhhirzgAPhyBv63VXvHJhxfgthsPKus1m35nhMI08DzCAX+Ykyt8Yq1WZjuwr8y8tfSh8o8X/5Gk9KF70e2a62/kQ6F5rEwe76gsX77+mQULJo8aVhenVMRtcLogMlsQI5MCACSsoPNSQgg0YhES5NHASi1k0SvoQ4xMihqHEynKzj21kaKQo9bpBicQIL69fJFBB6vPf+HdRXnLescazBKWE5eZW9+dtXHLD//YizwGVUYmV3jvQ/NlcfF9/ba2fVVffn5/9TdfW09VeyiKov4NaNBFnVG2zJ25YvDLb2xWpqb3JoSBLDUZ9gP7ZjWu+rXu0LKe5uYd+l69wQpFEBtjSOUXn85w19dusO7csdlStsV1aPm977xZA+CSjmPNO2/Kvuk7lHgysqAytWDir9/A4QvA5PHC7g+C53kQQuAKBGD3H9zz5m3vPxQJBHAGglAIo1kxWjxeHGizQSMWHVRewhAMS4o/u0Af7T1LVsjH31mcP3RR2c5t/+MrO26EEKb//Ocey9i3857crz6CieP6h8acKwZw6cluC0VR1L8J+TeMDhFClvI8f86pbsfp4NE+xWPiZbKs/Tb7qkVlO3ec6vb8G+XdemdW3KAhizipLMXVULdi9Z233MPzfOjQcmM++/pHTfe8zkz1rTu2Lfnp0kmTAGDA088/ocrMviwSCNjMmzc9uGXerN87yqVMmGhIHjfxDjDMbQlDhumB6BBi3OsvYFTtAXgDIdgDAbiCQWglYtQ73Ogfb0CIj/Zk1YUi+IwXYKjVhHi5DHUuN5QcBzHLQihgoBEJ8WtdA4YlJWBfmw0yjoM3GIRWLEZyl16xb6tqft9ttV3/2o49B/APIoQQViZXhdwuR+8pTzysL+l/l8DnjS368RsMszYjFAlju7UNj6zeyHbsWUlRFHUmoj1dp5Fnh/S/5/KczKfFLCvo4zVYH+5dfO680rLVp7pd/5Ru1904RpmWcZG3uXnTjpcW/uUcYbteWXQAwNjOD+44fOqroMvV1PU44HA0AUDPRx4/L+PiS6cLOCEBAMIK3iSEdON5PkIIYUd++PlXuoKiAc7aP5LHE0JgS0hClsPUud3PTksrHIEgesbqUW13Qi+R4O3KWtiCAfRTyNE7IQ6/1zVCKuQgZgUI8zzkHAcpx0HCsljX2IJBCbEQt281tM9qQ4TnwRACZyCAXkbD4G5azfIRSQl9V9Q1/CNDe2nnTco/692PlstTUhODZZv9st59xQKVGpFwGMZflyNNFQ0CeR64KD1lKYAJ/0Q7KIqi/gto0HUayVarrhKz0clCeolYW2zQXQrgtAy6cm++456kMeOfEcrkjFCrva5k5rz+Gx9/+IQmbK9f8eNUwjBxnFJZGGizbar9dul03HwtJDGxKR0BFwCI1JpkZWZWWtLocRpj3/5BTfe8AQAQCf6RtJXneYirKg7aX1HAMOiu06DZ5YVKLIaYY9FbKUObj0W8PLqdpDccxiBjHEj7deU2B8weLzLUKlTbnZ0BFwDoxCLsarWCEAJfMIxYuRQZKmVmjkbVB8AJn99FCBGc9fIbqw09e6sAIJSZIxao1ACAUH0tRrltQPsK0WytGmNSk8a/NHygr8ruvPjpLdu/PtHtoSiK+rejyVFPI8FIxN712BMMOk5VW/6umLNGfp976x3BpInnHXFLoeSxE3SJI0fN0eUVMPKUVHga6qHOzb3gRLdFYoxNlBhjclSZ2TFioyFblpgUAwD2/Xt/8ZpNlo5yrTu37xn+5vtb+y9YuKnbtTcs8phaLACgSE5F257dsGwvQ9MvPwE8jza/v7N+uz+IH+sbwSOCAr0WqUoFjFIpBISBUSrG/jYbDFJxZ8AFRIO3KrsDOyxWxMukaPX5Os81uN0QC1jIWBa9Yw3gCMHu1jYA/EhCyBGT3R4vQgjJys3NXTRyaHlRm1nV8blYrYZnw9poGbUWZt8fz+oPh8ETIFUhF41PTfqwb6zReKLaQ1EU9V9Be7pOIxtaTFM4AfOuUSJJr3I4fltSUf309ae6Ue2K7nmwv6F3nzt4nudNG9Y9t+PFhZsPLZNz/c2WPg9O0cmTkuFrtaT2mDottPWpJ//0PRrbf+DZ2u55YiA6bCdLSoalbOtR5wqlTrrYmTJmnIwRCEjDmtXe/W+9Jj1Wm429Sx6VJyUnA4AyNT07pt+AhwBcvfOVRTuK7n3wbG1+4YUBh8OuSEm9QazVKQAgbuCQwVVfL3kz2K17D4YRSFp37xTFDRiUri8shm3EaPzf0i8wcvVPUIqE6GnUId2vOKj3K1YmxS5rG2Qch0y1ChubTfAEg5ByHHieR7PbgwSFHGJWgHSVEk1uD0qbTZALOWSoVZCxLDa2mJGmUsIglWC7uRWD4mIfSFcqb3pjxJDlrkDQYZSJjSJGwJVZrO/O2rjls2O9hw7PDul/T45a9fg354zVVDhdREkI+lbsxZfNTQgrVTjr/dfRz23D77u3YL/Nwe+1thF/KASGEPjDYahF0Qz9GSqlNFWpyAZgOuZNKYqiTiM06DqNzN1Uto4Q0v3a7tmjio26rFytpjv+BcOLqRPPSyy854HPpTGx8QAgjYkdFD9kWEnjbysP+qUbP2iITp6UDAAQ6/QwFPUQHKY6BFxOJx+JoCNLfMjjgXXn9k+PdH8uPuHzES//n1ydGc2nKktMksSPO9vS+N03+qO1mwgY0cHHAmHH37c9t2ADgA2EEDJu6fe3dS0nVKoqfpg08QYAKF7z292yuPiFHefs50yCd9sG9JBEq9KKRdjfZodeEt0ayB8KwRkIYrPJDLGAhSMQwG5LKwgjQKvXhwS5DIQAzS4P0lVKxMmkCITDB6WVMLbXVeVwIlWthC8UQp5Oq6x2OC7RiISIkUqhEgqRqlJMmD+o7yaT13vb05u3lx7tXVybl9P77qK8+XKhkCszmTEiPgZCgQAb6+sw5qV5KJerMEYQBgQMzm5tRpvPR1b5/AjIpBAJBBAQBmIBC3s4gCqHq2WP1XbSV1VSFEWdanR48TQzs3/vC+8szv9yfGryC5fmZPw4a0Cfi091m5TpGUUdARcAyOITUpQZmfnHuu5I62q3PT33S9OmDS6/rQ2e5iaEPR7oi4rbjlRPQkn/c1QZmZ3H8oRE6HPz1Me6f+uOba/4bW0OAPC1WiyWsi2v/amNPM+37d2zKOTzhQHAUVmxu3nN7x90nPeaWn70Wcydj8JWVYBxOTuvb3B7ICAE5TY79rfZ8ENNPUYmxSNVqYBYIECGSon9NgeqbA4MTYxDnl6L7loNkpRyVNujo8cNroOzV7R6/TjQZodRIkEoHIFSKESWRoVMtQoqkRDBSARmrxcEBHladZ+BcTE/3lmcX3C0d2GUiOPlQiHX5vMjSaGAiGVBCEHfOCMCtjb4I5FA15XQoQjvV4pEVVafL+wIBNHs8US2msxtvnD418/KK4dvt7Q6j3I7iqKo0xLt6TrN5Gk1lyuEnBgAlEKhJE+ruQzAJ6eyTa7amt2+VotFrNPrAcBrMjW5amv3Hlqucc1vZmlMrEGRnAJfqwWWsi1hXHTen+rjeZ4f/PIbe1wN9X0kOgPkySkwb91cfqT7OxvqbD6LxSAxGAAAfrsd7qbG4JHKd9g8a/rXOVddO1CelJLvrK7csn/xe/sBoNs1N6Tre/S6MOhyOjY+9vCbPM/Pyb3pttVirS62dUfZyppvl5k76tj33tt7ek6Z/nZyetp1WqcdBRt+Q4PLY18egceUnBY3uM2OVJUCdU43sjUqZGvUWNPYjHSVAhlqJVyBAIxSKRhCIGJZtHp9cAWDEAtY1Lu9sPstsHh92N3aBhnHIhjhkalWYovJDKvfBz4CdNdpUOd0gQEgb9/UvNHlRpjnoRGJ4A+HNUly2WQAR0wxUma2/r6r1VoVL5OlHTo5jGVZ/JyQfn9+2ZoRA+JizvOGQsFNLeYn71q1dg4QnQOGaHqaCABcd6wXT1EUdZqiebpOMx+NG/F+nxhD5x4+m1rM71/63YqrTlV7Mi++/OyYgYOeDtgdnDIlpZbhOLelbMuCrfOeWnW48sahZy3RZmad7Wyoq274fnn24cr0fuzJqxPHjP8/sUbDOutqA6ZNG94vnTblxqNtSdRj6vSgobgHSwiD1l07IqXTphx26PJwih94ZLA6p/s4n9nUZNpS+k3uDbeskCcmpfE8j+a1v3+y6ubrLjlWHT0feWyMUCId4qmp3r39rdcXj/zg03c0uflXXzXzQUgIIJZI0EoYZBIeQoZBrdPVOWS4v80GASFo8/uRrlJBKxah2uGEjGVhkEqwqcUMo1gEEAIZx0ErFmHJgQpkqtXwh8PoGxeDtY1NSFEqO7Pe1zmc2G+1QS4SIlOtwvKqalQ6XD++v7d8zJGe4dKcjNGXZGV8X+d0kWFJ8RAJBNjVasU+h2vPw7+tyyWECM7PSO3tDYXs31XX/SmopiiKOtPRnq7TzMr6xhkigaB7glxa3OjybF1R1zDjVKUBTz33gkHdr7tpqSojkwCAqXRj0s+XXajged5/pGtMq3456ipEQggZ+dEXr4s1GhYApMYYIR8KGbX5hWoARxxi3PrUdK7z4MKJR6w/ZeK5JWnnXPC9UKmS2SvK93tbmm7PmHzJNyK1RsHzPAQy2WR5YlJae1ugyel+gVCpVAYcjqOuFN0yd9YP6JK2wVldtVGbX3j1sqFjodyyEXVX3wwYY6D9fQUuW/UjhII/YkJvKAwCQMZGAyoASFUqUGV3wgAgGA5DLhRCJxGj1evDL3UNkLAcfMEgVBIxtptbUWlzYEB8XGedSUoFApEIEuUyrKxvQk+jAQPiY0e/MGSAP1OjEvrCIb7SZm+y+vzb7f5Agsnj/fqziurH/2/kkD3dtJrcH2vqwQkYhCKRhi/2V/Z5GEB74tMNR3sPFEVRZzIadJ1mXtux5wAhpI+cY1WuYMh+sjakTh47QZcyYeKtDMcJW9ave2fvO/9XqSssntoRcAGAvqgH13feM9tGvPtRWdOa35/Y/frL+zvOEULIX2lr7KAhEzipTAgA/jYrAk4nMiZfMjFu8NBdPR6acvnW+bN//V+eI/38yStjSvpJAECdnZNf890374vUGkV7GyFPSu4WCYfBtAdFAZfTEnQ6vcd7n42PP/IKYRhBo1xxleycyUWamFgOANqGjMQru3ZtPq9yd3etWCStd7pCvzU0LZIwgov7xsfEH1qPPxSChGWha588r5OIkaFSIlkhx/dVtdBJpYAAkHIc3+LxkhipBABg9vigEomwscWEdJUSmWoldlisGJeWJGzPLkE4wsRXORzxwxIT4A2HCqaV9LjGGw5/WqTT5p6dngJ3MIjSFnPbxmaT+2+9bIqiqDMMDbpOQ+3Bi+1k3Y8Qwo388IuvdQWFAwFAnpR8SfoFk4dIYmKrQn4/WFG0d8ZvtyF+4NAcoUqVw4hEaQD65t9+911xg4c+O27Zj4Lhb33g2/nKomJdXoE/bvDQh/12W6qnqXGNedPGRQ0rV9gBIOTzmiKhELwWM4JOJ1iZDJayrWCEXJzEGPcygO7/y7OINFpxx98ZjoPYYNB07JEIABG/v7xx5YqPVJnZV4QDfntr2dYHeJ4/5vywQ/E8z+fedNsP6RdMnsmHw1zXc3Xd8r+6+OUX+/Uy6tM2myz1PM97hyXEzdJKRLuMEnFsjEyKCpsDFXYHGAKoRMJDaicQMAz0Mikq7HZwDIN0tZJYvT5YfT44/EF4Q0HoJBK0ev0YnBCN5VQi4UE5wVgBg5IYI/RSCYKRCDyhUKKc5W7eZW0DIUAgzCNOLksghDAd87UoiqKoI6NBF/U/Sx4/sViblz+w41iRkpal6Z43ePNT028bsGDhWHVO97RwMAhOKoFEH53MLtbpCwgh4hEffLpAl18oAABlapo46HL9LIuPtzAsV6wv7gmBSDTW2KffpSkTJg6r+XaZ2bxp48Z+859dps7Jnei32yFwOGDo0RMAIDXGdhuwYOFGVVaO1mcxr9316ou3mko3ugEg85LLE2L6Drgw5Hb5dr/+8tvO2poAEM2qXvzQlEkCkZir/+n7L7vfcIsXgBQAQgE/XLW1pU2BQLk8KWVMyOtpaFm/9o7tzz+zhRByH4BIR+9c3KAh8dK4+Az7gf1bD7cZ9uEoklPvkCcmqRyV5Qh5PGClUtgO7N/bvOb3d9v3guzcM3FlQ5MVQNzE9JQ0vVhUrOSEt2TmZI3+qWc/OPgIxm7ZgGyJEA0uN5TCaE4vBcciTqbFlhYzlEIhig16/FbfiHi5DJnqaG7SSJfORQnLwuT2wCiTgud5NDhdyEpKAABwDAONSAy73y+L8DxSFAokKeTYY7VJr+6enQLgiMlsj2RqSY/RqUpF33qXe8eT6zd/daRyJbGGbL1Y3KvV51+/odn0p/toxSK9NxQi3lDYfLjrKYqi/i3oRHrqf6Yv7hk7aOFLe8R6gxoAQh5PcPcbrwzd/cYr6wCAEMIW3HXfwKxLr/iekyvEANC6vez3ny67cMjYJd+G1dk5nalLWjatd2jzCpT+1lZ05OwCgNoflt+79v67FnYcS2JiU1TpGRf1W7Bwvlit6Sxn3rIZhp69AAANv66Y+/udNz+aedGlMdlXXPOLQCTKjYRC8JpNDc1rV09UpqSNFhuNd8T0G5BICIGlbMvKve+++WjGhRd/I1Kp5faK8j0bpj7U41jP3/uxJ8cnjBz9rlin1zsqK3ZUfv7xufvef+dPwUHSqDGapNHjr+J5PlL5xSfvJo87e17auRfcwnAc3I0NcDXUo2z+7O5te3b9pUnoFyx4zi8cN1EIACGfD+pZUzE+4IFAwMDhDyBVpYA/HEabzw+bLwAJK4BSyCFXr+2sw+4PwOz1IlOtgicYwh5rG/QSMWodTgQjEZyVnAgAaHZ7sN3cipEpiahxuDr3VASA9U0tL13xw693EELYuQNKZuqlorPtvmCkyeWycAJGoRKJLBV2x8uv79z7Tcc1Tw3oc8nZacnvNrrcwtJmE2/2eR1SlmtIVChYZzBY5/T5AjqJJM/k8RpLYo1ifySCYDgMMctin9VujfCR2b5IWK7guFEJctlArVgMfziEnZa2vayAmfPE+s2L6ebaFEX929CerjNAxoUXJyaOHHMzCEjT6t/e2P/+OzXHvuqvs5Rtae7z5OybdQVFTxKGEdr27VnUEXABQHuvzao+02Zdpe6We1HY62mr/+XnWbjsQtgP7K9SpqVnMBwHv90O665d34g1ugGMUJja9R6+1laSPvmSn8M+v7Vm2ZcXeVuaawghL/jM5tlidXRSfdDrRYSPwFFVCcIwCAcDZwN4VFdYPJZTKnMZloVIrYEiJTVBqFD+DIbRKtMzOofU9MU9h+m2lMatuvm6oyZNPZSuqPgxid6gBwBVRmZB3NCz7gJwb9cyxt4lsuIHpyzX5uX3AwB5YuKF1d98fW/rrh1Xi7U6CR8OI+z1bLPt3b3vr97XlZxm1wIGAGDFYiSW9IV75U/gQzwGxMf+8e5CYcTrpNhjbUO2XI0WjwfuYAgCQgAeaPP5sNUUgFjAoleMAS0eLwQCAVQiEX6tbYBCyKGbVo2zkhOwt80GkeDghZ+hCD/mkd6F7zzWu3iEghMkDomPQ5XDiV4xetj9ftj8AfQw6MbN6t97Q4jn501fv/nLHI36/K0mi1AtEuGcjDTCCRjV7tY2VZFBhx2W1mylUI9UlRLOQAAVdidKYo2od7mhE4sg4zjtPqvt6fOS41HlcCJdqYSUi/5TJmbZbt5g8N3Xzxo8EsBVhBBmRr9er6QplZNdgYAI4N3OUKj0l7rGq7+rrvtTz9jNBd3PKdZr3xNzrGhfq+3neVu2TxqSEDuWY5i0bebWd8xen/3QayiKov4q2tN1mosbOFhR9MCjv6uzsosAwFFVuXvHC88MqvvphyOu9DuZCCGk55Rp30nj4jMdVRVLtz0z776i+x7up8rKel1XUJwnVCqZpvVrVyAcPitu0BASDgTQuHJFYO39d4kAoPihKbcZevWZLRAKhbb9+2pUmVndNDnRaV0eUwsqPv/4IVYo2pMwYvQyZVp6530j4TCa162GvkcvCGXRzaUjoRCql375w6ZpU8Z3naOk6l5Qkn/rbeskeiPjqKoIb3rsYa7rpP+xXyzbqM7p3qfj2LR5U7V504aJO15cuLPjs4Lb7x6bd+ud33V99q0L5pwl0euD2oKiy8I+r7N62VdPd83xdSRP9uv1fKxUOn5VyWBp5Irr4gEg7POhaNE85Jga4Q4GMSjxjzn3VXYH7H4/ZByHLI0am1vM6GnUgxCCGqcL4XAEhBA0ud1wBYLI0aqRolTAHQhifVMzesYYoBFHp7rxPI9NzSbkaNVQiURocnuw02yBQiSETiwBIcCe1jYMSohDq8+PBLkUEpZFtd2JRpcbSQpZZG2z6SqOYcYrOO6ygfExkHLRKW0Rnked04U2nx/Fxj/i3v1tNmRr1AiEw7B4fQhEIrB4POgdG4MahxNmrw/q9nltnmAIOy1WjEhJCK2sb3pSznEXlMQYevjCYWjEIsg5DqFIBN9V1dpSlIpVrmCo6evK6mlflFeZJqalpJ2TkVzeL8bISDgOdr8f65ta+OFJCYRlGPxW34gWj8+3pqm5//LqurJjfZ0oiqIORXu6TnPqnO59OgIuAFCmpedquuf1B7D8FDarU3vwMrbrZ9uenbceQGH8kOFpIo3GKM/IfC/32hsJIQSsSITYQUOE+t79nrSUrp9WNn/2ywBeBgBCzjae/cPKlo56pMYYKNIzbtzw4L05nFrzDqdQXNMxp8xVXwdWJoe3uQkRrQ4My8G2dzcMJf3G9HjksYsAfNxRT+Gdd69PGDKMAIA2L19ACAkA6Jz8bt2183lJTOz/idQasaOqEqxYkmrs2/+X4vsfvrDsmXm/AYCvzWoJeb0hViKJ9sq53X6/tdW87903d6Jjq6Zbjr1T5uTJk7dekJRUnCkAYnaWYuVCE89mZBHNgb3o67Rit8dbQfgIV+twJScr5QhHImjxeOENhaGTSLDFZGnfSijau5eikKPG4USKUgFnMIAB8bHYarbA3ORFCDyavV5wzB8bVxBC4AwE8XNdA3oZ9JCwHASMAEqRCFma6N7XEoEA1Q4n5EIOTW4PZByHVJUCzW4PKh1Optige6fK7mD84dBBqTEIgEa3B4cmUIu0h7e1TjdSlXIcaLN3BmpVDgf6GI2QCaPHNp8flXYH6p1upqdBPxMEMEglqHE4IW+/psHlwaiURLWYZc8FAB789Z+MPcs9MT1ZnqpQMJL2cq5gCMMS44lQIIAzEECSQg69RCKWsuyWN84a/KbJ56tfWlnz5cYW8+723lyKoqijokHX/4AoVVaJwSDyVlbIT1ZqhuPlaWqs9dttTpFKrQCAgNPh8bQ0H3V4cVJmmnFCWvKDEpZVbbe0fjhnU9nKk9LYQzT+9msVgKriBx89aLsqQhgwAiI6zCVmv8POy+ITCABEgkFI9DGJ3W+8Nat0+tRrh7zyZnEoOaWYj0QgVChBCIEiOQX2inKEfT4Y+/RFyOsFp1Sfiy5Bl9QY07mkjxEIIE9OPejnZuMTjy7u/eRTxTF9+j0Q8nqhzcsHAIM8OeXrgjvuGbnjxYWbD3z4fmn/ec89JomPfzji8xF3Q/3s6mVf7cQRzB/U95pcreY+Hnxwm8X61GNrNy0peeSxZy9KTynu01IPANCIxZC2NpKIpQGZahWgVGB9U8vnCXJ50v42W/+tJnOSNxRikxQKDE2MgzsQhDcUgjf0R3zQ0bvkDAaR1p6MNVUhR4PbA5FAAK1IhNWNLRiZnACWYbDNbIEvHEK6UgGhQABfOAwFx0Ej/GMFZYgH8nSazoCqwu6AkRcjyEcQJ5MiFOHZbLUKIZ7H7lYb8vUaEADrmlvQ22hAncuNPdY2dNOoYfX7Ued0os7phIwVwOL1YpvJYhsQHysHwIoFbGfABURXYHbXqJGj0zAAsLq+CcFwGJ5QdG6bRixChOchZv/4EsbJpFyz26PuE2OEyftH9o8Iz4NpDzib3d7OoDJFISerGhpvGBQfi/MzUqfva7NvmJyVft5nByqbz89Mi0uUSXs1uDx7llRUVRzp60tR1JmJBl1/U8lT88MTl3zDsDI5zJs3RQghn/M8P/lUt+tQNd99U14yc+6t2rz8RwEiaNu9c375Jx/uOlJ5Qgj5ZNyIT3oa9cMAIF2luPDO4vzhi8p2nrINiis+/WiAultuS0xJP8KHQmhe+3vItGHdI4eW43meL7jrvo8ZwlwqkEgQ9vth7NVbEmizjkscOdqeefHlDkVKamf5QFU0nynDcejYm5GVSKDOySnuWq/P2tr1HnA31v9pgnbQbv9SIBLdIhAK5R2fSXR6tSoreyiAzQDAR8JtqoxMsUipklh377ogeeyEt2q//7YVAPJuvfMqscEwkA+FBhq12rRHE+IkBo4jQlYAo1Ty5oikhNLkB6deKdpz8JeBIQShSHQkdFNzS1mWWnmtWiw2CghBi9vTVmqyLLmkW+z1AKAQCWEPBLHVbEYgEoFYIEC13QkZxyJNoegMXg7YHBAyDOQsC8IKMDo5Acura5GiUAA8gc3nR6xMClcgiGytGt5wCPZAEB2pVyORyEE9WFKBAJtaTOhp1EPW3otUYXdEE75yLGqdLoQjERjEYgjb95u0+wP4saYeHEOQp9PC7PXCF4xOpC826tUqkRDfVdWGdWKRoNrhhE4sglAgwL42G3I0ajS5PfCHwxCxAuTqogsHbH4/nIEg9rfZEC+TQtQeeLmCQYhZFu5gEGqREFtMZrAMA08giI1NLTg7PQVi9o/nUXQMZYZC2GVtg9nt6Ts5M63htbMGtZUY9Uq9RMwNjI8J31aU+2Kl1e6RCNmSOgg2VUpkz1l37jhok3eKos4sNOj6GwghLWf/sJKRxkZ/zcQPHY7ih6aefyrbVHTfwzeru3W/0m+xNG+Y+uDlXbO+b3z8kcUAFgMALphw1HqkLKtJUyqGdBzrxGJNhkoxCMApC7qcNdVmQoi22w23rAj7vLYDH7w7Mmdb2ZSEYWc9KRCLGevO7ds3z5zWAwCMffqJBCIRFMkpAKJzt7wtTfIeD03dyEokyda9u4NCmTzstZg3Bez2iEitHuQ1tTgVySlqILoK0FldLRz0/Msv8BG+5cDidxcyEsl1PB95S6zVwV1fx294+D4DHvpjnrwiOUVYdP/DE9r27tkp0emLbRUHxEGnC6rsHN5eUV6fe+Mto0MebyD9wosfEylVEgDQ5ub1Sx539vUA5pfMnPt6zlXX3ShUKOA2tcC+tRQLrr4TkWAQeWtW4KaWWnWMVJLaEgopdvTqh34rv4OGZeAIBMAA8ARDoUXbdt7f4vZabi7ovjhJEY374mVSTbPbc9CYJcsQZKiU4HkesTIpTB4v/JEwfqmrRzedFg5/AEIBg+LougA4AwGYvD7k63VodLkRikQwPDkRW0wWKLXRzkaJQAABIdjd2gYpx8Ls9UEp4qCTRBOx1jndYBnSGXABiAZZEgmqHQ70MEaHfCvsfyT1Vwo5hPgI0pVquEMhZKlVqHG60F0bXalaaXcgV6sW1Lvc7b1gLCxeH3aYLXAHgijU6yCVShAM/xEfq0Ui2P0BZGs02GxqRZxMggiAOKkUlQ4nLB4vnMEQ4uRSpLb3+h1os2FlfRNiZVJ0vFdPMIg2nx/+UBgSgQAsI4CEZRlPKKQ7Oz0FDCHYbm4VJEtld49LSYZayKHJ7R1R63Y/0vfyK+/csPj9F//mjwJFUf9xNOj6G4R6g0TQ/gsFiM5z4ZSqQ/cBPmkK737gxvQLLnxFrNMTnufBqVT5ALrl3Xrn7bH9B85jOCHXtmfXD6UzHj/mYgVPKGRv8XjLNWJRNgB4Q6FQk9u7/1jX/dN4nrcB6AUA5IN3SfLY8U/p8goAAIrk1OKCex74cMfCpy9jWFYAgQCmzZvAyRXwmkwBcVx8kSw+IdlragErkXKWbVsb1TndFCCkYfPsGQNDXk81w3GfifWGwWG/P5w0cnS6p7npTkYohFCp6PHr9VddCODt/vOf+16VlTNk5EdLKgvvffCe7c8teBcAih98dHbsgMH3u+prYdu/H8aSfhAqlWhZu5rES0Qfy6+8ljAsC2dV5UGZ29s3goame+4lQkX0lzzv9yFm+CgI2ofr9iuVWPLCXNf3NfW7Bxb0EDni4vCCWgfVL99DpRPDnpKOhtZWttu2zY+mWVr0qi5DbUKBAHIhiwq7AxkqJfyhEGz+AHJ1WkR4HtUOJ8SsABaHpykUiUhEDKMO8zwylcrOOhRCIaw+P4KRCIxSKSJ8BCKBAOPTkrG8sgbJchk4hoGMYxGIRJAslyFVGZ2/VdpsQoPLhVydFmaPD65AEHIhB38ohFafH2KWhdnjRbXdgVSVEhwh2GmxQsaxqHe5TUlyGZulVmkBoLTFjF5GPaw+P6w+PziGoNHtgYRj0cMQXRRggAQCQuANhSFrz1Vm8fkhdDhR73RBwrHwhEIQMyxipWKkqf54zr3WNhAA8XJp556XACDjOAyIj0EwwqPS7oA3FEaN3YFzM9OgbP8aqUUiSFgW8XIZ9lpt0IiEEAoYZGnV6K5VAwDi5DL4GsOYbGl4HgANuijqDEWDrr8hYDGrLFs2RxKGjwBhGLTt24PKH5fbMPXBU9IedW7uFWKdPrp3CyGQJyZlEkKkoz/7epGmWy4BAHlK6sT8O+6ZufPFhY8frS6e58OP9C6+MhiJPMUJGOVeq23xvNKyn07Gc/xVjFQ6QBb3x+o8oUIBeVLyIABo3VH2ojavcLyxVx8OADQ53YRNa34f5aqrgVClgcQYA04mT+FDwZSwz1+cc+U14wUSKVz1dW1ei2Vp0ohR5wCALD4BjqpKyOITRxFC2B4PPzYr/aJLxrBCEQBIGIZ5jRDyHs/zvDQ2voervhbS9jaJtVrY9u1B3JBhIGQ4sVccgDwxGWCILOByBYVyOWfbv3drw8oV7+KuWxAJ/dEdw0f4zoALAIQqFb4uKom0fbXMHvZ5wwAEVqkMgVvugaV9vpEwEkH8jtLYFLUKlXYXio3RHqhquxMxUhkSZFJ8W1ENvUyCvrEx0XdICAgfTXra5PEanYHA700e35oEmbQ4wkcmxMlkCEZ4cAxg8vpQqNdhr9WGIoMOB2x26CRixMplaPZ4scdqRYpCCaGAwYYWE1IVCjgCQTS53ZByHCQchxg5gza/HxafDwSAUSpBskIOvViEeqcLK2rqgw1u9+eNbq8zEApKQQji5fJelQ6nNByJiDyBEElr329SLxVDxnHoF2vEpmbTQVn0pe09Xv5wGLVOF0piDKh3eZCskCPI81CLRKh3uhHxRuALh+EPR1Bk0EHEscjTauAOhuAIBCBlWTS43Kh1OJGoUCBOJoFWHE1hYfX6OgMuAIiRSrDVFF3B2aN91aU/FEK18+AcuRKWgdTrP2h+IkVRZxYadP0NPM/zhBCm4J4HgkKVmlT/+rPNsupX3alqj6/FVN91q5qw3+dXpKcPlScld/42EimVkCUkjQbwOADckN8tfVB87M0AsKKu4ZX39xyo7ig7t7RsI4BRAHD2yXuMvyzi8ax1N9ZDrI2+cr/DAWd15UoA2DJ7xs9nvfuRBYhOMXLV10GkUssDDmdYnpQiAACJXg9nTTUAHrrCYgIAqswsbf1PPwzpeh/CMAi6XDU8z4cGPf9y9/aACwAgVKtFAJQA7F6LaaciJe0shCMghIGnqRGqjKzOr4cqIwvOmmrIE5Oxde6sB6RxcQdMG9evadmwzgEA5i2bpgmVymdl8QkCT0szH/L7iCa7GwDAumMHxKnpG3meD5bMnPsGETA3B+0OwickouOLy/M8kuRyuE1uqERCbGoxQcay2G9zYECcEWKWRbpaBUcg0Nl+m98Pq9+PZIUc/eNiBZka1bBKm73/fpvjzX5xf+T42tDUghiZFHVON4xSMbaZo/Pb1je2YHOLyd4nNkbV02iAKxiClGXRX63C/jYbvKFQNM1DJIJQJAKr14d8vRYmjxcMIQiHwtjY1IJsjRq+cAQZGlVwREripcFIBOsbm6GXSiBhWfhDoeiQpceHTS1m9I8zQiUSoc3nR6PbA7mQw3ZzK1QiIWQci+2trchWq2H2eGHz+SFQq8DzEfh5IFMd7dkySsTYb3MgV6fFXmsb1jY1g/A8Gl1uZGnU2G5uBStgkCSXI8TzUIuEqHO6kapSYF+bDfl6Laodzs4hyGqHC/5IBLr2IJjneTR7vNhvtSFDpQTLMNHnBkGTx0O3S6KoMxgNuv6m9tWK0fc3feopbcumaY9eI1SrChQpad3DPq+/ZcP6O52Vlb84a2si2u55DBDd99BVX/stAIxIStA+3Lvo23SVshsAxMmkE4Ymxg1aVd9kO4WP8ZfxPM9nX33dAyGvfw4rETPWnTu27Xrx+YfJi8/H8Tzf5Glq3MpHInE+ixmE4yBUq9mw13toJWCl0s5DQghYhTzitZitEr1B62uzRlx1dXvtFftvxORz4DE1B32tFoh10Z4MV0Odled5OwDsf+/tR9MvuqyPplu3/q6GeihS0xD2+8B05J8KhxEKBWHdUYb0SRc9W73sy/M7Ai5CiKBk1rxw6/ZtL1S89FxgPhM8j1Wpcpald+erw7D7DDFLWtaveQLXXIaNjz9ya/YV12xQdet2h7ulOSNu8FA1IxAga8mHSAr6sJcH5ByHbI0a28wWdFMpYQ9FUNbYApvDiUytGgdsdjj8AcRIJehh1GObubWzdyZHqxHZ/MHzur4mg1TSGVzsaW2DRCCAkBWgUK8FwxBVSWx0OyEjonOyQpEIdlusEAgIstUaFOijgbFRIsZOixV9Yo3wh0JYZW1Cvk6DXdY2OPyBpkKDLg6I9rzFymXIUCrAMAzqnC44/AFoJWKw7QlbAUAjFsHSFg1kIoggWSHHrtY2DIyL7ZwgrxQJ0ez2wBEMIl4m63wmuVAITzCIKrsTDGGQoVSgzuWBXCjENrMFPA/kts8dUwg5VNodyFQrsb6pBeU2GxJkcpg8no5vI+gkIvjDYZg8XqQoFSi3OZCilEMjEmFtQzMUIg4yloVKLIKIYeiKRoo6g9Gg6zTQvuFyYecHF58PPDsP3a698aaQ2/2cQCRirTt3fLvrpednAECeTlPSEXABQIZKmZen1fQB8K8aRjya/e++9QyAZwCg//wa04TvfmkEIei/YGHrhkcfiAHIV4yQG6zNzVdJY+PgrKmCdfcuqLNzYD+wr8ZjMYfA8xnK9EwQQqK9ZZWV37SsWT1HnpzSw91Qt2PPm693pnSIKelf6GlugruxEZFQEB5Tyycd55rXrfEQQgYX3PPgs2nnnH+XeftWCFgOusIiCEQiOCsrEHC7Edu3PwAI+HDofUKIhud5ftCi116KHzr8ZkII/H1K/GTx66LsSAD31+4jlXaHf8xX393QkY4kccTo+J5Tp81hWDbWZ7XCW18H3YE9GLanDA1+P2JlEogF0TlcCTIZRAIBFCIhHG43hFIJtO3pEooNOiw5UIVcvQaaQzbLdoWCHmcgEFAIhcIIz8Pi9SFdpcQ+qw0yjkOyUo5QJIJ9bXaID8lMHwiF8UtdA0YkJ8Lq93VOpAcAKcfBKI0ei1gWuVoNWjxeSDkWLR6P8aCKeHSmakhSyLHJbYKovderK5MnGkgPTIguaFEIuc6ACwAUHIeNzWboRULUO13QS6IJXm0+PzLVKsRIJVjb1AJXQACFkIPDH0CRQY/t5taD7sO05ybzhMJIkMtR63SizedHT6MBLMMgGInA5vcjT6fFdksrgpFI++rJCMSsAGavD1KFAvLoIoPZR/m2pijqNEeDrv+wrEuuSEocNWaKQCxWt+3Z9fHmWdO/7np+79tvvAngzejRpM7Pmz3eKpvf71SLRAoAsPn9jmaP97g3LP43SD3vggW9Hp1m4Np7MkRanS7jkssXrX/kvokj3v34N3li0mAgOsRnKt3kb9mwzi9UqQKehvrPEs4a/VDDbytZoVwBe/m+7VvmzLi6vdq9AJB+4UVDtbkFH4IQcYSP+NImnAOuPXu939ra0LUd7fv83d1n5hxWGhN7U0xJfzbodCDkdkOo00OektZZVhqfoAAgB+CUJSSc3zEMKYqJFe2JT0b3+nIAQCjCd3bPdbv2hsHdtZrLR379SazQ50ZZ70Gw9R+MQEYmPqurwVWNlYiRSlDncsMTDCLC88hUKWHxeNHg9vCDE+NJR46qcpsdmWolXMEg1CIRrF4fLD4fGMJALBC4vyqv3p2ikHcXc6yIIwTfVlYjQS5HTvukcJZhIGajCUMtXh/0EnHnJP1B8bGQchxkQg7lNjuyNdFrGl1uyLtM8g/zAAhBskIOtVAo+LGmLlQSY2QdgQDcweAf5SIRtPn9cAQCSFXIUet0IUYqQbXdCRHLQteeKR+Izq3aZbEir31vyU3NZig5FlpJtPyvtfVQikQwtM8nA4BeRj22mszoGWNAmdkS7bHyemHz+6FuH8Zsdnv5KpsjohYJBSohB6s/gDGpSdjUYoaQia4izdNpIWYF8AZD6BsXA57nsafNht6xRjCEYGOzCdstrdYXtu169/nj/B6nKOr0QYOu/yhCCBm5+LPFusLiwQCgTEufWHTfQ6O3PTt/7bGu/XR/xb45A0tuLdBpHwLA72i1zl1SXlX+jzf6HyBSqbO4LkNHnEQCoUKZDgCsRHJQ1winUIiMvfuIgi6nMuz33+9uqHNEfN5ml7V10ZZZ01/DzGmdZZPHnj20+423rNTkdEPAboeztgbWbVshDfiDHqn8p4pPP3oBd9/2p/ZUfvLRUwKJZGHI7blNl194U8jv87RsXGdPHj0+o6OMu75+PwAXAIT9gc7uIp7nUelwuALhsHwaL/SZx1+UMPLSm2wDnl1kTRl/Tup1Sz9CL3s0zVOv37/HCzo9gtndUWyzIFYWHSpNVsix0eeH2+uFPxRCuc0OnVhMNOLosFxHDwwIgdnlRpPLHY6Rypg4mYQEIhH0j4spUnAsAhEe2RoVAuEIIogO1XXlCgRBEF1t6Ar40V2vQ7w82rvG8zwa3R4ABFtNZmjEYlTY7IiXy6ARidDs9uBAmw2pSjm0IhF0YjHkLMv+WF0HjUQMAUNQYXdAxDCw+wMYkhCHX2obkKFRw9++FVCcTApVKJrRfqfFCrmQA8MDLR4v7I3NCETCEAtY9IuLgdnrRbpGiQSZFDUOJ9j2ILfF44Xd70e8XI69Vhu6a9RY39gMAOE3d+1dkqfVTBQzjMgRCDlZAWFFYYE0xHNQchwIIegYWl3f2AJPMIidllYktw/FNro9yFQpwbTfqyTWiEanW/FvTaJMUdTJQYOu/y6ZNDa+b8eBUKmSKZJTSgAcM+gCgEfXbOzM3fVvnCz/V9X//OONiaPGnmMo7kkAwLK9jG9a8/uNAGDdvfN1WVJSiVChlHnMJrdQqZQBgKelGcZefUQARCGfT1u55LMSnudf7Vpv3NBh72pyoiOwQpUKQoUCkUAAAZWas2/fltO05nfnoW3pP3/hQ/2fWTQj5HGLQh5XXf0vPz3BSqVMxvmT53mam+CztvKuutqtLevWnA+AIYQwg158fZOjsmIsYVmEvV6YevVfdVX5/lxdca+02Oj9OW1evrJt/Vrk8UF0/MhqGAJu9w60CjgAB/8eD4ol2BMQIDsYRJFBj3qXGyaPBwxhIGFZFOijQaqEFaDV5xPEyaUIhiNIUypQ7XBCKRIhValAhd0Bmz86FOcMBrHXaoNeIobd74eAAHqJCL1jDVjd0IR0pQI8gN2tbSAEyFKrEBZFsLrJgWAkAinHos3rwwafCQapGCNTEhGKRLCxxYSeRgOUYhH6xscgwgN6iRhmrw8GqQSJCjnWNDQjwkewq9WKOJkMCXIZdrVaoROL4QmFEC+TQisRo97pAssQMAByNBr42ocjXYEQ0lTt2fZVSmw1WSBlWbT5/OjW3nuH9rbrJBJ4Q8FIT4N+0rDEeKbW6YJBIlZKOQ6+UAg1DhcEXYZVw5EIBAKCna1tMEglcAWDqLQ5IBNy8IfDnUliIzwPiZD+c0tRZzq6fPm/y+21mDozy4c8nqC7sXHHqWzQqeBuqDdve3ZebuXXX1RWfr2kasei53q07dpRBwCbpk/9eN+7bw2tXPLZVQcWv3cJIaQJAIjgj19+rFgMZVr6pEPrZVjuoKzzkUgYirQ06PIKoCsoyii4894Xup7X5RfGxw4YNCPs84jUWdnQF/VMSp988QKJwXg1w3FEnpQMVXoGEWs0Fdr8gnPHL/uxecK3P5sCdls1K5HUK5JTINJoTLbdu57VFRansV2GzQghEMTGoVSu7vysIRQO+3uWQJmRic2DR6AlGG1ug8eHkM2GXL8PBWolBAyDVKUC2y1tKG+zQSv+YwVmhlqFVKUSqUoFMtVK1DjdYAhBoD2DRYTn0erxQcIKYPP54Q2FsNVkhgDRyeiG9jlafeNisKnFDIYQSFgBumnUEAoEkHAchsTHwREIQMZyCEZ4Xi0SRrcsQnSYMlYixbrGFqysa0SyQg6FkIPN74dOLMROSyuWV9XCKBVjWHIi8nRa+IKh9o2nPah3uWH1emEPBFHtcEIjFiFRIYdRJkWcTApXMIQDbTZ4Qn8MVza43ODBY0NTC3BIZr3W9sUW/jDPxctkTMewb8c+j2KWRYiPQCnkUGayYJ/VhvXNLdCLRFCLhOgdY0CBXgeNWIQGpwtrGpvh9AfgD4exx2oDRxhCuua3oCjqjEP/6/UfxfM8n3/bXVdEAoEZjFCkse/f+/HW+U+tONXtOhUsWzbvBRAdvpv6EHo+9qRFnZWt81tbw5VLPi/0mprfB4C8W+4Ypc0vnCgQiWYoU9M4AAj5/Qi63X/6Rdi85rcblGlpv2i65SLgdCDocEKV3r5VkEgESWxccdfyrEwmE4jFIob7YxiOFYoIIxQeVLe9ssKTNHL0fE6uEAOAyGC8aduz864XqVSNrtraPTXLl9WN+uRLPuz3k440IAGXEwKOw/cXXo2qb78Ipu3dsWz56PNGMMmpKld9HRwxiZh1wVUQNjVAG/TjrO+/Qv+4aD4ujViESrsDGhEHTzgMuz8AVftQYZXHh5T2yeWEEIQjYZi90QniPM+j2u5EglyGrSYLUpUKeEJhKIUc9ljbEC+Xd2ZoFxACtUiEbyqrISAM0rskHWUZBhqhCA0uV9AVDJUG+Ui/7jpN5zuJIDqv6sfqOjS7PYiTy+ANhfBjdR1UQg5xMilYhuncrDpeIUOAj0DICFDrcMIXiqBArwMhBJV2B3yhEKQcB5PHi2SFHCqREE1uD0weL1zBIGKlEiTIZWjz+7G5xYwsVTQwbXZ7IGYFkAs5uAJ++MPRXrLwIaOBEpaFNxQCJ2AgEggwMD4OPM8j3CWC04hFKDMH0D8uFqUtJpi8PsRKpDCIxWwPg64EwIYjfS9TFHV6o0HXf9jOl1/YDeDC6NG5p7QtXaVfcplXqjey9Rs2OWyb1pzU/GU9Hn2iOe3c83VCuQIABKxEugvtfRq7Xn1xV/95z46WJSUzlm1lIAyB12wCKxZ9fmg9VV998Wv88BEFyqzs9zmZvCBj0kUCAAgF/HA1NcJRUf5u1/KmjevLW9atfkeWlHJNx2ehgJ+3H9j/qkAonCBUqvL9bdaNls2ln6Sde0HHhH1wEgmTMHzk9MrPPupR99MPbQDQum3rj3FDh49p27sLQacLrFTq8ttstU11tWs3VjfMqfxuReV773z0tdrhOEcgEkGemBS9X0oaRMu/hFhwcAe2gBBYvX70iDHAHgigze/HHp6BSaNDdsQXvTYSQa3Tjez2fQvDPA+lkAMPHgwBmt0eyEVCJCrkCEYi8AdDqLDZIRdysPr8yNGowRCCVKUcW02t6GHUgQewz2ZHhOfhC4VYnVDUX8px+KW2Ab1i9HAFQxAwBDIhB4GAQMgKUGaywBkIol9cDGLa56ntslgPeh6ej+7Z6AmHMDA+tjMfWrpKiV/rGgB4ESOVIlcXTfsQJ5OitX1yfEdAqBGJEC+TYUVdAwgIrF4vimMMSFHIkSiXYafFigNtdrT5/LC3T6oP8TxUHBfN6wUguz2nl5Rl4e+y3VA4EgHP89hrbYNBJsXw5ET4Q6HoxH4hJwVFUWcsGnRRJ1SfmXPDxXc/yAgVCiSPrtCmTLrIUfPFp8pjX3liqNIzDO0BFwBAEht30HlFWvo9AoFAoC4qBgDYyw94dix67nHcctAWhQCAxl9X7ATQI//2uwfV/vDdUllMrDrgcoY8zc3P7H3r9Te7lm1PmHt97i13/OppKLqqdd+eAk1WtkGo0Szc8sycydatW5cAgGrG45xp4/otMX379wQAR1UlDD16pdj27hkMYCkAbJk9Y6wmv3Bc2nmT5mdfcnk+oisdc81bShMEYvEvACoPLH7nGmO/gQszJl10VUcbWLEYrUo1JAIWNQ4nUpQKhCIR7G+zgRWgM2XChmYThuk0gN+JpWCBhGTUNDdjvEqBFGXnft1ocLph8ToxMD4O6vZhyX1tNnTTavBDdS1ShRx2mFuRoJBjc4sZ3lAImWol8vUarG5shqg9nUKmWo3esUay29qGQCgCpYzDxmYT+sQYoRaLsNdqg0EiRovbg2SlAs5AoDPgAoBAOIIahxNxMinqXG7oxWI0uNxIlMvgCgQhkkTnTYUjEXAMg55GAxpcLjS63IiXR+eveUJhKLiDFwO0+nwYnZKEepcb1XYBctpXWrKEIEutwi5rG5KVctQ4XGAIoGKF0eSrGg1qHQ4wDIMkmSSaad/tw65WK+RcdC7X8KQErKpvRJZG3bnCM0urwnaL9YybAkBR1B9o0EWdULr8QqZjH0Fl+v+zd5ZRclRbG35PVVe72/S4a0YzcXdICO5w4eLuGjQ4SQjBgl7s4g7BNRDinkxs3L2n3a3O96N7mkkIhEACXL5+1mKRqj51pLqna/fe+7w7FxnTZ8oPcMkhxdPbE6I8LyIxnaew+6dSLKax4wtSpkxXmMZPjJ9T5eVL9VXDRwH48Jf63PnkY6sAaA80NqWUB/BK9imnHVn87wuMyswsACASveF9QoiMUup1NDWGxoyovkXQ0/kZlYgFosqRoDwf9A/0dw/ty7az5ouZb75/LoDSwXMCmUyVNHrMM6ZxE1b3rlnVTgg5X1NYfKK+skoGAM62Voh9XvQHgqBeH9qdbtgCfjCEhOwSObu6f4ARRCIo02shiYXr5lKKz1qaUTzQiz6Og14ihkokQrfbA38kCL1EEje4AEDMsvCHw+ApkKNUoFCjRq3NjmE6DbzhCGqtNmSrlEiRSdHucsMokSBJFs39GqbTosnuQK5ahRKdFsvbuxCIRCBiGBBC0Om0okSnRb3NjjS5DGzsPSQE8IcjWNndA5VQiGAoDJFAAEIARzCIEM/HdzFmqxTgWAb5GjX6vT7UmC1QCIVQijhIOQEabA7IuGipICFDYPb5IBMIoJOIMbSqA08pslUKGCQSmGRS7LHa0e91YXp6KgghSFPIYPUFoBGLoBGL4AmFIee4veo2hnkKAkDEMqi12qHgBKAU/gN9jhIkSPDPJWF0JTikUH6fKif84d0hX3TO+Zmp02c9zsnlebbdu3sFQtHyls8+PlJbVExCHg+6vv/2DfzrZJRefvWJI+bf96Y8LZ3z9ffBunsntCWlCLqcfl9/f9tgf8bR404u+vd5bwvVGuJsbgxtuP1m4f7G1VePzMk98ZQ3CSFM66fLzuxdvTJeFFw/rPykmMEFANCVV2L4nfdaZrz+zoBl+bcPLcowXZHduF1g8fvRsOrbCGXYznH9/eN15ZU7Sy+/+impMWlcyO2qtzfUr1MVFp0kEIoI5XkwrACRUFgpSTJVAGivuGHeNEYkkg7s2A5QHgKZAnaRtOUjiXLdMK06j1itnVsami/9sq2jb/i822ekDit9a9h/n9FVMT+FHwkAtW0AXkqpxe/f4o/w1TanC3KOQ4gHBnx+8JTGpQ9cwRCCER5HZqVjQ68ZUo6FguMgjf2nFHJY2dWLQq0aU9NTscdi2+u+sUPGVgo5JMlUSFfIwVOK1/fUo8nugIAAjQ4nxCwLTygEwhAUatVxr9NOywCKtdq4keMJhRDmo+HQNLkMu612FGvVMEol2DFgRbpCjkHJDG8oDLGARblBh3U9ffCEwshSKtDv82OPzY4ijRrBSATbBiyYmPqTl1QiYMFAGDfKlEIhNvWZYfH7IREIQECxrc8MGSeAXiJBp8uNsSlJkMWM21y1AO/WN9lsgcDeBRkTJEjw/4qE0ZXgkGLZWcNLTSZGpFLDXl+H5i8/c+GKiw7beKnTZj5qqKo+xtPTjeTJU0rEag3Cfj86v/ny43W33HAs/nUKACBp1JgH5WnpHABIjEnw9vdF7PV19bY9ux6te+XFLYP9lVxwyTumseMAAJqiYm7E3Q/4N82/VTx0TEV2jnbUPQvqDFXDBQAgz8zarS4qSrfX1vYAgNds9oSDAfVgrcaAZQDp02aIxTp9mlirXyJ4eSkLADZ/EGPUShZATkCSvmR59rCxivETT40NU6jv7y3qeuu1jeKK4aM4pQrK3Kh6furkaSMAfKKvqPq332Im+vIqCJVK+K0W9Pb2fL182bJL9r1PWxbc923uSaeO6pMoLxxutc2r0GnBEIL1vf1Ro4phPv7vrrrTJALuDp1YlNvj8Rw9PT1V+nFjM75u7UCGSgF3MIhMpRJJsV2LJpkUwXDUCAOiOwNDPA8FxyE1Fh5scjiRJpdBIRKi1emCgvvpK8cTDiFCKVocLgQjEYxIMiBXrYIvJEWXJ1pSp8HuQElst6NEIICIZVGgUkMAgj6vF1qxCAKGQZvTie1mC4Qsg3y1Cmt6euELhVGm08EVCqHT7QZAkCSVQCsWI8LzCEYisHj9kAs4iFkG6QolOlweCBgSrdcYjnrUBnw+tNid8Z2fVn8AXS43tGIRynQxIdY+M4wyGXaarQjyEbiCIRyfnxNfK8cwcAXDbx3ERztBggT/QBJGV4JDyqb5t7KmKdO9suRkQc/G9RZvY0Pyga/6/XAKZRYA8KEQZMkpAKK5TarComl7NWSYvbLLCWEcX55wVAlw1F7NRLqf8v5ZoRCKjEwR9iF5/MRHBw0uANCXV7LJE6Y8AuA0ANi19BHN2Ice49UFBYQPhREJ+KGvqIK7ow2Ugn1cn8rf7+hhREMS3kUCluHUmpP1P3wDzmLGbq0BYULytTOORDgUgmKI54wI2HBszS6xTg+hMpoyJ9bqoCuvmv1L96rpvbebAdxy94QxjkA4co+QZTiFkINeIm55r7Hlpm1mix/AbYQQwbfHz+kXCwRSg1SGJJkUUpbFTocLaXI5nMEg+r1+hCIRBCMRuINBhHkeGUo55EIhUmRSNDqcSJNJIRWw8ITDsAQCUIuEMHv9aHa44A4GUaLXxQ24ulhYEgAkHAdKPWhzutDhciM/ZnRFiYq2ftvehSKdBuu6+5GqkEEm5HBifjZkHIeaAQuSJRJs81hgkkvhC4VQZ7HCIJPB5g+gwxV1NhklYuikErQ5XfCFw0iTyxCIhEEpA5VIjAa7A+1ODziGhIQC1moPBJK2mQegE4uRppDDFgigZsCKFLkMRqkEoUgEhdok9Hl9YAhQa4sKrhJCsLq71/JGfeO1D/3Sm5MgQYL/FyR0uhIccnp/+E7a9OZrwj9qcBFCyBmFeWPPKMwbv6++kbqwKHvsoke63Z0dRX6rBTSyl6wWeL9/rwrX/RvW3evp6Y4AgN8yQAe2bX1if2OGnI74vynPw9PVGdq3TSQUCoQ8np+u8fkQ9ni8Q9usvfFq5svj5jDN778zXZaaTl1trRAbkqDIyAR34eXM3RnFoQGfP96Jhacord3OXLR+OXyGJGimzoRh1hx4zGaEfF4EXVEt1tD6Ne6u5d/+BwC6ln+zkA+G9pofDYcOmDM0f9W6BWd//YP83vVbs96sb5p006oNFc/vrI2HRyml4Z0W29JAJMIThiBTIUOv14eTC3KhEgpRb7UjT61EsU6DUr0WPCEI8jzkwmgkVsiy8ARDWN3TB5ZhQEGRpVRALRKBp3x092OEjxtcAJCvUaPP+9PUgxEeQpaBmGXRYHeg2+3BHosN3R4P9tgckHICKDgh8jQq5KqVELMs5EIhKACjVAp7MAgBIdjWNxALd2pQadChUKtGoUaFFLkMHW4PLL4ALD4/BITg+44u5KtVyFIpUWHQIUIpJBwLrUTEcQxJSpXL4fIHYZRK4AwGkaNSosqoBwGF2etDYaxIti8chkEiQYFahVanGxt7+/FufdPkLrcncKD3JkGCBP9sEp6uBH9LCCHkqanj/zMtLeV8AJiUmvwSIeT82C5BMvn5VxpNo8cyAOBsbYF5y8Z1PnPfMHl6liJgs/h61629AmecFO9vxxOP/Dfr2BN2KLOzj/V0dq5oeu/t5fsbt+n9d+6mkch8TqmEq7WV33jHPBFuv3novJiRdz9o7l2/htcUFDKEYWHdvSvstwzctm9fsZIvyytvvPUmfeXwRYrMLAIAjEAAW9VI8sY7r2WtM6X3mFJSBLX5w5Cz9ge8kF+Ojqw8DKZj68or0L9pAyJ+H/jvv4J20/rv88847/2Zr79nEarUt/auXXkuJ5e/JE9P51ytrf7uH7+/CuecccD7SykNAmiL/fczrl6x5s4rK4Z9n69Rvbahz5wyNT0VACATclAPEW7tdHvAMcxekgkA4jILcoEAq7p6kK1SwRMKwRsMYnxqCr5t74TNH4jnWnW6PXAGAgjzUlj8AfR5vWhxuOAJByEVsEiTSZEil2FLvxkFahVqbRRJMglanVFjlCEEgUgELQ4XslUKUEohZBj0en1QCLn4LkYgKuza7/VDwgrAUx7D9BqkyuXYbh7AUNteLRKhXK/Du/XNqE7Sg2UYiIUcejzeeO1GIGrkrejoQZleCynHgYDEQ5PZKgUcgUDDZ22duw/4piRIkOAfT8Lo+h+GEELGLVkaUWTnEN7vR/e61cGdjy7+WTjsf5EzC/PGT0tLOX8w8XpqWvK55xQXvAzgR0VO3qma4mFxL60yKxvWHdsN3593lpIQogFg31+Nu9ZlH2wBsGXf80Np++SjuwDcFT9x49V7vT76wcXXZM45+hbCMAh5POhZs6rF2915dsfXX/Ts21fqrNnH5514yruG4SMYb18vxRAN9JDbFfiwsWVg1AMPBbOPPk7gam2B86KrwQpFkAQCcLY0Q5mdg5DXg+DmjVt0dTtDkd07ttnuXHChRixmAIAIBKlfn3pcNSHkY8PwEePNWzatoJT69p3H7+WJ7bu+P70g94wxycbvh87dG4oKhzY7nEiVSZGpVCAQDuPbtk4ky6Vwh0JgCMGIJAM29PThyKwMKGJesJ0WK1qdbqQr5KgZsEApFIIhBCapBMU6TVz3yh0MwSCTYJTSgBDPx3dbDjcasKarBxHQmGEnRL/XB384AlcwGC/rkyKXIRDhIfD7McJkRJvLjdxY+LLL7YEtGECqQoZslRLbzRZY/QEIGCZuLAHAgN8PhVCIiWkmJMfqeyqFHHZbbBAQgrSY4WUPBCDjBGh2uCDjOEQoj5XdvdCLxZSCLl/Xa74pUXMxQYIEQMLo+p+mev694bTpM8mgPAIYZr877f4XYQj28jrE/s0AgKu5cXXQboMolssUCQbh7e/rBABKqe3nvR06FOmZwwfvNyeTQZmR2bPjsYe2j09Ja5MkJRk8XZ1d6266tpRSGig47cz3kkaNYQBAkZVFun74jpenZzBBhyPQ8e1Xp+DcMxG0Wq7uWb3yP2KdDmws8V4gEoEP+OFub0PvurVWSVFx/7aurhrZzLkDqWIxQ3keIY8HnEpVSAgRUkpdAL48HOt9s75pxU3Dyz7Z0mc+ZniSAYFIBH1eD75t80AnEcfFRq2BIEaaDFCJomvYabFGvU0sGze4AEDCCuCJhDAyViy6zelCj8eDZmcIDXYHWBDwAI7Jy0YgHMa63n4U7JXTBQgFAmQr5dgyqJQfiiDEh9HqcKMgprUFRD9DfATocLnhD4ex22JFiKdIlklQbTSg1mpHq9MFXyiEFocbqXIJulxuZKtUIIRASBhs6zNjWmZavE+tWIwwz2OP1QpXMAhJzLM1JT0F9kAQSVJJtGwTIdhjsa2/6se1M04+HG9MggQJ/idJGF3/w0iMST8ZXAAE0S988k/4Vf1qbePqCSnJ/52SlvxvAFje0fX6nrMvGjXjtXfPHXXfwk29a1avjfi8YxmOg62uzrnj0cVT8cjhT1N2d3fu0pZXxA1Cd1eHpfKGW22pU6axAKArq8gDpTsAFIi1uvibI1QowUqk/BfHzo4qeZ59GgBg+8MLX5j51gdPCURibq9xentanY2NDbknnzpTpFIfGQ4Ejuz46vN1ztZmL3gqFarUCFgGQjknnKwHsJfG16Gmy+t7RG2zH93qchOGUgwz6OANhRGhP8mDBCMRJA8RNDVKxHAHQwjwfFSLK1b42R7wo9ygj7fLVCpg9vmhFgkR4nn0ebwYm2QCAIgEAhRpNWi026EWCSHhOGw3WyAVsPBFeMgEAmSrlKCUYo/NjolpyWh3upChVCAYiaDZ4YSYE8QNw16PF9vNFuSrVehyuRGMRFCkVaPZ7sSENFO8rFGdzY58lRIMIXhjTx1qLTYUxdTtWxxOpMhksAb8KNCo95LAaHe542FMXzgCwjDth+P9SJAgwf8uCaPrfxhbfV1IN6xMKNZFH2Keri78EwwuIK7wfu55JQX/JYSQ3edeNi1z1uyFhBBoy8rP7vjysxu+PPHocXEjc58w4OFi3U3XLmI5oVSakjImYLPVsRLJiRKdnh18nRACeXpGGgD4LRZelZfPAAAfDsPT3R2ouPbGCdsfeWjV0HVOfeFVsyIzK8XR1AAi4ODt7vL1rPjh+MyjjnlTpFIDiHq/1PmFowIWS1CekQmxTgexTqcO+3y3ALjycK7ZJJUqNBIxSZJJIGIEAAUKNSrssdrwdVuHM0MhV/Z4ovINg14tRyCItQN9MMok2NDTD6NMAlcwCG8wjH6vD6mDSvGhEAa8PiiEQhRrNXH5iUFCPA8Rw+CL5naUGXUo1kaLaXe5PfBHIuj3eBFBVKhVLBBAyLJodTix1RzV8iKgaLA5kKNSwCSTot3pQr/XhwhofCx/JBI3uAAgXS5Hv9cHGSeAVMCBEmBddy9kQiEEMWO7OsmIFqcbeepYyNLlRoPVjkAkAolAALPPO/Bxc9sVh/WNSZAgwf8cCaPrTyBp9LgxQrUq3VqzfZmnpzt4qPrd+ehiUdk1NwS0xcO4gMOO9Qvu+xIXn3uouv/LiRmQ3wPAEe9+fOugd4lhWcgzs8YBePjPNjIppREAdwweH/H+p+cFh6jeU0rh6el2T3v5jcf7tm54ORIKni1SqQSenm4Yx46TOZublk965iW/RK8L8oHg1u6VP1wVCQZP4Hn+c7FarQ0MDEA/vFoikEgWBRwOx15j8zxjqB4p9vb1Iuh0QqhUQiCWHPYSSxqRsCRNLoM/EkEIPFLlMoR5im6XB2FKUahRo0irQavThTanC8EIj50WK+ZkZcAXCsMRCoIjDHRiCUYkKdDhcmNdTy8iPIXV70eSVIpaqw0Wnw8yjsP63j6MSjLCEw7DFwrD7AsgV6tC/pDQoYITIMxTWANB9Hu9qDYaoueFHOScAE0OVzy/i1KKJocL2Up5THUeYEGQKpfCGQyCIwT+cBjiWC6X2eeDKxTCLosP41OToRQJsTNkRbFWjS63BxkKOTrdHvhCIey22BDko0abSS7zXfvjulK9WGTcOmDdGPusJEiQIEGchNF1mBmzYMmH45Y8fhwj4GDeuqknder0YV3ff3fI8o52DE2cv+naQ9Xt346AzdoAYPrgsX9goOEvnE4cd0f7TuPI0SP7N28EJ5XC09MdkSQl6xTp6Vcaqkei45svX9FXVJ2lLiom5s2boDAlcxSUEypVkOgNM8AwG2k4tNzb3/ta8tjxVw32K1SpynY//8x4gUy2VpZkMgbdLrCxXYPSJBNcba2glHdZd9a8DRzerKFirWYmyzCoigmB1pgtcIdCyNWo0e/1Kn3hCMQCNhoijESwa8COLKUCAz4/CAFK9VHtM08whM19ZkQoRa5KBYNUgh63F+5wCCaZFBlKBfzhMOptDrS7PBCxDPI1KghjemYtDmdcy6vV5UamUo5ctQpFWjXW9/ahUq8Dx7JY29MHo+SnHZaEEPjCIXzV1onJqcmQCTmEeB6Ndic63B6Y5DL80NmNXLUKIZ6H2eODSiREnloJQ0zWYrhRj1anG75wEGt6+qAWCaGTiBHkeSAEiBgWOy3Wle0udzOA5sP6hiRIkOB/loTRdRhJnjCpYOzDjx8nlEVDF6axE5K9XV0LARw+ifZ/KA1vvDoPhAjFOl2pr69v886nHrv7cCrd/1bWXHv52FH3P/S22GisJj5/Vtq0mSwAOJsbIdbqoMzJHePr620GQa5pzLj4dc7mJkj0BghVKpkiI/PovvVr14d9vrBAIhEAQMBm29T9w/JmAEnJEydPHHXPghUSg4EAgG9ggHb/uGJpJOB7pebRxZsO9xpbna7AnOyM+LGU41BuiBpSRVo1Vnf1gBACvUSMRrsDs7PTMeCPFnkODSkLJYsKsSLE83FjxiSTYGWXHZlKRTQHi2UR5CN7Fd4O8RR5aiV+7OpGp8sDgCJFLtsrFDnalIRVnT1wBAKQi4TwD5GwiMQMKZ1YBJkwmjrHMQxCkQgEMakJmz8ARyAYLR8kiRaxHsxDA6KGW7PDAb1UgvEp0Zwzi98PIWVh9QfwYWMz7w5H4h7QBAkSJNgfCaPrMMKKxTKB6Kdf3AzLgnCc5FcuSQCAECIa+/BjX0iTkvM9XV2719187VxKqQPA+fFGl57/yx38icRCSCdNfvbFuwzDx80fPE8EHCilCHs8LZZtW+9JNSV9hNx8Q/x1lgWlFBF/VBBUqNGWNb331o36iuETQx53T9tnH98zmGzfs3LFyuG3zr9NV1FxIyEMLDXblm5deO+df9YaP29tv2dUkmFWslwW+77YO6Ir5zgohEJEKEWxVgOFkIMtEICC49Bod0IX89DZAwGIBQLwMckJAGh1ujEhNTle27HZ4YSEiRam9oZDkHIcMhVy9Hi8kLICcCwLs9eHNocLhCHIUMoh4zg02ByI8BHopRIYpVJoREKs6+lDklQCs8+HqRmp2Njbv9e8HYEActVq8KBIl8vQ7HBiwOeHUiiEiGGwY8AKvUQMAcOg1ekCQ8heOyl1YjHanC74Q2FYfIGrkhWywlePmHp6h9tTc9uajS//U/IrEyRIcOhIGF2Hka7vvtnWs2rF1pTJ06oIIRio2e7uW7PqT3tY/p05p6QgY2SS4SRPKOx9bmftC412R1xZfdwjTyxPm37EOEIIdOWVaSDkMwCzDvUcCCF3U0rnH7jlgXE2N/+oK6/0CRVKCQD4B8zOgNWyuvvHH67a/dxTjXedevL63RVVcxlTCijPw9nWgpDfB3VufizPiEiVWTnpjqb63WKD8YqcE0+5cMLjz9Q3vPnq9L61q/u3PHD3gwAeBACcctxvntfweXfMkWdkVrnb27ZuWXDv5wdqf2VladnoJMPLCiGX3mx31imFwuRrqsqy9thsHkcgJBOwhO3xeJGtVIBlGPCUQirkkKNWIszzqLPZ0ePxwheOgKcURqkEOwei9QiNUinS5DI02OxodjiRo1LCHvAjmyji44tYFr1BD0qVOnS4IiAgqLXakCSTYURcZsINTyiEEp0GP3R0IxQOIUSjcg5JMinCPEWb04VKgx4Dfj8MEikIIRim12JVdy9SpFLYAn6IWBYsQ2AQi9HqcMEbCqHf64PZ50cgHEGeWokutwcUgEEihi8URo/HG98N6Q6F4AqG0O52v5epUpCjsjP+K2RZMpLnIWZZLYCHf/Mb9TeAEMIAIIlctAQJDh//r40uIpMv1OTnX2Lbvu1YSukPh7r/2A68kaVXXH09J1MYulcsX9K7dvXPRDT/rhBC2MPxBXxmUV7qOcWFX2erFIUAYJRKZhBCTh70DMhS0gsHk+ajuwHTyw7l+BXXzwsmjRnHzf70G0x+5oU7f7z0kj2Uhkr+SJ9bF963vPq2u05RFxQdG3Q5+xrffHVhz+qVrsGC2z6rpavkk/fQqDXAOnw0UiZOgaezHa7WFoR9XmhKSuFqaxluHDF6ikijASdXAEApKxavAlBwsPPJPvGUTFV+4YfqgsJKeXIKMY4YFR5938KL1t9+80u/dE2OSmlcNGH0V5UGXTIASFjWwCNqzAQivDJVEVWLn5BiwqY+MwwSMcw+P0YkRR14AoaBjOPQ7HBCwXH4uKkVCiEHASHojQmYmr1eNNqdmJmRhjanCzqJBJ1uD9LkMlBK0ePxQC0WY3VXD3LUSggYgn6vby+ZiXSFLO61qjLq0eFywRuOYLhRD0FMwqHOasduiwXBCA+jTIp6mx2ZCkXco+UPh5Gl+ql4d75GhU63GzKBAJZgACkyKbrcXhilYqhEInR7vAhTHoFABHVWO8KUR63VjgkpJqhFoo0pculMIcuSwfuQq1LMwP+Q0TXmwcWXzF72xXzCsIKxDz26ZO2N1zz4V88pQYJ/IgdtdBFCWACzAWQDqAPwLaWU30+7+yilt//xKR4eKufdHprz7jKB1GSCra72+5Q5R9d0f/5JxaEeJ2a0LIoe3Xuouz8sjE8xSS8qLXrlm+PnTP/o6Flta7r7Lly0efvGQ9V/lUF/xKDBBQAVet3xw7SaFABdAOAfGGgDEK887e/vP6SJyUmjxnDa4qiNpczMwqgHHiw6FP2ad2w7jZVKTw867HzvmlULBs/nnXrmqPwrbz5XlZMLZ0szFFnZMWMyEwGHHXwojIDV0s+KRP2U0kGDCwAgTTLl5Z9xVnbDG6+27DveyPn3HaUrr7yfCFipvXbPc2tvvm4xEA3PTnzyP43GkaMFQZcTgVUrQMqrBKr8whMA/MzounN09awqg+7FBeNGpmQr5UMVaSETsOh0uaHgokrsGrEIfV4fdBIxslRKBHge/T4/3KEQCAWanE50Oj0eg1TclqaQSz3h8PcPb6m5Z1ZGWmmaQjF1p9UuEACFarHoiDClcASDcAQCaLDZoRIKkSqXY0u/OWKSSliTTAqVSAQJy8Lq90MbC1N2uz2QxRTqWxxOVBr12DlgiRtcAMAyBNZAEDOi6h2glOKHzm5UG/UIRyjGpybD7I2K9wciETAA1CIhgjwPpy+ESr0EuWoVBnw+WP2BuOiqMxjErgErPKEwSrXqQJPT9cXTO3Y/ccPw8vSh99QZDP3tNbpi9UyVyZOmGsYsWLxk0EsrMSXfW3z+xd/veeHZdQCgKRkmyTzqmNkRr9e786nHv0qETRMk+P0clNFFCJEB+AbA2CGntxBCzqCU1u3T/DYAf1ujy1g9UqDIyAQA6MsqkDf32EPqTflf5ozCvOvGp5hOjB2qeYqHAUw6VP0P+PwDYZ6PPyQdwaBjl9UW39FZ+9/nZwH8t2K9IdPX39+8ZdH9s3DVJYdqeLDivSslibTaP9xn5gmnvDXs/ItPVeXmg/I8I09LdyFWOsc4cvTNqpzcuCy7efNGGKpHgg8G4evthb2+7l173Z7bpckpM6QpqafwoRCYmFERCQRI0phxJ2Afr4lIo5XNeuuDF2WpaUYAkKWmLyi/6rpNNY8v+aHixlu/SJ44WUAIgUAiQaR6FIpffwGbZs4d2HfehBDm06OPeKZQq07lKUWT3RlXlfeHw7D6A3FPVq5aieXtnZBzAsiFImzu6wcDAl84jMqYJypbpcCq7h4ZC1KcoZSTeqvjjDFGg8YoETd93d6xI0epvMoolVS1OV0IUxovzRPheazp6UOd1QYWYIOUxueRJJOiwWZHm9MFSoFGuwNleh12DljR6XKjWKuGQijcq4RPn9eHbKVy6DqRo1Kiwe5EtloJpVCIPq8PG3r6IRUKogn8ER75ahWssfI/QDSJP1P5kxGsFApjul6yyNxPvtZTSt1nAzg2J2u+kGUNWpGo2hYIbP+0pf32s37nZ+lQUnHdTeN0ZRVnhH0+Z+vHHz7c/uVnFgAoueiygplvffim1GQqN2/dXM/JFfFcU4FYzIrUGiMQNbiqb53/ub5y+BQ+EoGqoPA/hJCLE4ZXggS/j4P1dF2LaKjjCgCNAOYCuATAWkLILErpYd9JdahgBNzex6J/TAWd30TO8SeVp88+6iWBRKq07tr58tYF994/+JpaJNQPbSsRsPqf9/D7Wbh5+yepctkjw3Sa8wKRiGub2XIzpdQ7+Hr/+rUWAFXxCw7xLkVHUxNVZucSwjDwmc0Y2LYtdOCrfh3TqNEnq3LzAQCEYaAtqwCRya+gHvfSoNNhi+VtgbAsxFod3B3tYAQCqAuLEAn4Jetuub5+1H0Lz6Y8Rf/G9RBqNAh5veBkMjga63VDKw0QQpjya2+6JhLwG339fZAYkyAQi1mx3pBVfP5Flyoys8uGllAScQJU2PvR+fzSz3DumftOXawScclAtGi0QSrGdvMAQhGeD1PKqPf5u9CIRWi02ZGmANzBECamJaPXE3/rQAhBhkKBCKXEKJEgKU0qAqHHeQIhTElNQa5aiW63Fx1OF0wyGWqtdogFLCKUQsQwsIbCELEswpEIaq02FGmjSvDBCE+zlUoiZFlUGvVY1dULtYiDUSbB8vZuFOs1qLHYIBWwELEs5JwAQT6CJocTSiEHBcfB7PODYwiY2K0RsSw0YmFc/ytPrULNgAVqkQjuYBByoRAGiRj1NjtKYnIZfR4vgpEI6myOtymlcYG2Zc2tVgCnDR4fuOT4oSf/tH+lp806cr5AItHZ9ux+zz9g3pZ7yunLJPqoRSxUKscQQqZTSmnyhEl3aYeVDgeA1MnTSga2buk1DK82AYC9vnaLefPGFQCQc9xJx+grh08BohuBTOMmXmgYMWohgKa/YIkJEvzPc7BG12kAzqOUfhw7/ooQ8jqADwB8Swg5glK6/pDO8DBh27OLl6WkMpxMBk9PN/rWrw/g/LP/6mn9aeScePIP+spqDQAosnPuK7vq+q4djz/8MgDsstg+yFMrz9WJxcpwVM/og0M5dsx4uI4QcjOA8NBfzZU33fajPC29wNnS/E3NI4sOi7Ng7fVXsoE77glLjUZi2bkjuPuZpeIDX/XrhJxOnlLKDBo7EZ8P8Ho2AMDme++8XGoyTdMMK8/22yzU2dxMlVnZTNjrRcBuR9DhaKy6+fZp+qqqqzX5BUB+NIWrb+M6KDKzqfr8wls0RcMyCSFnUUr58Y8+9Wjq1OlXEoZBwGaFt68XNBzuoIRcXHzR5WOsO2vgX7cacqcdnEiEwu4OjDYaIGUsL19TVVb76NYdOwfnTSn1vjxryicmmexkAAhEeER42vh5a8ej11SVLd3SPwAhwyICCq1IiECYx5HZmfisuRXH5GZDLBDAH+FBKUUgEkGD3QGpQIAAz6Pb7YWUE8AkkyE/VYVAOIx6uwNjU5LQ6XJjj9WG6Rlp8Z2LvlAYnlAIY1NMEAsEcPgD+LK13cWxbKfdHyimoBALOLQ6nJiWkRq/rsFmx+4BK0YnG6GTSNDicGGYThv3pNYMWOARCjEiyYButwfecBhNDid8odBedSGB6I7GYq0Ga3v6kK9WgUfUONvaPwCtWIQ2lxuuUPi5eas3XPxHPzOHmqyjj3tVV1E5GQCUOXlz2r/87OlBgwsAFNk5k8U6vRaAhRWJ4tswGY4DjYQ3tn/x2XeEE7Cd33z5atcP3zkAIOzzBgd/MAAAHwqF+FAo8OeuLEGCfw4Ha3RlAfhu6AlK6TpCyITY+a8JIUdSStceovkBAEbdt+BFTXHpqeB5fmD7toc333fnXX+0z/W33siWXHZVQGZKFljq9tibX39Fd+Cr/hkQQpKO/m6VZvBYrNZAmZN9LICXs487ocRwzKn/3li368MT21vq+r3+tvnrN795qMqZxPJIBJTSEKV0Lw/T6Ace6so75fQUgViMgMPxr+Hz7kjbsuDeqYdo6DgxI489YMODYOuD96TJUlJ7deUVCHs86N+0MUIp3RAbLwAgR2I0ZuWd9q//5p32r0mDxbr7N29C49uv31Fy8eWvKnPy5I6mRjAsC5/NAokpGZxEQgAgeeLkM8quuv5tAB/L0zPOGKy5KdJo0b3qxy0dX352SellV23w9/UgadQYEEIQBpDx3muYuHsroFJCIRTKxiUn3U0IOW1yanJRzYCl2eoPeOav2/yva6tK17CEVPV4vLtXgPuYu/SaZ/Z8+T4mpyXHH7irunowPsUEQggMUmm87mC+WomaAQt8oQjGpCTF70mTwwmry4+ymKaXSCCI52KlKeRoc7rjhhMQVZOPUHFcGV4lFsEgkUj2WKz5I0zGuNeLYwg6YnpdYUoRoRQ5aiXq7Q7IPV5YfX5kq/YOCWbEyvykyGVY290Hg1QMbygMZzAMk0wKEcvCEwxBKhDg6ZrdV52Ul31RBCi1+/1wBkM0XS4nQZ5HlUGPjX3mjkP3yfl9FJ9/caG6sHiKr7+vfdviB78ghAiO+mL58MHXOZlMyMlkirDfHxGIxSwA+M3mFr9lwAEA9rra1xWZ2dM4uVwcdDm9rtaWVzfeffu7AIBrLo+PU/Po4mWq/ILXTWMnnBkJBkK9a1bePbBtS+efu9oECf45HKzRZQOQAmAvNXBKaTMhZDKihteXhJAjD9H8UHTuhaeXXHTZuUJF9EtUrNffaRgx6h3zpg27/2jfu596XHTgVv9I+v3mfr/UmCQGgJDXC3dHx+asY46rKD7/4vWq3HwRHzkery7/Zvvqa6+oPFQaFyPuun/LEe9/WsVwHMY9/LhzzfVXqYa+rs4vTBbEkqVFKhU0w0rH7bejvyGU0j5CCCPPL3xPKFfsESsVC3DnvL3a+Pr7Wyc88exw0ZBcI4nBgJ7VK6U5J5+eJVSaEXQ5oC+vgiIrG74BM3zmfkgMRhBCwIqiyp58OCQdMi4iHvdA67IPdpVcdCklrIAMDS06klNBaggC4TDanS44AsHit46c1lFu0CV1ujyORyeP/fi4nMxHr1mx9tHBayY//cKTI23mSUJCMLSvNIU8fqzgBNjaP4CRSQYwhEDIshAwe9uxgXAEzuDeVa/CQ8VSOQ69Hi9MMikopfCGw+BYFjZ/ALZAACwhsPoDArmQixtiAGD2+lCkVUMe81Kt7e4FyzAYmxwVLW13ujDg80EviaYpDfh8yIrlZXlCIShFHPLUKkCtQo/bg/U9/VAIBWiwO9w7LfYj36hrXH1KQe77U9OS/xXi+WAwwmvHymW3iTkB0+J01a/s7nntr5TlLbvy2qr8M876XJpkMkWCAX7sQ4/eTil9cOYb79fI09LHA0DY6w35B8zvdH771S51YfFZkUDAZd64/lZKaRgANtx5yxsV193UyUql411NjX2Nb72+DHf/PAWXUsoTQs5KnTZzUdjv8/SuXpkIKyZI8Ac4WKNrE4DrAFy67wuU0vaY4fUtgC8PwdwAAFJTcvWgwQUAYr2ByFJSxwD4w0bX/1copXTMgsXfC6Sy2YRlwYdDUGRmHSUxGEeqcvNFQDR/Q1taXkEI0VBK/3DZIqFSNeyId5dVyVKju8mkqanK8mtu+Lbm0cUzBttEAn6KWPI5AIQ9nj+ca/VnMv6RJx9PmTLtBEYggHXXjqma0tJ3WZFEb9my6Y5R9y64QFM87EKf2UzCfj8Gjcug04FJTz3/rGns+EoAiASDIAwDd2cHaCSCkMcNUApXe9tXjW+9/gkWPYCw19vvbG7KJCyLiN8PIuA2UEq9Yx5c/IEiJ+9EyvMY9ISZOlrRaHegy+2BPRBEvkpRLBeJ4AqGkK1SqByBwFmlOu0RV1aWznhi284dAMAxJH90/Q6EeIqhoaUutwehSARhSuEN80iRReUeGm12TE5PRY/HC2cgCKVIiDDPIxAJQyESYrvZgiKtGjZ/AH0xnatWpws5agVaHE50utzQSsTIU6vgDATR7nKjIuYd04pFWN/Tj0abHZkxo08lEsYNLgDQS8QQDlGPz1Aq8F17JxRCIXhKIWRZ7LHaQCnQ5/FgbExRHgCS5TLsttrR6/HufnF3Q+WgXtw79U3diO86Bq6qLP3BIBEn1wxYv3u3obn3MHx8fjO6isozpEkmEwCwQhGjLij6N4AHO77+4mw+FLyLFYv19vq697csuO8rAF+NXbhEoCkuuSZ54uTXR9+/6K71t930EgAIFUptyuSpN4hPOUObc/zJF2Ufd+IxLR+937/veDHPcM2fusgECf6hHKzR9RKAjwgh31BKf5bnQyntjhleX2FoIvQfwF5f+5a7s/NqeVqaAADsjfW+vnWr3x98fdS9D56mHVY+nzAMZ9u987F1t974xKEY95+OKq9QrszOiR8zAm6MpWZ7x9CHbCQQ4AF4f6GLg0KenjlNpP0pgisQiiDW6VOHtulZu2oREXDzRGo1fP39tPXTZcfjkvMOxfCHjTEPLt6uzC8Yxvv9EVYmZZiYR8bZ0T5u8jMvjWOFIvSsWjEvaez4sEAkErESCTq++ZJX5+Uz4UAA7d9882rZRZecCQD2uloQAQufuR9ChRJCVdQR6GptMa+//ebTPZ0dQQDwdHXeqy4sepyTK6TOpsaanpU/PIurL8W6W244KXni5BmFlVXP5yYnZ+r7u2HasQXjUpMhYll4QyHssNhgkgvgC0diuwEpOpwuY4pUshDAHACwNTS85WEFM5PFYuyyWCEXCuEIBhHiI8jXqNHmdCFdIUON2YJZWelgGS1cwSB0YjG29g9AwBAYpVJUGvQghGCXxYp6mx3uUAhleh0295mhk4hh8fvhCoaCWrFYOCg4CoK4dhYAKITRGohBnqLZ6YKAENj8AQzd/RrgeQyx1UEpRbJMCqs/gCKtBvpYHcYdA1ZMTEtBu8sdFzi1+Pzwh8Ouz9s6JwwV6N2Xx7ftXH4IPi6HhIjX59rr2O+TVVx74+jal59fD2CvxNSSCy8dW3LRZfcPlpcS6/WPJ0+Y/H3PqhWtuvLKuyTGJC0AaEqGjU6fNfsKAAnx5gQJDiMHa3QNKoP7fqkBpdRMCJkG4JCEGJvff2dTyUWXnZw0eux8PhwOdS3/9gpff78DAJInTEof/cBDz4q1OiUASJNTFhefd9G6PS8+d8g0pf6p+M3921BUPBGIPqRoOARlXp6oZ9WKdn1ldUbI5aID27a+HMtH+sPYdu94ZmDr5kdN4yYwAOBobsJAzba9hMt2Pfn4LQBuIYQYKKVmnH3qoRj6kJNzwsmVqdNmPcpHwsXq4lKjOi8PAFjLrp2IRCJo+/IzpE6YBJFKDQBIn3EE62hqZAFAnV8AWUoqM7BtM4wjRgMR/ihXV+eATqUyhv0+SE3JcLa2IGnk6Ph48oxMg7akNBdRTzPW33bTCznHn7RWakpOt+3ZvW4w6RkAelau+BZA1pS0lIwkk+FppUE/Z7CG4Obefgg5AXhKQSmPPq8Pdr8fGUoFkuWy2feOHXHSHWs3vbd58YMvnj/3qNFzRex5AZ9f4A55g7kqpdDtD1rqbHZpoUYtMXu9dKTJSJrsTvT7fDBJpXAGA2AIgVjAQini0OZyR+sdCgTQSyUY8Pnhj0SQrVRgq3kAZp/vB7lAuJmn9PoWBwujVIIWuxMqsQiDvihnMBiVgYhE4iHCDIUcq3t6oRGJEIx53qQiAfZYbdEk/kgEhRo1OtweOILBuNElYAh4SqERidDscMIVDCIQ4SFkmde+aus4ZEXoDzfNH7z7GKdUjlfm5c8M2u1ErNOnZR9/0leVN94yd9tDD64a2pZTqSZ6e3sEhGVBw2EosrLlIo3GBKCVMMxeuwgYjvv/mm6RIMGfxkEZXTGhz29/Qzs7gLd+55x+xu7nnvoIwEcAgIvPjZ+XGIzpIo02niDDyWRCscGYDiBhdB2AmieW3BwJ+DMUufnHgI8QRVYObDt31Ky87MJZqsLiEd6e7vagw973R8fRVw6X6yoqR2UceVQ7GGajs6V5NGEYCFUq6IaVcfu7hlJq/qPjHi4Mw0cYht9212pNYZEUAJwtzfD290FqTIJYo4G7rSUQtFlFAvFP3hrCMHB3dUTSpkxnAcSkIkrgGzDDUD1CW//GK58wDClxd3amqotLxEK7Ld4nADiaGroL/33eS0e8+7He1dG2ydPZ8WDzh++twa+E2H/o7G4HcNTzMyZRIFrTkBKCkUnGePI6wzAIR3iwDAMKQCcSvTIxxbRiZXev+YVPP7uYEHK5nONkEgEbrDToShrsjroCtUqcpVRUtThcnRzLaFNk0olnF+c/0OP2En84gly1Cp1uD3ieIkupQI/bg0a7E+5wGMFwBEapBE0OJ7yhsO2Tlo7LTi3InSliGJi9Pmzs7UeFQQe9WIxmhxMsIWi0OzA9Iw31Nnt8bd5wGFlKJVJlUjQ6nMhVKdHscCIUocjURg0zi88PBcdhIFbbMszzaLY7wl0uTyhVIRM4AsGwMxAKSDnB6q87uu/8Wb7EX0jlDfOmydMzqr093Vu3LLjv21H3PPAvRVbOFF9/f9PaG69eTCl1EEKOnPryG4368sqcmKabSl1YdGzqlOk7ck85/WahQpFk3bnjY9OYcRcNerTDPh+6V/ywve3TZZsBwFa7+0lpSuoSTiYTujs7Wvo3rHsJF/77L1x5ggT/fA5bGSBCiDpmfB02+tav3Wzbs3udtmTYGABwtbbUWXduX3k4x/ynYNu9ywfguDEPLL5MmZt37MDWzX2d3359eyx/4xeN1rJrbgyYRo8RMhwHW+0efsPtN//iLsDcE09JGXHnPZ+qC4qqAg67y9ffHx4a0pSakvMO6aL+BDTDSs8YNLgAQJmdg/5NGyA1JsHb2xvaufSRIrACpTw1bWvq5GkMYRgMbN8Gy46ap1MnT7tiMHRL+QiYWNFrGuHZsM9nNIwYKe5d+SMMI0Yh4vPCVrsHnp6ubYqs7Dx9RVUKAMjT0+e6u7smV1x305Hblyxac6D5djldkbU9vaw7FEKBWr33bkFOAFsggHGpUb9SnkopYRjmUwCjASCWdD3oRdsc+78bUYFkAMAz0yaOTZbJiD8UQYZSDr1EEq1VGAsRJstl6PV6YRSLscNig9Xvh5BhkKNWaV6YMWn3D509D1gCge9z1aopExVy0mh3olCrgUYsQoTn4QgEsKa7Fwohhx86u6ESCqGTiOO7EX3hMBhCkKdWweLzYU13L3RiMZQiIWScAC0OJwBgwOt3bRuwHv3S7voV+96jcw74rh96CCECAPy+1TxG3nX/mbknnfYCJ5eLwl5vaOTdD7yYNffYC1mRiKGUQqhSXzDiznvmUUrfnfXOR70Mx8X/oIIOx0Dh2ee+ZBw15ngAEBuNZwiksrg3SyCRIORyvjq4a3jdLTc8OeziyzdLjMZMe0P9qsa3Xu/6k5afIMH/Ww5Wkb6XUmra59xblNLT9tPchqGJFocBT3dXIPOoo4/JmD33EsKwXN/aVS+1ffbJ39ZL8ndk3a03PAXgKQDAOb8u6UgIueTIjz4XDoqAytMzmWFXXhvc9cQj+1WWTZ0+82JVfmGVq60VvgGzguGEEWdzE0Q6HRiWDThbmv7nDGSfuX9bwGGPhw6DLhc8vT3enlU/OluWvX9C34Z1rQBACJHknXdhrUxvTAtYrT21zz99rb60PDtl8tSjwn4/PJ2dIAIBnC3NAW1p+XROJhPJkkzgAwGIVCpApYLUlIyA3Zakys6VD47PyRUQiCUKdWHRHAAHNLraXJ5rZBz3BAggYhm0OV3IVCpAKcX63n5kKGTxtoQQGKWSjIO5Hy1OFxMIhxEGje8W3BcKwCiTQmR3QCIQghCg0WaHXiLG9IzUm6/7cV15sdaZcXpB3kcqkVDUYHeAYxiEIjySZTLw+CnP64fObpTpo0KlZp8PUgGLJocTwUgE/V4fwjyFKxCEIxiEMxCEOxQyNztc967s7n0/lhz/lzNu8WN3z/ns2ytpJBIY8+Di+etuueG5wdfUhcUnc3K5CAAEUimnzM2dw4pEDBB9f2SpqTna0tL/Vlx7Yw9h2GsBPMsKRenWPbt2utvbGpQzj7x+sC9ZSpp4YOvmVrFGmwUAfqvF5u5o2ytSsevZJ9cBWPcnLDtBggQ4eE9X0n7OnYohSsx/NjEjK5obdNkFf9U0/l8gTs28W2pKjh9zMhnkqam/6OkiDMs4GhvAcBy0w8owqBdk3ral21G35/KtC+//+k+Y9iGl48vPV4y6d8HT2pLS88EwxLpr59sbbr8pKuI6JOlfW1U1InParGx9RSX4SCRDO6w0sOqqS7iSS664SV9edU446DemTZupIYSIAMC8NVrMgUb2ri9Oed5hb6jrVecXVgGAp6sTIq0WttrdM3XllfdZarb5f22+L+6pXzo3I1U5PTP9/p0WG4wSCTb2mtHr8cAolcAVCv80FqVod7q2Hsz9SJFJXdvMFlj9AaTKpJByHDiGQb/XB6NUglanC65QCI02O7RiUVzZPUUmwx6rDWqRkK3SaxaX6LSZXW6Pq9PtaTVKxAXpSgUhALabLRiTkoSt/QPgKQUL4NPmNuglYmjEIgyL9bextx+TUpOxpX8AvR4PFBzHB3m+bsGmmmp7IOA7VDpzf5Rhl1wxqeSiS29nhVFDSqTRLDGNm/Bl75pV7QAQ8XmtQ9sH7Y4BSml63EMaDkGoUErkGZnDnc1NK8Nu97ZAyKrKmnvsZACT+zass/KRmBc1HMbA9q0Lwj5vnkAsUVl21ryx8+kntv/Za06QIMFPHLbwYoJ/Hv6utipHU2OXvrwSAOAzm2GtrfvFh373iuXP555y+o2EENGgRAIAiFRq0eb77lqGe+cf9jkfDjbcMe8yAJcBAI6fs982WXOPX6avqAQQld9IGjOWURWX3LPr6SduV2RkLhl5z4ObCCFxgVqRRgd7fR0i/gCstXugysmBq7nZ17t65SVht6shacKke0Uq9VkCiYwLud1Imz5rFI1E1uI37BL+tL3rgZPzs9dX6bQfOQIBiSMQdNr9wQ6OIcp6u6Oj3+vLS1fIhd0e74/XrVx3yjUHcS9ana4tOUpFJEetZFscLsiFHCKUYsDjxR6LFY5gEAZJ1Pgapv9p96pJJoUzEESAj6DcoJ+dLJNCLxGjRKfRf9naESzSaoTJMilMUgl+7OzGcJMROrEYvlAIOy02jDQZ4QoE0en2gADwh8O71vT0dvR7/Rs94fDua1auf5tSSq86iLX8GYg0WuOgwQUAnEIpE0gkKQDaSy+9skxTWhboWbO6TWo0GsJ+3/buFd//m1L+CllK2gUsJ5CK9UbY6/YEQ253uWn8xJuESlWqPC09vuM4adQYbcfXX65VZucInM2Ny2qWLHrup4oPp/8VS06QIMEQEkZXgt8MpbQ7de6xPblOp0kgkZC+zRtCDS//R/ZL7RvefK1txuvvbeKksvFhrxcCaTQVKuiwbz7YgrnHZGdcOTY56SExKxC4goGwUiiMGKQSkSccJv1eLx8IR7zFOo2cgJBWp8u2qc887v2m1n2LsP9hCCHFYxY9skuWlk68Pd1028ML53q7Oj/ft13E7wvvVT4lGETY6+0GgKp5dzws1mrLhr6etm0Tdpv7IJ0wFUKpFH3r1qJm6WNn2nfvWAEA4x56tFtiMHJDc+LUBYWVJRddduHu5576z4Hm/W5Dy3cAFAdqd+1vuw1xHtm6Y/0tIyquqjYa7w5EwmoQgKfUssvm8GbKpcYQz2NDb/9KhmG+zVAqFyfHPi1hnodQwMIXiCBJKkGGQo4ejxcChoFRKqHKWM1HkUAAnUQCXcxol3BcvBC2QiTEDouVrujqOeGFXXUfDZ3XXQe5jsPB2IVLblLlF57JBwP2vg3rb96+ZOG63jWr1uurqpq1JWU5AOBsbEDJRZc9XXDGWVcUnnvh27LklFQAMG/ZtGL5v0+fFsv5urrkosueTJ4w6S53V1e1cfSYfHVh8fl+iwXurg5Ik5PBxjYi0kgElu1b5q25/sofAQA3XP0XrT5BggT7gxzMsy9Wc5cc6Nyvnf+Ffj+mlB7zmyeS4G/PmAcXX64pKrkiEgqyPotFwUmlWsKy1rDH83nn11/c0fT+O78pv6by+nnjp25a9cWpJr1CLxHD6vdjS68ZjmAQAZEY7owsSCxmlIRD0EslUAg5qEVCfN/RzfOUbvKGw+/esGr9I7Gdt3+YsQ89ymcceRQhhIBSiq7l39JVV1/K7NuOEKKYsPQ5R/K4CSTs96Pj268jYo2GCKRSYmtscBeedqbC2dIEqc2KqqY9OLa1HtfNORW6sop4Hx3ffsV7dm4/8oiQb6lOJsv/PquAKI+cC8IwCLldCDocsDXUBUQq9Y8tH753dvMH7/6lop1Di3Lvj2uryq4bn5z0kIzjmCAfQYlWg50D1niZIABotDvQ7nRjWsZPEm6ru3owPvWnsHbNgAXleh0opXi/oeXjeWs2HHuYlvS7qbr5tqPzTj3jo0GvlmXH9vZtixdMHj7v9rdkaRmjvX29CNis0JdXghWJ0LXi+29TJ0+dMRiOp5EI2r749IJdTz/xwtB+Z3/0xW5VXn7x4LGrvQ0Rvx+y9AwwLIOelT8+tfqay6442B81CRIk+HNIeLr+QgghKyYsfW6SPC0NYa8XHSu+99U+s1R64Cv/ngy/5c458vSMKnt9rTv/9LMWcbLozinfgBkEgKenp6n+lRev6Vm90nWArgAAYp1eevTMGZ/mEapocThh9vlg8/uRJJOiQKdBmlyGRo8Dr518NpgvP8I4vwdasQitThcmpJoYEcuOopSOEjAkF/upovB7kKdnxMvsEEIgTU7Z7w8LSqmLEMKmzpj5sTQzZ0T6xMkmQ/VIAIAyO1fR8vmnyJl7DMJ+PwSfvrupKxw0MiLxXknsQqWKHKmWf376gFMArx3Tt63GTUoVxOmZYDgOYBiocnJFioysmRG//04Mhjz/Ig70oH9k644l09NTX5icmvxgiU593C6LjfVHImoA8Y0YNn8AfV4PasyWmLI9RYZSgY29/chRKdDj8cHmD2DHgCXU4/F98PzuurPm/fKQfyqEEBaISutIk0y5Q8OIkiRTRunlV+/UFA+TAYBQoYCnuwtgYp8llvXbmxojiowMlhVGPXmZc4+5jxDyOqXUDwCG6pEZFdfeuJdunqerq0GoVLbsfOrx972dHWs7v/1qZ8LgSpDg78tBG12EkB9+y7kEB2b0gocnpkyaMrS+3f63f/3FEELY6tvvPl0gk8n61q35cH+lQkbdu+CCnBNOflogkQgM1SMj/gEzy8misSSxVgdPVwd0ZeXj02fNPgHAf3/LuFdnp2+dE/aoU7PS4QuF0OnxIkuphD0YjEsGFMilGLnhR+ysGIGc5Z+j1+uFghNgp9+PUp0WIpZFrkp1/jklhYte3l3X8kfvhbe3h+pKy+NvmM/c/4sPOEopJYScMuqBh6zyzKz4eYnBAAEnCNlq92z29nStvuX9ZfMopeG7Fz/Gq3JyCSMQwG8ZgGXXLleu0xbXoVMJOVTX7sB6EBfhBESk0co1BUUAAE4u1wNA+uw5p+Yef8qrrFTK2uv2tG6+d37uH13zoeS7ji4HosbhZQBw95jqRTkqxY06iQRWnx8Wvx8lWg2cwSBK9dq4xAUB4I9EUKBWYX1fILRk607dyq4e119qZcYYdc+D54gNhhuPXPZlDiHwjl30yP2uttblenN/QGIwigAgaLdDakzaKxTPR8II2h3wD5iDUmPSCE9HW4ciPT1r8HWJ3pCkLirRA+gcs+DhKyY+/vRDIY9XbN29yy3SagWejvbv6l7+z+k9q1e6cOpxf+qaEyRI8Ps4WKPLAqD0N5wbPJ/gVxDrDXsVFBZI/n5OLkIImbj0uVeSJ005gxACTWHxZZlHHT1DmZ2bocjOGe/t6a7dtnjB1+qCwhMGS41wMhnr7mj3AJABgKu1BbL0dFBKEQ74g786YIwcpdL4wPiRBany6HNKwnEQMgxS5DJYBvYWyedYFqQzWmuvWKsGGysPMxiGCkQi3LjkpDMB3PdH78fGB+89k7Ds61JTMvH199Oa/zy1EJdf+IvtKaW+iU8+XxOwWEZJ9AYAQNjvh6enu2vN9VeNBQBceQkAYN2N17D+ebe7pKZksaOpoVaRllH7UdmwE1f6vMjesg5pfBhWoai7/cvPqpS5+S3y1DRq3r6dZM+ZG7TX7vkIAPJPP/tN4/ARBABU+QU5lTfftmHbwvtH/dF1Hy7mr9t8083VFfYspeIqp9+vz9NqWJ5SmL2+aN5XTE3fEw7DKBFDKGBh9vo3rezq+U3e0sNN1c23z06eMOk5aZKJi+UsiqVJyQ9ufeiBkZadNSskhqRZnEwGWVoaGFaAgW1bXbqKSkXY4w70b1j/hCIra5axelQ5AJO6oBDmrZvthqpqNQDY9uz+xl67u4sQIjrq8+/uE6rUYqFKDWlysrzulZcu3fbQA8/g3DP/yuUnSJDgIDlYRXr94ZrI/0fs9XURTVGJQKRSgUaLGv/twgLqopJUQ/WI0waNQ1V+Qblx5Jgb06bPvDgSDCpDefmY8cZ7AyGXc6+kdb+5//Neq6U57PdVa4pLJhHCCHtXr3x364P3vosH7jnguMaZR9wfdO8tuRahFDyl6PN6kOyVQC+VoC8cxi6JEuVb1kGhkMYNLgBgCcG6nj5oRSIEIpFDUkMy2Nf7JoA34/lLQwyujDlHD8854ZQfRBqNzN/f59j+2EPD7LW1PSwn8PZuXI+Q1wOBWAJ7U0N4++IF2fv2HQsLyQGg4Mx/DzOdcsY6Rq1Bc90eWC6/CVsEAvStX9toVOu704+YwwpEIvitFjS+86Zz+8ML3iCEkNmffE0AIOR2IWCxQKI3lhNC2EOV03Y4WLh5+wOTUk0vXlZe0lWm12J5eycEDMHq7l5kq5SIUAp7IIgCtQotDqe/3uE4+8C9/jkoMjOrCMsOGlwAAL/FLNQPH/Gos6lxuyw5ZbhAKtVzUhmCblfIXl97c8uH79ZwCkVqyuRpkzmZImVof2Gv74veNauaw16Pp+ndt5YWX3jplfKMzFNt9Xsk8vRo9JkQAon+f/urmBDCjFnw8LXytIwqd1fHznU3X/fQ3/kzmiDBoSKR0/UXsm3hfVzlTbeF1AWFrLe/j2687aYPcNUlf/W09sLT3ekIud1uTq5QAgAfiYBTqoazIrEy7PUiJpSqd3d2aLpWLG+Xpaal0XA44unu5jffd+etlFLeNG5iNieVqjq/+7pmXwXuX4Imp3YP7OzBzgEr8tRK9Hl9cASC2No/ACFhYfb60OR0IkkixXW9zfAatKixWJChkMe9h4EIj1CEhz0U/PrV2oZnD4VW020jqyaMNhmXfnXcbNN/pk/65KLlKy8ZfFjknnDyd0ljxkZ3CBYWaSLh0EYAaSGftyRr7jEQqzVwd3aARiI/K6VFCCkaec+Du0Q6HbHs2mWTpqRcKFJr5D5zP+TpGRgspJ00euwkW10tBLEdfGKtDtrSMj0QNdpmvPk+Qh43/FYrFJlZkGdkioRy+WuEkDN+S65P1vEn3ZwyacrdEZ8vXPvyC+Md9bV/iq5TlUH/yHCDnlnb04exySbIhBwGfD60OFzgATCU4sOGFneL2z3y+Z21jX/GnH4Lrra2rbqyyrCzuUmgzMmFs7kJ0tQ0ZB993NSgxz21/YvPPgwMmL/iZHJFyO+zJY+feIk6vyhNYjKpZMnJEnt9HSjPgzAMgk4n9fX30g13zLsdACq7up7JmnvMxWKdHkGXC21ffg5DZRWCTkfQsnPHL5aA+l9gzKJHbs44Ys4DhGGgLa8Aw3Fi/D02nSZIcFhJGF1/MdsW3f9T/cFbb/wLZ7J/gg6Ha/QDD11vqKpexEokMsv2rS9xUqnXb7VMHyqUyggErLF6VBonlzNhn4/hI/yp019/9/iJS5/d6WpvneTp7DiofKruuj2PbisfcVtWy252fW8fRpmSkBkreLy+tx8FWjU63V5kKqO5XTIhB5mAw8quHsg5DgM+P9b39Hzf6PJeuqanr/FQ/YoebTIuLdFpKgAgW6m4YOH4UVsAPA0APKUKV2sLQAgYjoNYq9MAgCwlTS1WRyW55GnpcHe0F+7b74Slz+0ZzO/TFpdqG9576wV3R7tZIJUZaPinqVNKEQnsLY0W9nrjxlTnV1/eHxg56tbUyVMJEPWK6KtHnKotLbsZQPuvrS1z7jHnFF9w6QJ1Xj4AiKSm5G2EECWl1BXrixn/yNKHFdm5x0X8/r7+Teuv7luzanf28Sf9G4QwHV9+9mrHN1/9rsLRLIFhl8WKFJkUMmH0T0IvkcATCoNSinq7A/dv2pbkCAYPicfyULF14X1fjLr7gYtk6emnONtaNWKNNl+ZI9ICgFAmhzqv4OiO5qYbdyx9tOmId5dt0RQPq3K1t0GWHP3bUWTnwLx5IyTGJDAcRzLnHnN61c23v7N14X3LdOUVZ4p1UY+WUKGAMjMLArkcQadTmD7jiLMA/PhH55+TklI2Nj1lraisUurOLSA9lgF0d3Rc0fT2m0/+0b5/DUVG5hgS80oTQiBPTR9zOMdLkODvwsGWAbrhYNpTShcf3HQS/B1Zf+uNzxNCXpUmp4g93V2OrKOPS8o65vg5YZ+vUJ1fAADw9vVG9KZkFgA83Z3QDSsForvShrNiSc+YBxffvu6WGx7/rWN2fPOVraKsLF+antJQEg6zolhuT4Tn0efxYlOfGWIBi3QqA0MIetweqIQcLD5feFVPzyPeMP/yf+uaD6k3gBBCvjputmnIMXQSsTH2b8Osdz5iFVnRqKHfaoFlR40DOBmgNIAhO/RAiHPffmcv+zLuoZMYDNCVlKoa331zTsbsue+HPR6ppqQUArEY3T/+8Im9sT6HEQqHiVQaeLo60fDu21cMhjlrX/7P7ZXX37yJnzDpQyZ2z8Jut9tvsTgIIQRC4esIBi+nlP7MONKVVy2KGVwAAENVNYzjJr4M4EQAGHHXfeemTpt5TexhmcWHQ88YqqqduvLKSQAgT8s43Thi1Iz+TRs8B3tvO92e+1pdrmlFGu1eu0HDPI+t/QN0u8U24+9mcA2yYf6tLwF4CQCmvfj6NgDa+IsEgtSp01clj59YUHXz7SkAwHAcBnXr+GAAiuwcDOb7ASDSJFMGAESCwdDQcSKhIIRyBQIiEYJOBw6GgrPOyTRUjzzb21Cv4jauHV0wevR4k9NObi8rxESTEQi58EF/NzbOPRH0u2+WEkKeG6zReKgoveyqCRKDMcNeV7vSNGHi3ukIloH6QzlWggR/Vw7W0/XQQbZPGF3/EGjUcAgAQOsnH/URQkqG3zb/tZDbfQxhiL979coFnEI5T5WTq2ME3F7XSo1GhVinf2TqC6/OdbU2P7Pp3vkf/JYxt+/Y0UII4Y7PTr+PUnJpklQsbHN6AjlKORfheXmP20O63F64Q6H+FofzO3c4XPtjV+/CLrcncODeDx5KKX1u+sRl2UrFRYQQmH0+yy6L7TMAMIwcc7UqryDeVqzVgZVK7QBg2bHtMYkx6TZQnlhr90T61625HhecvVe/s975aOgxvH291NfbO9Cz6sfZSSNHX9694nuZZdvm9xveePW/lFI+plsxlVK6HOfsrTS+fcmiZfL0jKd0FVXnR/x+r3nr5ptM06Zvz5l7XKYsJRWenp7TC8690Fz/0n+MQ6/zWy194UDAMBi6DDgcCNgs8VCoxJCUSobkzIW93kzT2PFxVX3tsNIxxlFjJgH44mDv7TsNLT9cUV5yfjDCLwWB1CSVotnhRLvTxS/ZtlPd7/X9LRLnD0THN1+cS4TCtSKlUkQpD1VuHliR2JR/5tm3uTs7PhNqtedF/H7Y+urCEa8nJE1OkYTcrrjR5evv67fX1y4HgK7vv71EqFS+qczKYTzdXYgEo3tQIoFAoG/t6sd+qVaqSihUVaSmbBJWDc/0m9IgH1YmKDpiDkF7K7RHHgXMngtXeytO/eJdFJmMcWP/BGsPtpv7oRFyUOUXpANoPlT3ZcyCh68uOueCxQKpVODu7Gite+3l4xiBQCoxJA33D5hrGt9+/VZcev6hGi5Bgr8tByuOur9dikNRA7gFwBwAPkrpb9qOlxBH/WeQd8oZxanTpr8BilLThEkCQggoz6Nv43qYRkc36oXc7kDzB+8etXXR/d/93nEIIcxvzQ071BBC2IXjR12ok4iTdllsny3ZUrMpdj599sdftQ8qxgccDtS98uJTu5998nJCCBm9cEkkZfJUAkrRu2olXXPDVXsJqpbfeIvHNGqMlBUK4Wprha603CfWGyTmLZu+2rro/uNtu3f5DnauQpVKEXI6g5TSwNSXXqdJI0fHXzNv3ogjn3/sktdrG/67zWyJxyvHPvRoSFNSKqChECw7tts33DEvblSVX33DqJwTT/5KrNWpKaVo/eSjj9OmzzpyUI8t7POFtz+yaGzDG69uIoQwACSU0oP2eo1MMpRyDDnWH+G/3tI/sPFgr/+rqbju5qOTJ01ZJtZqSdBuAysSw9vX11P70nMjis6/eI2hcngmAPgtA2FKqYCTK+Dt6YZvwLzbsnXzv2seX7IpZlQzAET66pHnDbvkivOSRo2p8pr7nZ1ffX7p1kUPvLG/sSfPnn3VtGTjY6dH/OApxQuaZLRfcAW8Pd0Q6/RgYwZ1yO3CcQ/cguFKOUSxfEE/z+PuuafDvGEdVjy8iKOUhvc3xsEQW4fsiPc/3aQuKIyH1XvXrFr4w0Xn/F0k1hIk+NM42N2LO/d3nhAiRFR353YAGgAvx/6d4P8Rje+8sQdAFSFENHbx459JTKbxQrlcvFeRbLlcpMjKHg/gu5KLLz/GUD3i1kgg6G/7dNkFHV99/psSpP8qgys2dgTAM/s531F+9Q1PGUaOupjlOMayo2br7mefvBwAck77lzV9xhGEFUYjjClTp5PMY0/obVv2QTxUWfPQgzIAIIQI5nzydY/EmKQHAOOIUUcUnnXuv/c3JgBIM3L6OJmEc+zZpd33taDD4So654Ksma+/95/Bh+0gjFiM43OznkmRSY8mhBw7mPO29sZrOEKIAoB738T7mscWb6i47qajNCXDjg5YrQO1Lzz7OMOyl2uHld0GQhjb7p2LGt54ddPwebdPOeL9T58XqtSpU59/5atdzyw982BCjhv7zDsB7Pe75n+B7UsWfjJmwZJ3NMXFp8Y2mkCWmpbst5wwX5WbnznYTqzTC8xbNoV0ZRVcyOP2ebu7vnc0NbRV337XzMn/efm/IrVWH/a4e9o+//SqDXfMO8IwfESWr7+vrX/j+p/p5AFA+swj80cPr3rUmZqCTzpacXR/J86z9eDOpgbwQhGGfgYEMjm69ElguttRotOCAnhHbYRv80Y01dbedigMroJ/nZMx4/V335SaUkb4BvrDfqsFYm20+gAfCv1qofbk8RMVRedf/JJErx8f8njqu3/84YJdTz/R8EfnlCDBX80fSqSP/Yo5BcADAHIAfAXgRkrpjkMwt4Om9JobAsmjxwpZoQjWuj38hltvZP+Kefx/JxaKnJF51NGGrKOPu0GoVJ0FIBkAIqEg9XR31eaf+e8xhWed+748LU0AAGKdbhMhJCl27UFTdM4FFdLklEJXa/P6hjdfazt0q9k/k1KTU7KU8oImh2v76u5eGwDUPLb4cgCXAwBOPT7eViCRCBnup5ArKxRCIJH8khAuA4YR73WCE3L7azh28WP8rDfeJoRhMf6Rpfya665k9zWUUqdOf0BXUTmj4Z03ocjKgUipRNDlgn1X9E+02qg/6sjMtFIA8V2Kg4nz+2P7kkVrAKwBANx0LQA8Sgh5AlGveRgADNWjFqsLCnMBQJqUdKyjpelFAKf+Up//RNbfcv3Z0159axyA9MFzIq1W4ulq7xYWDUsBgJDHjZDH3d+7bo05ecKkSl1p+eXq4pLxAYtFqy0pSxYqlQCQIVRrPio653yXecuma9ffdtN+PX9VN946qfS4E74STJ5GugB0Ugrm5acx29wJhMOQpmfC0dgAVSxnz751M1aOnoz0HVuwbMcO546OtmdrW9puPpRq9mnTZtyuK68cBwASo1Fo270rKFSphbY9u9Z0fPX50n317TLnHlMkUmuSzVs2rSu7/Jpbk0aNOTH2kolGIg8BOO5QzS1Bgr+K3210EUImI5rjNRLAVgAzKKW/O2T0RyGEzDzivY+F6sJoWTJZRiZTfu2NoZpHHtrvAyvB4afts0/MAG4uueiyF2gkspCVSAzO5qZlm++b/87Iu+5/ctDgAgBt8TCVcfTYOeOXLK2Qp6eP9/R0t/jM5m00HA7WvfLC256url80BEbd8+AZJRdd+pxQqZJ5e3u6y6+67tiax5dsOlzrunP08BkPjh/1WpJUktTmdDVeUTHsuKXbd+36pfb1L/2nLGXCpCZjLLzXu3Y1mt9+owBvvf6ztuU3zLveXl8rkySZIBCJYNlZs6fnx+/fxA1X7dUu7cij/KPvXUC4mO2WOmU6yT/7PD+AvVxaAqnUBAD5p5yOutdfhVirocH2ZvK2K+oscQVDHrPPP/BH7se+O0MZjlMPPdYUl54y/vGnJ3V981Vl6ycf9f2Rsf5slIVF24dddFmZQCJFz7rV3sZXXpIf6JrcE09JmfXOsmWE49LDfj8EYjGCLqfXUV/7HieT21iR5CrCsgClUGRmq8U6XWpcBy83v9LsdPpjBhcAQJ6RAb/ZrNBXVS8ihLxKKf2ZwLB+ePXVHKVxY50Qgp6UNLzd3gpbdzck3Z3QbVob8RpTgh1+f7/dbv+68fVXrthfX3+EcYsfu02VV3A+Hwl7wn6/fehrkXBo9eprL7+2+/vvdlNKQ8Pn3X6ELCWtzNXeul6s1ZVU33bXI0KFUmLdtXNdyOvZK59MIJUmI0GCfwC/pwxQMYCFAI4G0AbgbACv/fX1vthnxIaf8oI5iQSylLSfFSJO8Oez+7mn6gEcP/Scz9y/M+T1gouJSvrM/bxh1JjqtJlH3MaHQ2A4IeRpGRBIpTCNn/jUmAcXz1t3yw1L9te/pqT0cqFSJQMAqSk5xVA98iIAh83oqjLob06SSpIAIFOpyBuXnHQNgF+UpaeUNssyMsvzTjl9MyhFzZJFRZTSnxkfhBBm/ONP35c2dQZxd3aA8jzcXV05LR9/+DOjiBWLiUD8k0OM4ThwcvnPPu/O5qZPlHn5U1hOSHJPOCnU9umy8/69Y1NJh057eZingZoBy+2b+sxdv/NW7BdHU8Obisys2xmOg7evF/LUVBgqq0xijWaVpmRY+b75aYQQUnXLnY9Kk0zZ9vra/+588rH3f8+4OSecPFwglaoaXn9l5b7hsQMV494fhJDqKS+8Wp40KqpmoMrKlmWfcrqj5Z03Vb92XdL4STcLpNIRkXAI5i2bwIqEoZDLXePt7d3FyRW9yRPV54g0WiUAdK9aYedkchkni9lylMLT2b7Rn5M7cTAU525vhzwjA0GbTYroLtifG0oUCA3Z5EAphWXPbvTtqOn2r1p91Lc9fdt+Vprztd9Ujes3U3HdTUcU/Ovf9wzWnGRFYrvP3O+VGIzSkMcTdDU3vdq1/NvtADD6/kUX5px46lMCiUQQdDl93p4er1ChlADRDRnNyz5oCLndAU4uF/HhMJzNTR8DwIg77j5BXVB0VMDh6Nnz/DMLBrZtcR/SRSRIcJg5WMmI5wCcB8AF4CYAj//ecNChJ5LnamvlB7+o/JYB2BvrD+mvuASHjp1PPvb0mAcfnqkuKjqKRvjIwPZtD5lGjckghMDb04NIMABFdi5inhxOrNMtyJwz94u2zz/ds29flI/stbWdD4cP62eSiRU2/qXj/eFpb9uBQdmIhxf+UjMqMSQxQFTPCwCCLpdwfw3bl30wJWvO0WtMY8eDEALz5k3Y/eZrN+HJxwAAxhGjZCUXXvqwKi9/eO+aNd9H/L7Nnq6ObpFaI3g6t+zV2hefuwtA5LfolxFGWpN13FGFzp7usGXtatmB2q+94eo7y66+IU9fPfI0ZUYmxLro36S+sjpPU1hcPf7RJ49VZuXMDft8va2ffnT3mIVLHkk/Yk4lw7LQlVfMLbv6hn/veGzxq782RslFlxWYxk2402+zpdhrd3+kzi/QD791/q2sSMSmTZ/1uSIj83hXe1uw7MprT0geP/G/R370hXTKcy93bFuysMpeu+c3aYkpcgtW6krL48fyjEwYyit/1dOVPH6iovSKa05RZGaBUgoaCkFdUMQRhhnDSaWPbX9k0VWRYOAEfVX1YqFcMUxqSEp2tjYh7POC4ThYd+3YuPGOW6YOv3X+IlVe/hGUkDRVTq6KMCwsNdufp5Tu18gwb964JGXq9DGOmm0pEp83jPrdW1e9/96MOpvdub/2hwOJwZi2V5Fvo1G9bfGCE01jxmd6e7prtj70QDwSoi4oOjVeNkyukBCmd6++RArlruYP3z1GmZ070dvTXbfpnjter7ZaZ2cdc/ybnFwuBACBWJwH4LQ/Z3UJEhwaDtbTNfhrfg+AyQAmD60duC+U0rm/c14HDaWUphx5lDnkdusFUikxb9sa2vPsk3/LAtIJoqy75foT4gcnHY0xDy6+SltWcQ4jECDodA4aXAAATq7gQJjjUqfNKOr+/ruPhnotBrZtuU+s1RVKkkwmZ3Pjzp6VKx7B+WcdtnnXDFgeS5ZJh2vFIlWPx9u1rrf/qd/6za8bO35Z2oRJR/mt1kjdC8/uFQqklNKxix/zaYeVSgghoJTC399HR9x576mb7rnj7X3ariWEHFdx4y3vM5wQ9W+/vpRaLY8Mvl507oV3mcZPvBgA1IXFaP/qi0jOCadcJ1KrWW9fL+VUqoU1SxbdcqD5Js88wjbzrTfVmuISBGxW4Yi77w9vmn/br35vxAp9nz1qwcPT1Hl5cfdzwGp1yzOyxqVNm3lDTHqiiBEKJxGWZeKaYj4f0VdULhqz4GFD3csv/GfYpVdeJ5BKkwOWAa0iO0dur92zW6jWuJLGjLsYDElOnTIVurKKqYxAwAvEYgYAjCNHz6m+637frLc/9Clz86m2tFwOAKrcvMxSr/c9ANMPtG4AcLV1NvitlnJ5zBsbDgTg7e//1U0cKZOnHaErqzAB0RCfKjcf3p5usGIJhCr19Kkvvt7kbGlqE+sNmVJjEgDAb7EAlIKVSBC021+MGcLXA7g++5jj9cZRY44K2O327Q8v+BjX7L/E97aHF6xOmz5rpDInt8TRWL+z6/vverFwwW9Z5iHDtnvncsPwER2y1OgvBtvuXR2ylNSB1ddd8UHRORfkTXj0yesDDrt90123vzz9lbfjhi8hBM621i3S5NSRnEwmtNfXbun45suXY6HorwEAd9+OKf/578RBgwsAJMak8X/qAhMkOAT8noLXAFDwq63+Irq//Oyn+OK/T/+Vlgn+jqy/9cYnCMMIFZnZ4wnLznC2NMsHJRh6Vq2gI+9+4AEQgt6VK3YSQsoHDa8tD9zzrb5yeJksNS3X0VC3w15f97tENEfe/WBEmZfHBCwWuvXJR7s9dbVp+2t3x9pNy/5VlD86RSYtana6trzX0NzxW/pPOWLOhhHX3zxSU1SCcCDAjn3oUX7tjdfsFRJcd+M1SeBprzwzUxqwWmGoHsEEbLbXso4+brt5y+awKj//uJ4V3z9PKbVTSpdh8G/4/rv2Gkuk1e31NypPS5soUqtZAJAmmYihqvpmeUbmo+72tl/Nsco79gSVtmQYgKj2mK604jdvThEIuB6fud8YsES/NpytLRZFZlbeUK0vgUTChDzRjY2u9jZIk0xQZGSaKKUPcwrFRfLU9EJGKIQkKQlBhxP66pGzlTEBWmdbK2goDIFEDBqJ7HUfZcYkRpGVLQP2/lEoVKsM+I3QkKei+s57w4bKKpZhBbDV7aE7H3/4V3NEQ15PAR8Ox8s2hTwesCIxAg471IVFYgDQlpRmulp/KtDAyeXo37ShIeLzfrxx/q3P4c6fbOFYaDkaB1z84K/Ot/O7r7sBdP/W9R0KKq67+TZpkqnY3lD3et2rL38x7JIrZhuqR34kS07J0w4rS1fm5C4bdsmV5+SdduZj8rT0TEopJHrjhJ7VP97OCLlMkVZX6u/v39C7csW/+tevNYo0WpN504ZVfevX/sxD5+nqbOQjEQwa6CG3a7+7GQkhZPwjS5coc/NOjQSDloEtm67dfP/dPyu9lSDBX0Gi4HWCvw0xI2oxgMXVt81/TJmTd5WrrRXOthYkjRlHBMKoYyhlyrTS0fcv6pi49LkPVl158XWU0vDAti0DAH53Qnj1/HvD2Ucfz8TypIhAIkn9tfav1TbUAaj7tTb7kjnjiGpNUQkAQCASQVdaTggh/6KUvjbYhlLqGvPg4mt1w8qejV9IITCMGr2s9LKrCgjHwXfx5Yumv/rOLuuumsdEKs0ckVZntO3Z9ULNow+9NHiJs6lxnaa45Bj/gBlgGLg7O1lFVjYGc4cYgYBoCotnAoiPvT8Iu/dXxK95todSetV1x4r0hgpGwIGGwxAqVVBk52QCOM/eUB9iRSIOACL+qHKArW4PaIQHmyGKj8OKxLnyjAywsffd090FoeqndCplZhZcba1QZGbBVlcLgUwOgUgEe0M9FJlRZQZWLMbggzrgsMNeX7tffatfYvM9dwy5AUcesL2mqFjiaGqAxGAEHwrB1drqBehzDMfNABDXOQx6PQ4AKkop+jetf//HS84/hVLK45rLD2Z6fyljFz78Wf4ZZ80RiMUw9I08vfTyq8/Z/eyT7x39zco0qSmqhiKQSNTqwsJz5WnpmUDM+1dQeMrKKy66dNczS0cRQkSU0gDOPAkAOgkhIl3l8ImEkI2U0r1k9zfdfftLrEScp8zOvYRGeGnQ61GXXXntsB1PPLLXJpbqO+4+PWXqjGtixlkyAXmaEFLw1+cdJ0iQqL34/5LKm28LGSqHC2iER8+61cFdSx8VHfiqP5feNasWacsrzxbKFWoa4cFyQ6rosCxYuTw1ZfLUK8cueqQL0Y0dfwhlRjY7NDFdrP/NDpHfzL41E/lIGAA6920XcNi1zrZWKGN5QZ6eLqjzC/MlJhN8vT3Ql1UQAKUMJ3hOO6yMEEKgzi8YP2L+fZfKUlPFkUAgT1VQKLbsqKECsYgIpDKkzzqS83R1IOCwgwZDCHo8yD39X1eUXXHNth1LH/1FTayOH5Z75GlpcmV2LoJuF2x7dvPAUQdcq0ilPsUwvBqEEPDhMAa2boFIo0EkFGIFEimryMhEOBhA/6aNYAUCBBwOcDJZCAAHRBPBAzZbmBWK4t9RYp0ezvY2aGKlp4IOB1ixGJTnEfF50btqhd9WX/dV7vEnHcMKRYRSCnd72+6BLZtWS0zJec6mxg+3LX7wid/0Zv1OPN1de5JGj0PY6wUrFoNwgt0CkWhU2OtNCtisIZFGywUcdpd5w/or3S0t8rDP69109+2v/5XacwfD0A0Jqvyi6YN/M9IkE6OvrL4KwGsBu61ZajKVAFGJGJ+5v4VSGjfYw16vBbHNAENzgvNO+9fYmW9/+K0qN1/q6e4KV1w/77LtDy/4z+DrlFI6aelzYW1J6aBgbxUnkT2EqBh3HLHOkDzoDQMATqFIRjSf8m+Sf5zg/zOHzOgihEgAFAOwU0oPWfmIBIeW7FNO91RcfrVgsJCu2GAQyrMLre6Wup+Ja/6VdH3/XVf1rfPP0FUOnycxGAU9K1cUJE+crAcA8+YNMFRVw7xpAzilKudQjOfp7uQpzzODoa+g8/fnH6ty87ii8y++QKhUqQa2bn5/zwvPNgDArheefVCemnabfvgIhNxuWHbU8JTSH35+fb4i5HHD3lAHRsBBqNZQX38vCVitEOujEXRKKYRKFYnXazQakTR67EhCALExKjcBAJYdNVBkZgEA5GkZGNi2BZFgEAKhCGKdbjQtrXgWwC/mxrS8/boiecosq6G6Sunt6ws1vvbyAfMkCSFkzMIl+sG5udvbYBgxMv7QdTZHNXAFQhGkej1UeQUIOB1w1NVylh3bIZBI4e3rRdKYsWJPdxdkKVGno612D8IBH2y1e5yMQGDu37zhGVlK2qWe3p4cWUoa9JXDxckTJs+tf+eNz5TpGWl+m61h0523nHmoawj+Gpvvnf+mQCrLUOXlzw17vL2RYCDHOHzEOADw9vWi5ZOP3nS3tT6865mlm+MX3XXbnzW9g4IQwlbeeOvJnEwm8lsG+pInTXlo9sdfmSYufe7jVVdefNHMtz8MYYhESdjn8VBKafk1N5wb9nmfF4glKntD3QtbH7z3PllyqlSVX3BaxO+z9W/ccDUAJQD70PHSps98RltSKgUAZXaOIOR2PQjgP0PbcEpl0tBjgURswj7Y9uz6UltadoM0Kepuc7Y0f/z32fCV4P87B7t7UYFogmcbpfSlIednAXgTsUKvhJD3AJx+KFSNExxalJlZokGDCwDkqWnQlZccUHvoj1J65bUhsd7A9G7d5Oz86APNga8ANj9w9xdik6mret6db8pSUoXtX33h4BRKVdLIUWCFQkTSMzCwbcuBSlP9Jjbeect9Aon0DkVmJgm6XGj4+AM7/v37NkZV3nTrq6ZxE08lhECZk3tLwb/OmVP/2surPS3NtxNCvk2dNfsrn83msGxYa9zf9Y6Gum+zjj3h6ojPJwvY7fB0dRFZWhoYoQjenm4oc3JBCImH5gCA8jxoJAKwbNzgAhDPLRqE52m/UKU2CpVKEIaBIjNzRMFZ52TWv/ryLwrK9vzw9W82yGMG14fasvKpAYcdIpUaYNm9wpJkSG1ORsCBMAzEag38Wh0YjoNYp4dIo4VYo0WA2OBqb4N/YACakmEQiMWw7tqx9ouTjj4Sx82Grrzytfwzz35TrNZM8XR1QpaaxqaMmzhbmZ3DWnfUOFImT5MCOLjq0H+AmBdoQew/zF72Zfy+SpNMkBgMbetvuWHzL13/WyGEkOTklK+DCnmXpb7+gj/6XWscMUpWdN6Fd4u1+lxna/PK9bfc8MjEp/7zavKEyacTQmDdvcurKSqRAoAiK/u8Ufct3DSwdct8ViReKNYbBM6mBmvrsg/PwVWXQpmTe46uvLKMYVnw4fAs07gJj6y88uKLCSFXll8/78GkMWM/POrL78mU51/xbVv8QK69trYHABihcB9RYMHP8ufstXs+VuUXnCVUKCUxKYll+7bZ9czSXaWXXnmktrzi+KDdbt319BPP4OJz/8jtSZDgkHGwnq5/AbgaUUFUAHFD7BUAIQCPAkgDcBKAlQAePySzTHDIcLS2+H1ms0xiiIbP3B3tsO6sPazFhMc9/DhffO6FhBUKYaweqc488RRn2/vvKH/tGkIIGbv48e4Jjzxp0pdVAAC0JcPgbG7EYDkdwrIQSKVVhBD2t0gf/BqU0vkA5sdPnPev39WPUKlUzl725QmDRoYiI1OZPHnq64SQvOzjTiyZ8ORz97NC0Q7zpo0PDL2OECIb+9BjA7K0dLEyJ4/vXbduKyFocDY1TEk/YraJEAJ3exvAEDS+/26/Ojf3i7avvtSkTZ4yV2wwMAGbHYbh1fAPmOG32yBWR+3aoMcNn8UCiU4H34A53Lv6x2WpU6ddKNbpwIfD8HZ3CzVFJTMAvPD77tzeVN1y52spU6Yfy0ml8Pb2wGm1wNXRAbFWB6FCgVjIrxWUVwXsNpE8LTNen5UwDI0E/CTocoKJeRxFag2EKjWcLU3gI2E421pp2OvRjV382HqhSlM2bvGjYj4UIgAg0unhbG4EYRiWMAx0FZWTM48+9kJE8wT/EtwdbZ8rc3IvIYQgYLe5HHV1B10MHAB0RSXDiocN+3dSevokC2Gqj3x3mYChQO7q78GXlpwlUmsUAbvtd20gAYDiCy99NHn8xAsAQF1cclzAZlUmjR57+uAuWk4m++l9IgRirc6w/rab7iGEPK3IzM5JGjsulDJ56sTck08rrrju5osHw3u6svLxaTOPPA7Aq5TS4Ky3P7pGW1RCAECemiYpufCyFYhtzLLUbHtckZn9hESvJ0G3C7bdu98Bjt1rnpsfuPuzyhvmzVXm5k3y9nQ3bb53/mu44eqfrWfn009sx2CVhVtu+L23JUGCQ87BGl2nAbiFUjq0Rt6RiHq4yiildQBACLkbwOlIGF1/O1rffUtefsO8oHF4NUcjPHpWrwy4mvboDtd4hJCTZ3/yVbzuoDIrG+mTpx3Qs1Z88eXPpU2bYfL07L0ZK+T1RQCwkVAQQZsNKROnSEbe8+B52CcM8VcRcrm8QYfdLTEYNQDARyIQ6w2Ziqzs/LxTz1g9KF8gT894r+ya698gPH1jxxOPfDF64ZK+9CNmi2PGGtO/ZVO1zJRsZDiBRJWTBwAQGzzwmc3oXb3iCxoMpJWcd+F0icEAZ3MTHC1NboFUygfsVuofGJBLU1JZGolApNagZ9WPHpbj+jmlkoq0utGa4lIwLAtWKII0JRVN7719SMpllV525eyUaTNODzrs8HS0Q5GVDYkxCYxAgKDDDmvNtrUBh/39dTdf9xgAPmPO3Nyi8y5eLdbpDCGfDwAlmsJiOJsb4XO5wAiF4ORy2OtqkTx+Etq//sKePG6ihOW4EUKNDsrMLAyWV/LbrAh7PeB5HiKlIj4nViTar87Zn8WqKy+5YvT9i3aL9YYUR0P9F1sfeuDH33Jd5ugxswzDSp9SpWbkKEJ+MubKqyEdOx7OpiZo0zIgVETX2GEyYcqj9zFZJ5z8BaIyPgdF4dnnlspS04sMw0eMGTzHsCxUefkFIY83yApFQkIIwj4vBvOyfOb+AVvt7k8BgFLqq7z+Zk3GUcd8KDUm6VOnzwy42lrCutJyYex1hH3eeGiPFYv22mUqVKnium/bH174ZPEFl7Qps3OPd3e0rVfm5Z8y652P+v0WS1f9Ky/O6V27ugcAti1esBzAckIIh+gz7E8LHydI8Ec5WKOrGMDb+5ybAmDFoMEV40VEPWIJ/obULF7w04PorMNeEu89PrR35CPs8x5wF5FIrTYxHAc+FIx/2VNK4Whq2OI391dzShUjUqkASiHW6v42u2oppeGqeXcsAmEeYIVCEvJ6wAi4VmlySrm66Kcwrjw1jWTMmnOmLDXtTHlm1sfSJJNkaAiOk8khNSWnhwN+Nx8KwdPVCRAC664d4c6vvzxn1jsf8YPeSmVOLrzmfrmvv88qMRg1prETCCEEIa8XAYsZmuISqUAszgYATqXC0CRjViiE2Jh09IzX3plPgT7bjpqrtyy8b+XBrjt95pHKovMufFVbNCy6iOQUOJob4WppbhGp1N97+3p3rJt3/eO5p515atUtd37o7er6uu6VF5ZG/P6jDKPGPpQ6ZdrkweLQPovFqcrJFRNChH6LBaxIDMKyEGt1YpFaLQo6HWCFQgytZymUK2CvqwUF7eHSMowAWGdz0+7eVStfxRUX/6Y1ZJ90yoMSvbHKsn3rzX1rV28/8BUHJuaBPWDyPiGEVIyd8F/D5Cln6iViZsKcuQgdfwpcrc0ICoQQuOxghWIE3W5oFD8ZlSKNFjahBNTn+1WV/P0x4s57T8k+8dQXWYFA5u3rjQtJU56Hf2Bgo6Vma5F2WFkVKxSBRiLoXrF8Ox8KfeMbMGdLkpIuLj7/4sV7Xni2QVdRdb40VqBdpFKLXK0tnoDDAYFUIuxft/atbYseeB8L7wcA2BsaOhWZ2WmMQACf2QzLzh0vDp3Tnuef+RTAp2MWLF6WMWv29FiOpYEwZDmizx8AwJgFSz6Z/cnXRwHAmEVLPl1303XHxO4jA0D2a/VDEyT4KzlYo0sCYN8HZgWAH/Y51xtrm+D/OZRSOuLuB3ihQsEI1RpYarZh/SMPdeLm6371ur61q282DB8xR1NUwjibGxG0O6i3t/sbic6QmzxhIhPrGwPbtvitO2s+/VMW8xvZuuDeBSPvfsCsLSk9n4+EPX1rV9/pam1p9/X38bKUVAYAHK3N4H0+uNvboK8afkzvurU+XUVV3PDyWwbgVSjaA1ZrFx8MjlUXFIEQAm9vj02eli4ZMf9+eHt7IEkygRAChuMgNSVrCSHx/ClOKoXfTOEf6CdJo8aCEQjA9HDo+PYbPn3GTIbyPOx1u6EpLJ4rz8xC2ONJCefmvw0gBQCq5t1xm66s/CZQsH2b1n8k0em9voH+LpYTcRJjUpWro3WFIj3z32KdQZc0fmJ/yOPRudpaQSNhyNIz4G5v79l8/93FfnN/sOTSK68ovfL6mqy5Rw+TpaTCb7XMVRYXP5IycRIrlMph3b0zIktOYUEIgg7HdrFOPxGIZmn7hBZ0fPMV3N2dvYaq6gyRRsv4+nrjchEA4GhqAAWC9to9F3Z9941drDck23bt+GF/JZQAoPzaG09VFxTdFrDbhZxUKmGEwrS8k05nBBIx0qbPPGLCE8+EhEqVvW/dmpd3P7P03sP1ECeEMLnFxUdOvH7ep6IRI4mutBwUAG1pgurTD8AccxJcrS2I8NHNjYrMLDhbmjGoX+fZswsOtwv2XssJvzLMfpFnZMwTq9QysV4PkV4v7Fm90iHWaje62lpXrb/1xsemv/bOKFYkruJDQWhKShFYv7aHFUnOTR4/SceHw5CaUk7MPOro4vQj5+7luRYqVbIdTyw5x9fXu7X7h+U7KKU0efxERebRx53Bh8P3N7z1+vGy5JQ0e0P9SzuXPrLf0K8sLb1kqJ6bWG+IFw7POem0U6puvGUuJ4s6ycQGw9E5J558siq3oOeI9z95UaTRZU17+Y1v615+4fSuH75zEELY9CNmVwbs9oG+dWt+MXcxQYI/g4M1utoRdWEvAwBCiB7AaAAP79MuD/vZCp/g/yeb5t/KEqXKqsrKkjh21JxNKX33QNd0r/h+d+r0WcPTZsx6hvf5A7WvPH+0prBEknX8SW1+qwVCpQquthYAECjzC54Ycee9n4h0+ssJKN+3ft3VDW+88tnhX9kvs3H+rS9gME/qtBOAxQsw/La77tSXV84PelycOi8f4qzog9OyYzsiPt9jrZ8tu15bPIwDAHVhETq//XqrvXb3KyPuuOf9QUMqafRYQ+kVV/drSoYRViSCvW4PBPJorlTY690riZ5SCuueXVZ1XoF2MKFelpwC6+5dPldri4xSCm9fP1T5+RCpNRBrtOBDoWRCiNw0cXLxyLvuv1dqTIrm32RknOlsaoSuvAJirR4ijQZ9G9fPMY4YBUII1EVFSa7Wn4ygge1bYd1Vc7yvvy8wZsHDnypyco8iFPGdiGKtDvrScjZosUCs0kBXVsF2fPNlf8TnX+Lt690eHj/xk8EyMX7LANKmzYCrtSW96cN33zFUDk/z9PVmEcKk+C0DjEAmhzI3D47Ghu0b77rtgO978QUXj04/Ys5rspRUgau9DYM5g7ba3Rj0tmmLh3GWndsNqVOm3aguLL5h4tLndkv0hsaeVSu+bXr3rU+9fb2tf+TzAQDT01O1d0yf1FR/wplqX0kZBEMqMPDZuZCt/REuRH/l+l0uiPbsApecAv77b3jb9i2EBSBctTzyYktHrqNuT/vBjk8YViXWR53EQpkc0pRU0ZfHHHEEpZTHDVej4pobH5cmJU8USKWpA9u3WvvXrWkvu+KaIwc/S7qyCl33iu9P6vr+25eVmVknyTMy4evrBSuWQKzR9ja+9XoNAMhSUkVjFz3ysb5y+BQAsNRsW7llwX3Vlppt/l+YGjwd7bv05VVxIV3/wEB8fWKtJnvQ4Bqcu0ijyzJUj7hWXVCUDwASg2F2yOW8RpaSumDKC6++b6geeVTY7fKNWfDwTevmXb80fg8IYYZdeuUsRsBxO55Y8uWfudM1wf9PDtbo+hDAM4QQDYAuADcA8APYV+33YgA1f3x6/ywIIUz6rNkVYZ/P1f3j940HvuKfA3U6DkqSouL6eReWXHTpQ4QwYuvuHbUZc445M/uY42+Wp6WLAzYrLDtqoK+sAiFEQCmd3LNm1WTTmHGxfJSCT4rOu2hW7YvP/SUq1Nmnnmk3Vg1X+Pp6+R2PLhbGlfPvv+v+7GOOfzbz6GNbxFp93DvAKVUAH6mTp2X2qHLzMwbPa4eVHunv7/s25PVQoVxBAMDT1YmUKdPlQnk0xKQuKELzpx8hY9osKF5/Cd2TpsFeXwfCEARdLjCcQBwJBSmGSLP7B8w/BAzGOWG3i6ROmYaox2sP1IXFEMhk0A8fUarMzhk7aHABUSMp6HKBDwQg0kST9KUxLxsAiFRquJifwqMMJ6SK9Mzy6tvvKlLk5M5SZmbBbzbvdZ8IAMQ2qBGGgaaoxGjetKF/xxNLvhx59wM3qYuKr6URPlWWksLw4TAIw7Dq/MJje1b++MCOxx9eUHb19bNzTjr1dbFao4gEAryzqfGt3/L+CKSyuer8QoGnuyu6u3LwvES6dzuJFIrMbIiCQRJkBcMYiXhY5jHHH5s8YfITM559GehqC9Zv3jSr/bNPVvyWcfdaOyHs8bfc1r593GRZGAB1uRDx+eLitRGvF0FCYK+vg39nDXKbaqnH3N/z3dp1Jw7Y7Rt+0vWad1DjKjIyhaWXX32ZUK1WO1taVhpHjs6J62d53N3KvHwdADMAbH/0obXl19xwU+aco5/UV1Rpvb29s4fuhmWEQgTtNk/SmHGZ1l07V4QD/kmKjCxi3rzhtZDX2zzjtXc+FEgkKcMuuWKXrqJqyuB1UlPyxMob5q098v1Pw/b62lfX3XLD45qiEpNAJpUObNncQiml62+96UTCcp8rMjMr/BZL557nn5k9uAOx+8cfnkudNvNWXWm5EgAsO7Y7e1ateD7zqGP22qIokMmVwy698qykUWOOAgChSi3RlVfeQwh5llIaIoSQiUuffTF54pR/gxDoyis+I4Qcl9h1n+BwcrBG1xIAJwIYlIvgAVw11PVOCJmAaDn7Mw7JDP8hEELYSU8//0bSmPGnRAL+0NiHHp2/9sZrfr2ux/9TCCFk1rvLnlDm5olcLS3IO+m0Cj4SedpRXwtKKUQaLZjuLjooUkUIgUSriydvKzKziKGq+jr8/MfAYSf/7PM8w867UCpPTUMkGGRkKakRAPE4ScvHHw5MXPpcPR8ODx98gAUddv+WB+7574Slzz41tK9IICAqOveCxV0/rug1jhyVzAoEcLa2wDhqdLwNYRjIU9Lgbm2ml1q6yId1O9ExdnJUmJOnMFRVSz1dnXC2NEOoVFLLju0rzVs2Pa3Kyz8qacw4EIYBYRio8gpg3VkDPhSiI26/+w3L7p31AzXbIFKqINRowAcCEKs18Pb/VDWIhn96NlFKEfZ44vl3IY+bzzrm+OcopehZs5IHIQh6POhdvxasSAyGYSDSauOCsf2bNkJXXg4SyzeTp2dM1g0rS7c31EGiN8DeUA91fgGUyJWoi4rvVeTkHFf7wnMTQOksZU7uBE93V93Whfd/8kvvS9kV10yQJqfkOVtbrPryykp7Qz1YoXCvNUQCgb3yBwOWARSs/A4X97WhJxTBG9OOQo8pFTleF05b/QVSCITfKUQ/nHj7fFhZ1rn7qy8L+9at6f2lOQxlxB33PM2dfJpMGDN4XK0tICwL+55dYCIRaFevQIPV6nG+89aVGxqbXv7hD6qpD7v48krDyDEvVN95b4lpzDgxAChz8/taPnr/Q11ZxaSQzxvhg8H0MQuW9E15/hWredPGi3Y988QHyeMnXiFLSVUDQNr0Gel969eak0aPNVBK0b1ieUvWMcffkDR6bBkADGzdsmPz/Xdd0/bJR9/PeP295bryiimxcUY56usi6sL/Y++vw6Q4161xeD1VXdXuPu4+jDLA4E5CQkIS4u7uQgRCBKIkgRhxT4gLCQkQLAS3gQHG3ad72l2qvj96ejJkJ/ucfc5532+f38u6Lq6L7nqmuuSpqrvue91r5dFcNIqQxw19eWUpADBKVdmU196+dfzTz2eCB/F0d75LCLlumAs3d2QHbr525L+O+jp7wtTpRalnLHgRPPiOn36421FfZ69+ftUn8rS0J2iGJX7LoNVWe+QLiTmhYvRxoBmGBUADCKfOX1Bpmjjling2zTBuwvyiW++cB+Dfiq5wCv/fwr9qA2QjhFQAOBuxjsWdPM8f/tOwJAB3Avjhf2ID/7+CsgceXmiaOOV8QggogYwxja9+VJmZ9Y6zpXnw/9/b9u8EQogAgJRRKIW+3l6ocnIBxDqqFJlZ8PX3gWZY+Pr7fdrC4pEaA8UyYJVKBO02sCo1Qi6nY3h9asQEe/+vWICYxk0QyxJjlo00y0Kdk/cPvjmezvYHho6rvheptZKIzxuy7N97C8/z/LQ33uedLU0QabQI2u0ACBiZXMhHI2uHag5fp8jIklGsELZjtdCVlIFQFBxNjdAWl8Dd1kK2pGThtsYj2NDagGO0EENX3QQAkCYmIRoOoeaF575t/vj986qefOZDsf4fJcJ8g4N88szZJOiwp6vz8tMFYgkomoavvx+MXA4iiMBvGYDYYETIaYevrxexRgEBvL09IUVWDmOvP0G8/b0BRWp6zE+JEFAChnI2NECk00KRng5GIkXY60Xfzt+iqpw82t3RDmVuHvp3/V7b8dMPn5Mli9n5v2ydCQBcKIyQxz0iEwLEykmqrJyKzEUXXrJvyeJ3AOz5Z+dk3Irnbsq9/OpVfquFUWbn8oxUSrhwGH6rlQ/7vSTi9ULERRG2DGKwoxVyAQO/Xg9dRRX6K8fh67Xv4aLeNszYtwMfzl2IKTs3I2k4qzdbJADVcBRbblus4CSyFgDSf7YtI/ug0RhGN05QQiFYmoZv66bo0NdfXLp+YPA/lbX7z8BQNV5TufSJjVJzgj5gGxr5XmoyG1mF4vcTb72+tOSexYf5aEQgNScAgFZqNn+RMu+M8oLrbhw58DTDIhoKfVX37lvHNYWFDynSM9Pj3DIA0JWVF/fv2SnieZ4/fd2G3JF9Ewjg6elqEkgkCSGPGxKTWY7hRGfE66YTpkzLBoCwzwtaIrkm75obaotuuq2+Z/uW3+wnjvuHtd9+VmRlT4x6vZ7e33+7snf71g2ISRMB998FANh17x3Ly+5/+JjYaEx1NTdt7d+9s01bWpbIKlXHzBMnF0XDIX6o9sjLPM8HAICLhIN8NMpBIIhFXTwPLhwaaSg4hVP4P4F/WZGe53kfgL/1L+N5/n/sZvHvBEIIqVz6xCWy5JRid2fH/gOPL/nq78Yax01IEun0iZ3r1x3meT5ECBFULHmMPekmyzCMQCIR/dXfSxMShWX3P7RYpNWnOluaNu9f9vAn/wd26d8KY+64t9RUPfHd+es3Z/Xv38/1NbgAAQAASURBVOsNu5wQiCXgOQ7xN9FoOAz/YD9kqWl8wpSp0t7ftoXkqWksFwlDlpwCDJdjQseP+QYP7Xtz1idfOs/Y+JvCbx305F19/cKQ0+FInnPaq5RAwA7u3/fE8TUvf/Pn7SCECI0TJk0yVU+SORrq9shSUhONVeNvCPv9uRRNGyhWGBzY/ftDx9e88pd6S2HPyXzraPgfKSKHn13xa+Z5FxRTYkl5z7Ytlf7uzq/x4nMI+bxOY0aWJOxyQZKYCHd3F3z9fYj6fQeEKpXL29/7qKFiLEIuJ3p//w2sXA5NYRFoVghldi5+O3IYCkaCw+dfAZKYjHBvD6KhIMQ6PSI+H1i5wl9630Nne3p7xeqiYliP1kCakAiRVofO9eu2KLJzkwFkx7hZqRCqNYj4/YgE/OjZsunDdJ97ge6Sq1QRrxdBmx2miZMBxGQxwh4Pq0iJ+R1GvN6j8uTUqvj+avLyA56eHornwTKSWEzCSKWQp6Qibl4NANFQaHvRLXd+POaeB3RB25BLlpgk0xQWwdnciKDDMcIX46JR8BwHimFoAKhc8vh8bUnpo4Si2aHaI6/RLCsRG03prpamrQeXP/Ydo1A+5GxuZPxWK8yTpxBKwMT0vAiIrrAYYr0BgcFBVP62EZOHBrCtuALd02eNbFdzXjHQ2waX3QGe4yCInlx9UnlcyNq5FQGt8eT65D/B0NEjq9S5+fNlySkCnuch2LqRd+3Z9dLmLVvuxmuv/Mcr+BegysktVqSl63meR9TvH/mei0bhHxzsZ2QyVcTnFYw+F/LUdNpUPfkbv9XCS8zmEKtQst7enm7bsaNvqnJyZxnHVSf4+vsQ9nkRP6cRvz8StNss5Q88MlmVny9QpGcCAMJeD2RpGZlt339z+ok3Xt0x88O1G0RqzdRoMAiB5I8YlZFI4aivQ8F1N61kpFLaPHX6rsRpM0+vWPLYE8mz580d7laVEVrwOQDVX+3r4WeXfw8AGecsMlUueXybKjevIuhy+lu++nyNr6/3y+NvvLolPrbzl/VHJ774ykrz5Gn3UDRN9e387b0Tb7y2CWte/R879qdwCn/Gf9kGiBDyFc/z5/1Xl/9vw7innr8rZe7pz1MMQ3RlFVzVE0/fsG/J4rf/PK7q8acumfDcS68L1Rp59kWXHpz27sf86T/9muPp6thjOXxwl76sopqLRDCwZ9eaodqjf0l+Lb7jng+V2bnnM3I5lHn5lxfffrfh2Msvrvrf4s/2z1D1+FMXS0wJK0V6vSYaDPTZjh297uCTyzYZJ1Q/pyksLgMA5ZBVLk9Jg7evF/27d8I4bgKiwSDXu+XXlxSZmWeLVJoMANBXjmXdbW39ErPZ5O3thbuzAwKZ1O5saliQdsbCd3QlZQoAkJrNsrDb/bZIo9Wr8/IlACBJSPyq5J7Frzjqjv8UsA/ZBnbv2l/xyGNL5n27fhmrUlPu9laoCgrbZIlJIllikhkA3J0diAT80FdW/ZB98eVjmz79sObP+1f7+svPi7S6+9T5BQja7bDUHIrivDP/4TjQEsmS1NMXXFl0463w9fU8kH/DLT9r8wvbXC3N5qDbBbFWC1V2LjzdnRFHY+M+Z2PjDv24CVcE7bY0gUiExCnTEPJ64OvthTwtHdFgENKyCmwuLIY2MRk8x4ELheBub0PAYgVhBEiYNGWiLC31kpDDCflwgOTu7ED7l59h9uHdXVtZYYs6Lz+bFgkhVMcoeAKxGDzPQ6Q3iEPCZBE/NAQuHDpJ6Z6iaVCjCPyMXM73bNvygq607BYuFAr179n9oSIj81KBWHySZlbE7x8pu4Y9npBAIp2pKy3LBwBPdzdnO1YbYhQKFiBQZGZhYN9em9hg0PCRCMJ+3662b79aq/30I/3EF195X2I06XiOg2+g/zVZcgotMZmhKSy+qfShpSfkiUlJ8tR0aMeUxmQlOA7KnFwoM7Pht1ohe/8NJDEMrGod3j/nYuh+PTmelrmd8IXDsEdiXXw1v3yH7FAIcoZGl9sDlqIgjEYQ7e78T1+f9e++uTXv6uvnaEtK7gg5HEMHnlp+4/8pEre7rbXe29tjkyYkagQSCRxNjQAQ8HS0v3ZoxWOfAaD0lVU7WYViokgTk+wL2IagKS7OVGXnwNXeFmz7/ptHXa0t77d8ubZz/FPPjwcAickMV2sL/DTNEYq47cdqn23+7OOjp63b2EgLhXpb3QkwEgkIRaDKyGTsySkzeJ7/NXX+mYvCXu99ArFYDkJNlJoTioGYkC8PhBmplAEAbdGY6tQzFlwmkMvGjJYHEchk8tEekH+FxBmzr1Hl5lUAgFChFGvHlM7dv+zhm/48buddt96fNGvuhzTDsJ2//HT4lCn2Kfyfxn/He/Hc/+by/1VQZmafTjEMAQBaKKSU2TnzAPxD0KUpGrNMpNHKAUBXWl7hbm+DPCUV8pTUOV2bNqxu+Oj9lWGP23P8tdWbcOct//A7FQ8tnZM857RzRTo9ArYhhBx2OmnWnBc0hcWTCCEX/rMb8zDHScTzvP/vxvwzSBKSUsfccXe9SKNlhk4cO1T74nMj2QpCCFV0211XKDKyFgrE4l77iePv1q5eeWjyq2++Kk1Mnh31+7o6N/78pnHchJvBg+/ZtuW+5rUf7x69/rQzz87Oufyqt5RZ2ZJhA+tUWij6gBCSMvfrdSNaW6xcgZDbBUII9JVj4evrRSQQCPutVlakN6j8lkGI9QYwEin69u0ZSJkxy6RIS4ciLR39u3epj7zw7M5Zn34lAwBffx883V0IOuyppgl/WAzKkpKJLDnltpR582+LhoKYuOr1Hl1ZuV6ZlU0BgFinQ+9v29LjpUIgVi4Mez2QGE0CdV7BuoQp087o27G9juf5kZKEt73tfkLIA6xWVxsasr7D8/yLfzo/hOd5LnH6rCu1RcUAAKFSiYjPfxolZI+J9HoINRrEH35ivV7gH7R85+nqeF6RmiYNDFmhLRoTO05SGQIDAwi6XPD2dEGTXwh7/QkAgKOxHqqcPMjT0uHu7IC9sWFIkZyS5mxqgqFixFAC8pRU+AcHUJebd6FSphiw151A0GE/aV6E3W5IDKZFsrLyke/6du8c+X/I40bU64sAEESDQc7V3LR29wN3v8QqlcvCLhd/2vc/HxfpjUp3exuGjh0BI1OAi0TAcVHSvW3LIaFK1eioO/69aeKUNRG/H/6BfjDHjlCzd24RyAUUDo2pREf1tPbBfbvPiAaDKqFSqe77/betgwf2eVPmnl4l1ht0PM/D0VAH08TJtKupEd6eLvgtViahekqJIi0NfssgIrt/x4SBbhxOyRzRKhPrdOgbNwme/EJwHg+EWzch1TaI6OcfwF5YCjLQj9BP3wZezcyibiRDbMvBveByC+A+8DuG/By0IhGs4Qha2tpR7w9e908ur39A/btvbgWwFQDw6P+c/2LhDbcUGasn3UUoihrcv/e1vp079pfd99BCTfGY1SG3O8k/0FfftfGXcwb27BrEnTcDQDRl7ul3+63Wp3UlZeMIRbhoMCQzVFQCABRp6UJb7ZGeli/XdmqKS4tyLrtiSdevG4K0TM4qk1Psvb9tvf3Qise/5Hk+pH7vrTSJwZhCi0QI2e0j2cmgww6JMeF8QsgjPM9bANwPALmXXZnORcLLKIGgwNnUeMAwbsL5GLaTA2KaYe7WtvWhMeVT44KwwSFrP8/zfNUTT1+jzMyaF3I6u1u/+eLxrk0bTp64o0Cof6jyo/TexWMNY8e/XHzbXWZPR/u6zl9+uh3Dkkgld947T2wypzqbGrfVvfNGwz/88Smcwn8R/2OG16MxLCXxt+3A/xsR9rh7Tvrscp0klZ575TWTEqfN/IiRyVNcrS1QZMRS6xhVUhTr9eqdd90SK2m9uuovf0dTXHqLSKengVjHmKu9Db7+fgg1mnNmfPR5YMw9D3x5dOUz/2AKWPbAwxPnfPnDO0KVKmX6ux9vOv7a6osHD+zz/iv7WLn08baESVMIAKhy88YW33HPrtpVK6sBYOKq196UJaVcE+dYKbOyz2WVyvfMk6ddHxPi9Kannblwkio7hwIAicm8RV9emWM5dKBrZP8NxhRGIo0HXAAAkVZrFGl1Sldry1fy9IwSmmGJSKt1N3+1dodp/MR5AqGIkiWnwNPVIcw4Z9GtQqUSAYcdnu4ucOFwvUilyo3f2AFAXVgESXLyI/a6ui8ZhfIORiyBobIKIZcLvv4+DHNW4Kg/gcTpM0cevgKRKDHs8Zz0liuQShCwDQ1zrGwgFAVNfiEAgGKYpMTpM2u8vT11OZddedpo78Lht+WTPCHHPvrk2XO//nElzbLKiS+88pHYdLJPLy0SwtPV+Z1QpS6Ki54CMT6Mpqi40Fg1bg0PCEMOx0l/5x+yQiCXj2xX2OuFs60VAokkRs4WCACOQ9jtCikyMhH2ehAYGoJIGwvqQk4nwANMSbkw1NOdQmgawvQMWI/WQJaUDP/gIHwDFqjz8076XQLUdG/ZlCdUqRl7Q31L1Oe9POz1TPL19zYceuqJHwkhwtIHlqwAzyloiSSJlcuhLY4Fi46WZkhNJlA0DaFCVR4N+EOulpad8rSMvXwkPEeRkQWJ24GKWillYmiUNB7BGxt+Wrduz/7j+BOGao8ccTQ2HGQVigpFVjY8He2Qp2fA1dYCRi6HIi02N8R6A7RHD+GS5mPo1ZtOMmPkRTGpBkomQ9hggGFrDxZRUaCrCTzP47NIKPKVSH5hpn3oxfM3fJv1qykl8Bth+LyQR9Tt9nDbuvu2fbhuw5x/hyyJacJEdck9i7+jWSaTCBgYKqvOSVuwsKj9h29/m/jCy5sSps+8h2bYiRJzwnfjn3nx64jXbWXkiqJxTz13NyVgqP5dO7747aZrL539+bc7MWz3FhiyDrk72vcQQuQz3v/sqL6ikgCAo7kJ+596/LL+bVvWY/ljAABj1QT9wMF9TbrikmyeELjaWkFoGhTDQJmTnSaQyk4yum746P02QsjNPM97AWDCsy82i/WGFYxUyg4drdnR/v03H/Tt3OGueORxlSo397yQy2Xr/OWn26Zx0b26sooqLhyGIb8AtEiUAOACACCEMOapM34TarU1uuKS0rDH7befOP4Mzj79pGNlqBr/qqagaCwAKDIyb6l68pljANZMeObFB3Iuu2oFLRRSvoH+/qJb7ph/7NVVh/4Pn7pT+H8E/6rh9ZP/7PMwhAAmAzj239iufzt0blj/EKEFWqFKWRyw2Q60fvPlY7j+ypHlybPm/qArLVcDQCQYhKerA9FgcIBVKPUAqJDb5Xc01P0Dh+jP4KORkzJZQdsQFOkZ8WCBkpoTLkiee9oPXRt+PolXp6+oel6dl58LABKTeUHY7b4LwF+dn78EIYSc9v0vJ0kEqPPyKwFAkZaumfTymiuEmj/cgiRGk06kN5QTQhAYssJ65DCSZsweKRcps7JFuvLKCwE8RwhhAYQNVeP3m6dObxCIxbligxEA4Ghs2BIYstp23XvH8oqHHm2QmMyZrtaW3wL9/VZC03Ujx4XjIVTGRLdFKjUGm5utDR+8PVFbWl4XDYVEcaJ1yG6Dr6tr3YHHH6mpfHS5OWvRBecDAKtQwD/QD0dzE2JlqEGohwMVIMYxshw+ZJGnphmGieHwD1gg0uoRdrngswzCOPaPrkFZUjK6t22GSK3JzzhnUcuMDz7b5e7s2CU1maPWmkNfRrxeT+L0mQ9FQ6Gzwj6PTJqcTBNGQMvT0iFNTrmz6bOPXfLUNIVQqULI7cbQsVovJaBnWo8eiSiSkwXqwmIQQmBvrIcsKRkhh0Po7e2FNCEBzpYmiHR6+Pr6IE9JRXDICi4cRsTtHuTCYa9AJEwP2mzQFMYyaWG/H5FggFAMA6FKDW9fL5ytTfD09CLi8SBhyjS4O9pcEqNZ4bdaIDUnQGw0wXpgPwhLc0KtmvL2dEGWkIiYS0AYgSHr+3sW37NqeO5o5ZlZKe6W5hdM1ZNk+dfeeF/1qtefUWVlEy4UgrO9PSJSaylaKISnp9sX8XokEZ8cYqMRvp4eMFLZ+OTT5m+wHjr4o2nCxDkAUHxkP0wxyhaUQiEmaVR/dLKNgre3J5h57vkLNGUVjyTNmH0DoWnK290FVU5ezKtyFBg6Nj0X7N+BTygaIb0RkfZWSKdMHxkjtlmhH+UcRAiBSSqRgYsGHvj8q9w0hczY7vI4R2eTrwTw/l9t3N+g6ObbC0yTprwSdnuyvX09ew8+9shF/5XSora4JFVdUDiPUSg7699es5Hn+ag8PbOEYgSZ8vSYKbosKVnhbGlaoszOeXjGux/fQTMsCTmdUGZkTZAmJk3geR6247U8zQoJAJgmTjl/zJ33ftL2zVfnhpzOe2mRSGo9fPDD42teOZ7c1vqGtrRs5B6hyspGwoRJywCsB4Cqx5+6rOCGm99g5Qqxt7fH62hq2J0wccp4kVYrAwDrkcO7Il6Pc8KzLz6kys27wt3RSUsMhqT5v2wVzvxo7VDzZx9P6lj/48qMc8/fKJBIEkVando4YeIsQsgPPM8/BOAhAJgpk32hrxg7koV3tTZDqNFWAUDOZVemzvny+28UmVnl3p6erhNvvX63p6tzo6ZoTNbcr9btJxQR2E8cf2nvIw98IBCLR9LYhBCIdfoEAFDl5l1FC2N2RRKjyaQvr7wIwKmg6xT+R/CvZrr+nAP/q5x4EMBxxGQj/tdCYjSJdGUVxc7mxiZnc5Ojee0nPQDOGBlw5R+KGIQQMu+7n0dsOARCIez19ce7f/1luq6krFpiTixwt7ftqln59El6PsW337PRUDV+Ns0wsJ04NnjgsUeMgwf2PS3S6iqkSclp7vY2Z8BuU+rLK0dvF6TJqZfjT80MNMuqR39m5PKTPv9H4Hmen/PFd3985jiEvV561sdf9CTOmH0vCOUJORyquK5RJBDgPZ1tvwYc9gnurk6JtrgEIZcLrCLmYx10OuDp7U6pXrm6Zf76zcaw19s5uG/P9V0//zhXV165VKhU5Xf9vt2tLy6dPfm1t6O519xoaXhnjTH++wU33LxMajLTzpYm0CyLkMt50vZGwyFX4sw5NaxazXRuWM9pCgqpaDgMa81hK8/zNQAQsg+9HvZ4zmNkMgqI6QpJE5PQv3vnPghogb2+rlSdl0/xPA9Hc1PE09F+TtPaj88WKlV5oJnp8qREqSItHWGfF4Rl4RscgMRgRMTvh7evBxKTGZq8AgCgPd1dkxmpdDLNCqHMybtXqFZ16cvHZgJAyOWCu6MN7rZ28JGYL7c0IWGo8bOPuuXJaTlcNEyrsnKkqvyCCQHLIKTmBHg62gFCQEDg7e6CNDkV0oREeLo6wROKb1v3bWfa/LNTRWo1JEYToqEg2vfsoiMe90sUK3xMqFSoRuaCWAz9mDKTu7MD8pRUEIqCp6sb6ryYq4rl0P6Is61ls2ncxLkhl1MiVKkRDQagyMqCr7+fAkLQllfC29WJoNsFT1fn9r0P3rsai+/B2MdWbJm//tfpjFKN3h3bnIqUNFZbPEYcCQTgbm+FOq8AhKIE7T9895ssJXlvz9bNRzMXXfiRt78PYq0OIASKjEwokJmvys3PcrS2hFUZmUxQwGA0aC56kq6dMjOLSZg6Y3LE53W1fP3FAQA3Vz+/KkeRnTuTCwVBCAEtFCJgtUKk0yHS3YnqowcAALmRIBZ9/yn8kSj6OR77oxEExpRD3NaM6Xt3wBc+WQqjTygCq1Qv4nl+M2JuG/8yxj765MWKrOzpActgh7F60jSaZaerq6rAc3ySUKncgtiLKgghQgCh/yhrNv7plXdNee3t5xmZjHK2NEFXUvY1IeQC4/iJjYEha5RiWJqPRECLxZAlpaj4cDjKhSMEiJX64tlhQgjEBiMZTYj39g9OZOTys5s+++j9ni2//ha3CgvYbDtDLuf1omG+XyQQgN862BbfJkVW9i1cMCTmpRykCYlSeWJSa+fP655R5uRdGXI6mPZ13y8dc9f985JmzXmCZoVUNBAYeTGQJSZpI37/JwAqLPv3Nox9/KnnDZVVc3iehzwt/QdCyMI4p5WRK9JGHwsiYBAash4DgMRpM+9V5xWUA4AiLT3ZOH7iadbDh75Mmjn7XZFWpwEAiTnhtdzLrzpsHD/xZ3laxtWEEATtNpejsWEDAHDh8EndMBGf1/OvnOtTOIV/hn816Bp9Jwz/6TOAmPfcf2uL/g2Qe9mV6VPXvPudIjNrjG+gv6/8waWXHHrq8a1/N57neX7m+59ZARiAWInHbxn4vOOndRbE1Pu///PfEEKy533382xlZszMWJqcYii44ebNJ954baautLxMnpZeaDm4/5hx4pSHNQVF98XLYt7+Prjbmt//8/qcLU2fyVPTllEMA29vT9B29MhXwKX/0n7379qxDTym0UIhfAP9SJ41l6IEggRaJHpvcN+e29X5BSsdjQ3SSCDAB4YsYJXqR/Y++sji8U88tVqoUMDd2YGgbQghrzfqaKiz5F91/a2a/IL46vN5LvrC4WeXVwG4hhBCpr71IWcaPwEAoMzMMuRccU1L4wfvZAIxtWwuHIYyM3s4APTB1doMsdEEd2eHP+x0pqSfdY6AEALfYD8aP/vkxfq3Xr8b5y0Y2Z+jq1/YNm75szfJU9NfYhQyMStXwtPV2Tmw6/eLGz56ryVl3vx04/iJr4GAcjQ2PNL86YcHeJ7fCQATX3jleYpl73E0NowEkgN7dzuFStWgMis7i2aFJN4JFpdNUMcCMNASCSsQSzLj28EqFGCVKlACAcR6PUIuF5TZuelClbpfnp5Bi9QaYj1aA0YsRohhEA0FIR/uJLMcPhigGEbEDKuVy5JTYK87ToyV4xKDNitEw0KlYY8HYr1By2ZnPy7WGZSutlZIzYkQSCQI+3wQKpVgFEq4O9rhbG+FaVw1BKJY8yyrVAmIgFlICWhIDEb0bN9mF2k0MlokYvTlFQDPxzhiufmQ8Tzq33nzEZ7n+bIHHrnEPGnKdFlyKniOg9RoUrIKRew8GYxgJFJw4TBAUfD29fy4/7GHnyPXXkEnzZp7sVhvOI1Vq+G3WuHp6oDEnAhWJmOsB/dvogim7M4sECY21aGcpXEsGAkcGLA8csnw8dSOKRVVLHn8e33F2DlcKMRNfPGVp3bedesjYoOxPWS3IxLwwdffB4nJjIDdhqHPP8EFNbshpYAOmsagPwCpgIZIQCOF47Ggdg88B39Dn9ePlmDIK6UoaZPdCZamYAsEceTsixGurx/Juv6rGPvokxeknnn2hwKRiOZ5Hn07d7i1xSUjpe2EqTMmpZ11zuzM8y6474yN2ycG7bbGMbffffnR1S/U/tX6hCq1bM4X360QqtUUAKhy80ELRefmX3vDTIk5wWioHEfHO36drS3w9vZsiQQCnLevB4xMBp7jTuoKDrtdPlahlPA8j/Yfv+8svP7G+8V6PTw93VcV3Xrng8deeelpALDs3/Nh1RNPP6wtLskhNA17w4mhurfWXAAAFQ8vm2scP6GMFgnhbGmGLDEJXCQS5MIRvywpeaq0anySOq+gYvDg/rU0G8sikT8F1gKxRAEA6WefN9dQWTUHiAWF5snTFmSce/5CAF8DgKerY7syO2csIQSRQAD2+rpd1oP7b8BlF4BimJM6SClGIJGYzWlCjXaEJ8bKFRKJ0Zyx45brbhj31PNHRRqtydFQ91PNymd2AoDl8IEHaZHoXZFWl+RsathS/97bL08RCN6WJSafFgn4ewb27L75yAvPHPivzodT+H8b/6pO10hARQjJ/lcCLEKIjuf5v/RB+3dDwrSZdyuzc8YAgNScYNaVli9BnPD6N2j+4pOp0WDgc4FMpnY0Nq47tOLxJwDANGGiOe/aG/eIdbrEsMfr7tm2+by6t17frCmteFCWMiI+DqFCAVlSSjkAWGsOOQDEmcr3j7nrfrOhcuyF4DkMHDiwtmfzr/8gy9H280+tApkc8uQU8DwvFOr1GwHI/zxuNCiZ7DqhQpnu7+15CACOvrRyOgBMeP6ltanzzhhxwpaYE4Tbr79qW9BuM5Y/vKwt9cyzDLoxJeA5TkpLJC8GbUNRoUJBy1NSEQkE0P3pR4+aJ099kh7V0QYAtFA0cuNjlKp3VLkjUj6QJiRCU1iUFv8cDQbrfYMD8A0MgJXLIdbpIZBK0L15U4MkIdEg0utGPFMkBhN0xSWXATjJ0JEQIi97cOlrnr4eMvjjwRp9cfEqe93xXxs//qAbADp/+akNwGmVy5aHM8+7YF/2BRdj/DMv8nseuIvadc9t9+Vff/NQwfU3r4hb6wgVSqV/yKqMW9k4/H6EvV6EPW6wqj8Si2K9Aa7mppFyaHhYZ8pv8cPb3Q15ejoCdjsCdruJCDohUmvAR8Jwd3VBlpgI65FDEKo0AM9DmZElcrY2n6QoD0JBlpQkcLW3R11trTSh6bjGEbx9/UplRjbM1ZNgb2wAz0UR9nhgKK8EoSiwcjncXZ0jAVfsvAjBhYIjFjh8NKImAgay5JSY4jwhsXJd7O+G/IMDDQAgNpkWx7vK3O2t0A//BhDzQiQCBmGfD7Zjtf6uDevfSDvz7PGqvIITh59dfm7uZVddwUWj5ydOmzmNVSiIs6UZUnMCAg77oK3uxF1p8898aN3i5UmfnThm796358qjX3w7ogeYfva558YfyrRQSBkqq+5TZuesSpox+3jeNTeAkUhgO16LYE8PhF4XZFNn4LfBXtzpsiDEccgWslANn1N7IIghfwBasQg9A5aGVURy6Q1CvJEYDpeGwJANJVWRzq7uPdFg0FV48+0Xhez22qbPPjqJOjF22fLz1fkFV3PhsHdw/74njq56vmb0ckVG5jSBSEQPz0mEPG5utK8gJRAgcdqMa/RlFbMBQGpOKOXC4acAnJFzyRUJSbPnPsvI5Snu9rYtu++947Gsiy+fTAmFIycwLuYaDYXDQo1WP3rdNMsEvb09LWWLl6yUmhMRcjlBKAJHQz1YlQpcKARXR3tT6zdf3clIpSLTlKk/xDmFssQkGMaOexDA0/H17VuyOHe4IUQAIDKRopfL0zPO0paWpyjSM1kAUGXLMbBvT3/Hj99/mrbgnBekCbFuFFlySqajuanYN9DfLzGaTCGXE5FAAAKRCEGnE/YTJz4BgIjf5+UikZEOWS4chiq/cBqGgy5Xa+tPYtOx21m5go1dl4rexk8+6AWAoSOH35OlpJ4p1un1YY87YK878WbY57XYG+p6NHkFiQDg6epsczTU7QUQjQYCDkLTaYxckQ7gdwA4tOLxXwkhmbLUNK2no31g/DMv3G6eNPWaYcmfBPD8agDVOIVT+C/gv0yk53n+X7WxsWD0g+PfGJRAcFK0QGj6pM/lDy79RJaWNsXX09N88ImlM3ie5zt//qkhec5pW6SJSZfoSkpmVS594owDjy/5Meuiy740jZsQj65UPBf9CECCrebgw66WlqviJZ6AbQjOtrZ/UFAvvffBjbLklIL+3TvfO/bKS9fj0gv+PAQAkD7/zLcShnWTAIAPh2X/rK163FMruTO++5kQhkX1Cy8v3n3P7XR8rLut7aeg03FBvJTo7er0Bu22Fp7nozM/XKtnh61KCEVBmZZB9+/euTji8y2lWIZ1NjW20ixTC0IgEIlGyjtcJAJnc+MXwDwAQNjpeDNks10VL1VEQyH4+vtHWu61hcUigVgC/+AAiECAsN+PYJPdn3bGWbkAEAkFY6TptHTwHAe/dfAfOpcmrn7dlThtJggh0OQXlh5//50rOr5a+/7oMcr8ojemvfaWIP6gkSQkkoKbbnXzPC8vvvXOo6O9DAVSKcgocUllVjZ6tm0BI5dzXHNjyDxxiggA/IMDoEUiuNpaEfZ5IRCL4enqBqtUQJmbC3dbTH08acYseHt7Qt1bNrHy1DSINGoM1R7lo/4AUZT9ITrJyOQkMGSFUK2Bs7UFILHSjqOp4Tt5SupCsVZHRfx+0AzLafLyqbgvnTonF/bGehjKK2E5fAhCtTrqH+jb5uvvNVlrDhfqSssAALZjtRwdI5OPZCAIiZWY4wrxfDQKV1trg3+g/4GhozUWQgiZ9MqbySG3C1wkAkILMPphD0LBeuSwx9fbc4gLhe6e8trbh2UpqRne7q72zg3rF+196L63Tl+38XGhShVr3MjOQd/OHZH0BQsvCXu9i5o++eCNaDDU7+3u/Lxj/bqWv5rDf4a3p/v3eKBv6mzHDbV7YaSAo4d24r2Kyfju649gBI+5SQkjf6MWCbG3fwD9Ph+aBMLBwoce++WAVqf9bXDA3bt185WMTJ5tLq9cDi46WZqYhKDL6R/35DM32Y7VbjFOqL4g5HAYEqbNuFms00sBgJHLiwghxaM7Wn39fS1xpXsAEKrUW/t2bEs3T55WAgB9v29fK9LqT2o8ir+gJM+Z96q+YuzZsWOUOzn6xNMDkoTEvIBlEMLh7KmzpQn2hvoP+Ui4jQtHLnR3dXrlySlSnudhrzuxK+eSy78QabQqR1MjaLGY50FI2OcBq1ZBmpQMkV5fUvfGa22247Udcz7/9s+HdeSebaiskuZdde3SWZ98lepsadrChcOBxJlzHqJoGu4/8efCbte2olvv/Drq9ydEfD54e3tAsSyECmV548cfXK6vHHs6H44MNX/+iUyWnFroamv5ERx/ePLLa+4TajRtg/v3OHSlFSo+GoG3rw9ClWrkB1S5eVO1hcUjxDs+Gp0av9fVrHzm97wrr52izMoe5+3prg953P1FN93+q1CpSnS1tcLb23PMcmDfBW0/fNs3/umVd6fMPX0lxTDQl1fy41c8p9rz0H0vA8Awx64fAKa9+b55tMYiLRKZ/zPz8RRO4a/wf6R78X87Bg/uf0ualHyGxGgyh9wun/3EsdeAmNZSxdInfko7+5zTWakMXCSSxEhljQCyyx9cen7C9Fl3DpcM9IQWvEYI+Xn6e5+eJP0tkErlAMDzfF/eVde+GXK7r6MYAYZqDjU0vPvGotFjx614rjPzgouTGbEYAYf9urIHHkk9/MyTf0koJoT60xd/v3/6qgmbJr30KhEOl82SZswmedff7ACgBIBjr676qHzxI1na4tIrI0G/r2vTxrgtBwK2oQhGlZXDXg8OLV/2TOWSx5pS5y/4RJWVkxMNBr/t3LC+M3HGrJRoIIDBA/tgOXJk/7GXnn0Y99yO4f3fU/bQ0nA0HGIohoGjsYGvffFZFi88AwBwtjbvMFSNcyozs5SOpkYo0jPg7ekeyW4JWCECTif41ha42lr9h554tBCPLx11PMi1Z/66Y+RBp0hLh7lq3JQ/HwuxTjc77iUIAAKRCCK1RgQA3Vs2bTFVT45qx5TQADB0pAbRaHRE42roSA1kiUlwtbe20iKxrXfH9io+EuY0xaWU1JwAe2N92NFYv0OTXzhDpFZBO6YUQEx6Il4+lCUmsVG/H5SAASOVQVdSSnp//w3RUGhEhT0ajGXIIj4vFKlpoBgGgwf3d/b/tvW647VHbkg9c+HT0uTk6ZkLF2X+mTwe9fkRdNgRdtr324/XPnj42eWb1QWF4oQZs1tsdSeMXCTMRSPhD2QGk5rn+XMIIYgGAlBm52Do2FFo8grAg4ejsQFB+9B3Bx5f8j0AaEvKUiVGk4JiGFhrDsXKm2YzBGws6HE0NXj3PXSfHABmffTFp/LUmLu3LDklzTB23GIAFxGKOqm+JEtKFgCAt7uTzb/mhtsITWNg9++VhJBF8fkHAHVvr/lKkZF5mb5i7FwuFOIGD+x7ztnUaCGEDKWcfsZa08QpF04+dhDG4UtiTCSIkvpadM07G5pdW9Hq9iJDHgtM250uKBgWAoqCJTEpT6TVaQFAYjDKNcVjbhCIRMVcMEDHz5dQoRRLU9Lu05aULVakZ+QBgKOhHiKNFoSiIE1MztEUl6SMfWxFtTIre07I4eiqe/uNFQKxJEGanDwt7HK39m3bcnfTJx/0FN1652l8NBo9/vrLG8oWL5mnyMg4T6hSyyKBQNTZ1LAWOBOsQpk/Mqdj688Pez12w9hxsXK+3QZfb8+R9u+/ubP8gUd2SswJ+c6WJrh5HnwkAllqWiHNsioAEBsMCLlcRJGaBkVqGpzNTYCOR8BqHcy++LIr5n61boajtaVTbDRninU6eHt7MLhvz9fkyosJz/N8/jXXv2GePO0SAFDm5Z3fs/nXb+IlUi4cGsla+fr7eimG1UuMpgRvTzdcHW0j3bXylNQkno9+rEjL0PgGB447Gusv+f32G4+X3f/Q9LQzz94kVGsU0XCI7/x5/WeOxvrTRFq9Ouxy/tL82cevx+8djsZ6p2ni5JHybMTnbYu/MI599MmzU888awmhKBaEvKwUS6rkKalZAMAqlRCIxZm/3Xh1G956HYqMzFnxTC3FMESekTkbwMvx451/zQ35yqzsCX7LYKc6v8AtVGvkPM/D09X5H5qqn8Ip/B1OBV1/gdrVL+zPvezKifL0jHG+3t6GE2+vGSltqHPypsQzPZRAAEVmVjoACLVaY/wmAACMTGaY9vaHv4MiqSG3C6xcAS4ahbu1ZYQLUP/e2zcgZg4OXHr+P2yHKicvKc7lEanU0BQVT/u7be7ZsvFOWVLy6+q8fIQ8bthOHPf9XZaLVcgzGckf1AdKIIBQqTpJHf/Q008+qszMerLwxlvfS19w9o/T3voAQdvQa3UfvFMqEIuPSUxmEna70bt962pcdgHUeYXnRHw+UdjrhcRoolilirEcOQLO54W6qBhJavVYiqEeBLBCXVAozr386qskWv19R1et/Np+rFYWdNgbRm/vsVdXHSq9d/GTirSMBZRInEIzTGrQ5Rqpl/I8D3d7axSpabRALBamnn3u3QCeSZgy3SxPz8ijpbLmiM83sj88zw9b65yMgd+3Txg6UtOvH9YkcrW2wFJ75AMAsJ847i99cMmaoMt5i8RkgiwtHQN7d8Pd0Q4AUOcXwNfXC2VWThYlEICRSCFQyKnebZvDsuQ0mhIwjMRonhQJBMFHI8Pb3Iaw92QlD4phgOFd9w30Q6w3wNHUCAIeAYcDiEYhS0mFLDkW7Hl7uhH1+xhtSVlZ16YNWwBcN/HFV7oJIQjYhhANh0EoCkGHAypWAMvXX/xUv3PHzdkXX14z7c0P5EmnnxnVFRQJhRotIn4/5enquIaPRh/s2rB+v8ScUGRvqD/q6e5S8cBlPlVfEgiBpqAIQoXygZkff7HQ2VB/Z8Tnq2EVynDE72XFBiMEUhlav/0K8pQ0hKwWW90H72TFH5J/zhQTihJWPvGs1dnWohAZjBCIRLCdOG6Rp6TofX29UGRkjpSWjBMmLSy+/Z75GGUr5u3tCRJCzsy76rrJEZ/X1bT2kwPD55gjhFxS9cTTKkoknIfgH+yHss5msC475svFsAWDaHe50eP1IVMhR5oy9vIxubddr3h2CeoTU1Fz3mXA0FAKbzaHCEWP3nxEgwGZIj0jNf5ZnpYO/+BATCy0uak29Yyz7kw5/cybGLGYAgBaKEzs2b5lidrtOh6wDPY0fvx+Jz5+H4h7/L22Gpnnnl9jz8rqZuXKvJDLwUsTk6+oeGRZlzw1fa8yO6bTEg0GOXd7657e7Vt/YuXyKllyyvRoQNwRsFhu1pWUjVNkZOa7OztGdNy4SASeznaDq62NZxUKAkJGXhhCTid4AnRt+qU/5HJ9nXneBY9RNA11Xj5avvniMBeOJOpKyw0F1910pSo7x0EIuWfO1+vOiu+zgBUSRiqVBh12DyOTywJDVgTs9mDQZuvq3br53OyLL30UiFlQhUddhwAg1hsNIp0eIp2+hAuFHgNwnrqg6FyhWqMAAJphiTovf4zl8IGnuUjE4OnoeDUuf1P9/KqHM8+/6FFnUwPA8bZoJHxwcM+ue3DBQujLK43VK1e/I9YbNAAgNSeubvn6i6dGZxkjPq8DQAgAwi5X1+jtCrvdI2LVJXffX51z6RXfi/UGXdjrDbX/+P2L8qTkkN9q6dv3yANv4tYbcAqn8F/BqaDrb9Dw0fttANr+/H3Q6XABkMU/R7zeIADYao+u1xaX3CtNSEzmeR6u1uZ+04RJ4wHA29uDoaNH+n19vT8deOyR63DvHX/7u4QQOv5WHw0GTuLyRPy+kzh0aWcufJViWVXbN19cyfP8GuOE6mZtSflrAYetrnXtp2eNHlt674O3yVPTTvP2dh/o3bypeGDvbo+pehIIIRiqPYr+fbtWE0KY0a3rhbfc8Xjy7HmXxDkjg/v3PJix4JyDde++pc+74tqNIp0uTVdSWiVPSxePufO+sxRZWSAUDXtDHUDAJU6cNPL7vv4+aItKlhFCnp3+3iffGiqr5gKALC39RVahIP6BfmfaGWdNav/x+2MAULn0icVZF176JMUwtPXQwYg8LR0ijxvWI4dBKMriaGpEwtTperFWBwCUQCJ5uuiWO/dVLnvyU4nBaMq+6NK2/r27owBogVQK+/HjqHn6CRWeevyk483z/IBu3ITbss49fzUtFqN3x7atXeu+H3HXDQ4MfGO68NJbYh6EfVBlZyPi9yPkdsU6wAgBFw5FKZqmwz4vwj4vVNl5jN8yCIFIDHP1JBYAvAN9sBzYD115BYJ2G7x9fZCazQi5XCAUAReOgguH4bcMjjw0AcDWcAKEj8lyMDI5Il4PRHoDzIlJZm1p+fqxy5ZfuX/Zw2spVsj17doBTWEx4mXh4J7fsXzTT4gCpy+fNq3VlZtHg+dBi0UCfVnF8JzygxYK4elqn7jzjltOks4ft+L5abLklD/UYQmBtmhMjkilfvvgk49mDB09/Lh58tRHaaGIGdi98/PDTy67JD53x/T3V814/9PLogG/z153Yq00MXGqSKvTBmxDduvRI2NT5p6mEOv0cLW1wtHUAMv+vdekLVj4IKEFY4Ua7cn3pb94eRiep1v+4ntu7sdfVO5JSULO5nUwE6A2GEE0EMRpfhc6QxGkKmTQikTodntgksZePgZ9fihYBgq3E6UnatD/vRCevDEpA3t3P2SeNOVJd2eHTJ6SioBtyOVqbvzYUDn2IZphY92AdpvX2dS4yd3R5oiGQkmm6km3xF+WAIBVa6bkXHLFdllScmokGMS0tz90URS1seHD967t3b4laBxfnZG56MKL9OWVeb7eXmgKCgUAyhWZmR+eePP1edFgsE+k0aQ4W5o3t33/zUZ5atoE3+BgPReN9jvqT6w9/NyKXYU33XZt0OEIM1IZE3TYIVSp4WprhTIrG4QQEgkE0LN1c7tIp0/mw2E67HFDlZkNZUaWqe+3bdNGvzBqCsckqnPzRjL02tLym5W5ee/yUW7kvsdzHIJ221D7D9+dLdYb3kyee1oGoSghgCyaZd+zHNx/p9hoqpYYjKawz+OIBANKgVBEuEgE3ChVHFooUgFA2O22x0+1p7MDfqslLWXu6c8IVWq4O9sXZF14yXR3a6uw5N4HHgs5HDTNshDpDZqmTz9aLUtKnnnadz9/UXrfQyQaCv3BG5XJhOC4+t7tW99V5xVcHHI57P27dr6fe/nV1QB2tP/4/RIiEGiFak1J0DZ0qP37b5biuisAALrS8svFeoMOABiplNWXlU//5ZwzYpoxD9//52l3Cqfwn8apoOtfRMsXn84WiIQHRDq9OOR2h3u2b7kSV1yI+vffbi647qY52pLSc0JOp1Oeln42gFQgRhIPWC07t9/w8LVY9tfK01kXXGxOO/PsD0//6dexsz/9urZr489XMArlaoph7hTp9PB2d/Ht3317Ma6/CgBQvfJlT+WyJ6U0wyBp5uzzCSEKnud/BZADxBTkxz+98g5pQmKRo7kpKf2cRXOECgXCfv9pjEyR/9uNV6eVPbi0iRaJaFoqw9SX37zXcmBfkTQh8Wxvb08QAMRa3ZT4GyIhBGK9Ee6Ojrvzr77+A/PEyVIA4PMLxrt7uo6bJ0+VxflPyowstH73zUFZUnKCMiOL8ByHoNMBkUbL5F1zw126soqREqk6N4/Y6o5DV1quDHs87+Zdc8MHyTPnrDKOm0B7ujrBR6LQV1QKAICRyaErKcPx11+5Q5ae8fZwwAUAkCYlQyCTPiMxGE0AIEtKTlcODnzw84K5qyCWzOB93pW47XpUPvrEGlly6rlBmxXOlpZXJCZzY/GNt51HKPSxMrlPX1pZNffL73kuymFg/74dtEj0FKEoRAIB8NEolBmxbtOwz4eeHdtACQSIBgL9rFyRKDUnQDqsYO/p7YbE9Af1Q2o0wz9o4SiapsQ6PYJOB7q3bQlqCwqFApkClkP74e3vQ5ykH4eAFQE8D1VuJQb274VALB5p92dlcqEqL38RgLURv49I1UkjARcAkJx8eDZ/DzsrItyZ59JyrRY8x50k2CsQi0EoAldrW7exany+o6mxM2i3eQkhojlf/lDkbG6CIjMLYa8H/sEByJKSwWq0CYqsbPOue+9Ybp489QuBSCzv/nVDDc/zHCuXK1NOX5BUeMPN68QGowEAWIVqZ+2rqyarcvKKPZ3tteZJU2vEuhiHTpGeAT4ahczpOGfTxedNBKCofvGVxxKnzridCASkf+eOLyGgEye/9vYBgc8L047N3woa6z75qK6p/a+vUIDYhgLuGbOx2pwE1jKI3P27cLFQgCaHE3sUOjiSM5BXfwRqgQAcz4MiBK5QGCWaWJk5ynHQdraioahc4unpdh94fGk+I5Nnig1GJmAZbOn6dUNb9crVlDqv4HouHPbbjh19cO8jD3ycdsZZY6uWP7vP09F+cnegxx1k5fIcd2cHxAYjpAmJCnlK6nm+wQFfyT0PTJEmJaU5m5oGXS0tGG0gLVSqZOq8/Nwdt16/GADK7ntoyoTnXjoqMZnNvt4e0CIxVDm555Xe++DSvCuuXhG02xguEoW3r9ctVKpshGEMhBAxECubS4zGzZ2//EhLE5LPMY2foIhf16r8gpyg3cYJ1RoKAEIup8jd3QV5UjIAgAsGA9qiMVpQVNTV2kzzHIegy8X7+vs/qH35hc2zPvlSMJrPJzGZsnbcev2O1NPPrJKnpRe529uOGcaOmyzU6m5glcopyqwcADHbn6FjR9di0QK0fv3F84xcXgKQubqyclaemibz9fchYBuCPCUtW5NfOEuWlJymysmj41nQWLOGoCxxxuylArFYAACe7q5w2OthGKkMnu6uNnd7646alU9/LtLp76teufqLvCuveTAaDi2e+MLLK9u++/o+QsgFYx9bcZVIpzfKUtNSANgAIBoInJSeiwZD3qonnr5OmphU6Olo37f/sUf+1n/4FE7hn+FU0PVPMObu+68xVI5bQdE0M3Ts6DsHn1h6X+/2rScA/FGbG1UWPPHW6/UAVgDAuOXPhlU5edMEYrEg7PEEe3f+vrm6t7deqFYpho4f/+joC888EP87Qoho4kuvfasrLY+9SaWkTuIi4Sc3X37hxYSQuwGM4Xn+CC6PCdGbp85YUv38Kmk8yDFPnioouvWuXwBMBQBVXp659L6Hvkg57YxJhKLAqtSI87cYsRiqnJzZPM93yFNSzTM//qJXpNGyAGAYO25e/jU3LALwMQB4+3rb9KO6dHguClVufvXorkRCCCQGU2KcfwQARCAAI5UOtX7z1X1Js+c+L1KpocjIgru1BcrsnFxnc6OfkUjF0qRkcOEQEOXgaG0GoUhF8px5Y7XD2j0A0L9nJ8J+Hzh/AGGvB7RIxEf8vl5Pd2df2OvNjJPG/YMDUBeX2oDY23LI5QTPRenSex+Uq3LzDBOeeeHOkMedn37WudcLRCLwMRmEZQGrhROp1ZQyKxv2+hNInDp9pOtQqFFP/v32m57VlZbXyzMy80aLwzISCYI2O8wTJnJigyERAGx1xxENhRCwWkExLCL+UeVNjgMXDo88mYRKFcQ6nTASCIAPBiFSayBPS4eztQViowmMWAyfZRCutpaAtmiMaGDfHrAKBQSiPzIoABDx+WysXK6sWvG8PeRyJsVL2QCgbGqAkmXRyIpAhhXoCUWdZMId8fvhbGqCvrRsYd6VV9/oHxgYqHjksSsVWdlHpYmJMoFIHO9ahGg4UPL392HM7XfflHHu+b/KU9NUA7t3fpd82hkpU15/56fp73ycFw0HXVwkoor/hjI7Z6Kjvi7Q8sVnXwxfGwMAkkdvg9TtZIfLy04Ad2aed+GnNMuKFDm5mRVy6bvz926GgOPwW0lZRaWYuePcOXNucFx69YUCsVjvbG76bs+D966Or6/nl5+uMIaCG/0aLR3oaEOjzojV5iT0+XzwjR0PVV8PhI3HkKGQ46h1CAqGARlFgqQpCmb7EJZ9+wEaxLK3viwsvH/9u2+vBAB5Sio75dW3VslT0yrcne3ftnz+2T092za7ACDkctmjfl9Inp7BulqaQQQC+Hq7twZsNkpTWJwjEIngam1BJBDjzLMK5VxCUcaozw9NQaFh8OA+v6+/TzxineN0uNydHSPUBl15xYNSc4IZiJXt3O1tkKely+TpGRcwMrmIkcWK71wk0vfLwtNzZ37w2RcAFsWvCf/gYE76gnMme7u7cHLJzWfr2rH9A1P1pHsJAaUtLFb4rYOw1ByExGD22+rr9qafde77mty8kXTY4P69x2tffmETAPgG+gWj1+e3WIYAoGP9ui4A8RLep5NffuNaQ8VY+Ab64XbYEQ4EcGLNy1+Tx5dIAbh6t28567QfNgxQNK0HYt6O7s4OMDIZH7AN9WtLyytGe37yHOdjZfLueMAFAGKjkWn75qu3WI2aY6Ryfeb5F709bvmz3xbddJvfUDF2JhArXxrHVd+pzitYOenlNY8mTJ1xIyEE6vyCO8fccc/co6tWHuresmklq1BWK7Kyx/n6+zrdbS1NaQsWvknRNLQlpVzlo09McjU3vdT4yYeNOIVT+BdwKuj6G8hSUo1T17y7Rp6SKgAAaVLSvQXX3rjvxNtrvvyr8bryytSMcxZ9AgCt33x5ifXQgTfLH1zaLU1MGuPp7NivG1Pyg3niZAkAKDJz7i+69U7/sVdeWlZ8651jpr390TaxyXSSmKlALB7xgim578GHxz/3Upqj7sSq+nff/IQQnqXok4nzhMTI7ZkXXHL2+KdWfk0xLHVSN9koRHx+f/KsuaXRUKj3z8u4aKRw6pp3n/AP9LceefG561mVaqI8JS2NC4cQGLL26UrKzUO1R0bG8zwPVqFg+3fthKk65m1oO14LVqHYceSNV38QajTXG8aOzwnY7WAVCkSDoSJZSpqIZhhYDu4Hz/EwVo1D1+ZfoS0spOIPpDikCUmw152AMiMT8tQ0+Ab6/QKl8hZj1fhM24ljEIgl4EJB9O/bvU6kVK8RyeUT3J3tCpFOj6DDeXHizNnnyJKSJTzPY/DAPkdcKoEQAoFIDGVOHuXt6hw+Lr6RgAsApOZEyNMyr3a2NL0g1One9PX1QF8W4355+3ohNZshNhhGDrIiNR3u9jao8vLByuWw1Z+ApeYQBCIxIj4vaFYIZ0sTKIZF0DYEdX4h4gGsw++H3zIIsUYLd1sLQi4XAB6ypBR64MC+doFMliaVJgA8B2dLE2iRGJ6ujuZoMJhx2rpNtkBLIxX2eNC/aydUuXnguSgyj+4HAZDu9yJYfyIozCsQAjHhWmdzEyiWBTgOirR0qPMLjAAgS0o26kpKHz+0fNm4oSOH95snTa2Sp6TC2dYSCTmcAj4ahSw5Be6m+msqHn70foph4fx1gy9sNDn0Y0oTAMDd0a4KOu0jWTtvb4/bVnukL36c2n/4rkyqUvcrxpQIhn0WAx0eT2Plo09+az9x/KOWLz/7puWrtfsA4My7733jOksnDDQF0ARp7XXYKFXoqclzXtWXV5oBQJGZNbXi4WU9B5cv+xoAjv3809ZrvEOfu02JF09iaZgIj40qAxonzYQqNR3R1HTs8vuh3/gdSvU6tDpdCEdHePqw+AIoFjIwCFkYuBDlpOkHAawEgJJ7Hng0Yer02wFAnVcwkaIFYQA3F1x/84LcK65ebj16xEYJhUpleobAcvDAy7vuvnXx6et/tcTnnSIjE9ajh+ForA9rS8oMQqUSvv4+cJEIWJVa7GpttXq6OmpZpco5VHvk3eOvvzwSdBGKYrx9veDCYUiMJoAQRENBLux2qUcHPWGPmyWE0MV33ufnIhEPq1bD096+SZmVPZkSCCBLSYWjsR5CpQphj8fvaGr8DYBVmZk1MpclRjMILYC97nhN8szZs+M8xjhokaht+Dois7/4TjC4fx+EKiUiXi8CtqGvAaDk7gcqDVXjnqeFIp2rufErnqDB29c7XWpOAM/z6N2xfWj80y98JEtJmxm029oH9uy8mguHnQBG7n2enm6n/cSx1UdXrdwwdtlyk66kjKfZWFk3YLH8GHK7ZO7ODqs8JVUHAI66ut8PPvnozTM//mKDrqRsBgDIM7LmtHz52SujjxHPRbmAbSgiT01fGLTbEHLYQQSMTpVf8I48JXWcu7OjhxAySTumNG3oaE33nC+/Xz9iGSYUUcZx1TclzZxzYcXDyy49uHzZepzCKfwncSro+huosnNnxbupgFhmQpKQOAXAPwRd0sQk1binnm8ylFcyAKBIS2+WmEwmX3//egDrCSGC09ZtHMmOiXU6qHLzLwGwzDi++mGhRqsGYiKbjESKsN/PORobvgaACStXdybNmJ1ECQTwjCn9OP+aGxR927ct7d2+7d7E6TNFsQ6vXdHal1+ci9UvIGnmrDWq7FzK2dI0sn0inR6DB/f7JQajOOiwB3gCaeVjKw7bjte2Dh7Yt09fXllNBALKWlPj0pVXLVZlZcWiOLk8q3b1CwUZCxddQYtE8Fssg5qC4s/Ueflsz/atYOQKjo+EKX35WHg6O0ZsV9S5+eDDkeWn/bDhXVaugN9qgXrYd4+PRsdRNAVKIIC+vBKuthZYj9ZAmmDmhWoN8dQegcScAIFQiKDTCUJRkOgNIwbQEqNJYqioOk9XXDKyf91bf3Udf2XVAgCofGwFdCVloAUCaAuLKcuhAxJZUnLsZstxotE33mg4jEBPN3z9/eCiUYi02liJb7gs6GppBiOXeUR6w22ulha/2GQS9+/eCR6ASK2GPCUVYa8HzHBjhd9qAcWyiBvzavIKYuT5jnao8/IRGJabEGm04CNhjM4YcpEwCAjkORkxLSe3G/bjtaCFQkaZlZ3GSKSQJSUjYLXGxgoY3t3e/kP2hZfcHZ9Til3bwdceQWdqKtR5BWhKuQVLt/3qwFef3tV97NgERTB4PStXgGYYKDKzRo6D5fDJDidEIJAkTJ9ZRby+KvrnH0AYBh6XhzbOXxBzW2ioh3HiVC093Kmomj1PMnhgn8Td2QE+EgGrUMLX1wdXRzvAcQjYhlw8z49E0wN7dw1NSTTrCpMT7hVStPDnuWcV59x69zJCUfBbBs8uve/Bl2uee+p2Qgh756UXp+tHmRXLKAoytxNBc6I6fkHRrJCSJSUXYljH6Yr87NtyVMqLIwEvksVKAATzXVY0nDgKW0EsixpVKhGMRuEMBkERgnSlAi1OF2hCMOgPRMcadCNZHWn0jwylWG8cMaEMe9yIRiPzim698/nU+QtuV2ZmMQDg7uwI7bz7tgmWA/sOkrtvZfhI9CQmvr9/4GdJYlK2UKnMAmIZHXt9HVilEonTZ+g61v/4+fYbr3kDF5170nlxtbb0JKZngpFIYK8/wXv6+1ptx46ukSenznc2NebQQiH4aBQhh6Np8qtv/WaePLWaj0bhbGmCIjOznItEXQB0hKKgzMyG5dBB6MsrxMqs7EXO1paxzuYmizIrWw8A3p4uyFLSEPZ40oGYm0Pcs9PR3OQKuVxlMz/+or30gUfeIkCPsWqcAYhldF3tbY0AYBhb9ZW2aEwqACjS0gvrP3z3FpFGVxsNBouDdps75HRsSZwybREASIzGPD4afcZ6+OA9lEDwOiOXm9wd7ZAYDAq3xzOfEPIogA9pllUoMrNmBmy2Li4Sycy/5obVwaEh9O/d3Rb1eT/u+GndKgBRVqEcIUYyYjGtG1N6c//O3xtMEyflRoPB6MC+PSv8gwPWuV+tGww57EbFMG1AnpJaGr3rvnsBrBjWoWwGgOnvfnwS6Z6PhCHSaNXaMSW3YdgG6RRO4T+D/5tB187/eMi/D4Zqa350tbUElZnZQgDwWyy8u6Nj3V+NTZo9d0U84AIAXWm5IOX0BU8DuA6IicrO+fJ7DsM6SFw0isDgQCcAUAwj4iMRKDIy4e3rhd9iweC+PW8feOyRNQCgzMxKiqfUZYlJ0JVXLpkxdXpJwG5bXfPCMwW0SKzTlZb3zvr064/LFy95Q5mTSwOxLI2zpQlcOIKgbeitE2++dpfl4H5u7lfrDqly8/K83d0wV0/KAJBhr69rGqyp8Wjz88okBn2MK0HRkKWmz88878JxkoTEqZGAP2LKzO4c3L/ngEAqyzBVTzQFbLYIHwqyNMuCEggw2niasIxJkZ4xEnDEoczKhqezY4SETgkY8NEopxlTSgGAobIK/Xt3I2AZjHj7eusTps8q4sMjkkexdVOjSEkAWIVSBAB5V16bkXHeBXJFWnq8fIjRchCUUHike/OmFGliopkSMPDbbDCNrQJfXIKeLb9aBRLpBkdjfb52TEkJF4nwAwf2dZTced9lQqUSrrbWEb6Np6sDkoQkUDQNd0c7/FYrgg47hBotJzYYqbgaemxsJ+x1xw/LU9PKhGoNerb+CpFWh4BtyBWwDvWKDAZj0G4Dz0MhVCroeCDEyuUj3Cs+HIZsmF8j0ungbGmGq62lVTEsYwDEutGaI1GIzzgH8Hpgra1B0O6wevr6NiqvvPFJCc8ZKQETe3DqdBjYuztAi0ReQTCoMFp6GV4uA5+Vg6jbzTka6tfoSst+nn38IIpDPuTTBDWsmCx74ZmDprmnH+nevMlZfO31d8V/293ZAU1xCeLlbkdjQ8zeZ3g+RAP+7pFzR4hg/NMrbxM99oxpfVPD+sPPLN++65ufQoSi4OnuQtjrgSqv4NZJq9eYMhddtGSaw+rZLpEKp4lj5esjvgBMXm+9f8jaLwGmAUDY6w25O9r2Tk40yy/Jzfr0guyMM7JUSnS4T3ZvoX2xrlEuEoGg9ggYhsH2YBRyfxAyhkHmcBdjg8tzwBLlxhoENOWMRlHrcL8bX4enq2O3pqj4nEjAD7/VisTJ09ITJk29x9FYP1Kyk6eksrrS8lkADpYtXjIzGgyKw14PBBIprIcP2po+/XBR2eJHNgPIiq+X53lIzQmxZorBgX+wGiKEMKev23hOvOtYnVdAoqGQbqChfjMRCKQJ02ZM8/X2ggfgam8dyrvy2tmEEBCBAIq0DLg7O1L6ftt2Nc0yq4Uqtdx24hiM46pHukSVGZlpjZ98uCQwZL1cbDBmi/RG+Pr72kIOez2A06TmBPitVtR/+N57hvLKC80TJycBgDwl9Ynmzz99iOf5iEAkNtpOHFs/uHd3nTIzO2PSy2tG1J8phoGmsPjxzl9+mhQcsoq1JeV5xvET3jnp/AhZzYEnlv5ACPl99pffWw2VVQQA5GkZ5SX3PfhUzbMrFiMm6fByzqVXTC174JFthBCIdDoYtdr046+t3tn5y09DADDr4y8OA5gNxMrXIp2eUeXkZR1c/uj1YZdrT8f6H2sBwHJw362GseM2IuYZDAAQqjX/oMPVtWH9YoqmFYxcMZPQlFxqjmVxeY4LA0Dq/AUJysysUm9vT33LV5+3/vnvT+EU4vi/FnTxPD/pPx717wP/4KAz7+rrzkqYMn01oQXs0JHDqxo+eHvjX40Nuz1tYZ8P8Rti2O9HaFT7MQAM7Nm9AlHuQVokopytzf0Hn3x0Fp5YiqGjNe9oiktmOVubJTTLwtXavO3g40tuxWOPAAC4cOSkDkae4/T68sobAEAgEm+VJibpFWnp4wFAmpg4peXLzzcIpLILGLEYQo0OPVt/3bZ/6YPXkxuuoiaueu0F0HTm4MEDYBVKBJ0OCJUqqPPys30DfVFdSUwsU6TRwnb8GMJ+b5G2pJSmWSFkKakCiqZzXG2tOfHgQ2o0sfb6Oq+9/sRxW/2JhrDHc7G6oJD2dHUi7I7Zl9FCIUb7ugUdDtB/cKqgzMhC2OMZySTERD6ZcOr8BUzI6czx9vVGxVod7enu4qSJSZS3twd+iyUmxsjzCPt9sB2v3QFcBF1p+VmKtHQCxMqHrEIJT2cHKIaFf8jK8+GQSZGRYYwGgnC2NCFlzmkgFAUCIHHGLF3nhvVnRQL+h7ZeefErPM/zs0TiYGDIAl9fD+g/BMAhTUpB95ZNzsRpM5XSpGQ4G+uhSEv3d/784ypldq7B29szU51fmCoQieDu7DhS99br09ztbecJpLKnMhaeaxjmXCk6N/58dOs1l5ZOfu3tXRKDsTw8KkjgeR6EYSBPTcOfSzvRUBACkdhpPVqzVp6WfrXEZFb5+vsQJhTkDAN5TiwZM3jogC71jAUXi9SxLOHQsaMQa2PcMXdry3Pbrr186Z1Tqq8Lnr3o9S6vlxZs+pnz7d354p61a1+pXvL4i0cuvQJHaAZp363Fta0nkNwz0P7L5RdeQ664iKo26m7znHeJgBKLIa2rBZUyoqAAWiSCQCqNBVEul3fw4L57sCjWTDv51bdeN0+eei0hBKq8/JtK7108X19ZFQlYrYxALEa0uRFGo5Fg7LhFivSM8b+9uPyFs0TCR1ocfnGb0928vqPr3ga7c1MAImk6jyUgMM7/8sMxZ4P7iB1ToNBJxMJgJAJPOIxwlEMwGoWQpnHCH0RGwzFkfPwmnF1dKLRZLKyQsYodto2be/q+6VQqrk2SySRBLrp/5aHaF+dkpFZrNdoFVpfr97cPHB4xqt+z+J6VAKIUK7w2efbcgvhcU6RlwD/QH7ce4r29PbsAQJacUqHOy6d9A/0IDA2BVShhObjfP7B394usWvO2xGCU2U8c6/Z0dRFCEdrd1vbBkZVP/4DnnzrpnCfNmZcBikhHf0fRAqV2TOlF26+/cvHkV986O2HKtNLhRdNCLudIUwXP83C3te6rXb3yQ29P157MCy7eqC0qSQ5YByExxYRiw34/KJY5Y9u1lxeWPbh0qTIrey54vqN/9863CCFWRqFMc3e0bW7/4ZvNWeddcFV8G0QaLZElpyyihSJFxO/3ig3G08Y99fyN/v7+Ie9AH4lLVAQddigzMrXU/AX3bbniomvmffPjh6xCKY5nzyKhIO9obPgMOB1ik9kkMZnJH/tJQ6jS/KFoCyDi87mjwSAnEIkoAIiGQ3zI7RrxTGz/8furgg7HGllK6hk8x0GVlQ0AtFCp7mpe++mIvdKhp574beJLr76szMq5l1AUvP19AW9PDz1+xXM3NHz8/of2E8f9AND8+ad9ABYW3XRbSdqChV8LJJJMX19fj+XQgWfH7N5ZWXLnvd9KzAlJgSGrreLhZZedKjmewt/hPx10EUL+wXrmPwLP8xf+q3/z7wJCCKUdU9rS9s1XFUGH3YPL/iDMl9x9/1jD2HFPUAyrcDTUvW/Zv2dV18af7zCMHZdIKArWIzWtrV9+9sTo9R194ZmlAqlsZcTrcfI8z+Pu20AIoSe/8ua5Yr1REHK7nF2bNi5nZbK+qW++v6zi4WW7Dy5f9qP1yKFPaIa5lFWr4Wio56TmBIGrtRlCtQaMTD5JnpI6kmELOZ0q85Qp5zEx/VX0bt/6+/6lD04HgKonnr4hcfqsO9ztbdCXlEEgkcDX34dAOAIiEkZZpeqkEgjP8wChaJphwEejcLe1xmxh/sQTo1hWWPf2mrOM46sPKLKyaW9PVywb09aCsM8HQtOw1hyG2GAELRCA4zjYThwDDwKhUhmJ+v0cI5GyAYcdfDgMT18vRFod4+3phiwpmQ05HRDp9Ij4fVT7j9+dSJ45t0CakAhWoYRQpQIAeHu6swEgaLc5TuK2uF2QmBIgT0kFHwkTRUZWKhArgfgHB2OBzR87DF1xiUyoVK8e99TzWgDL/AP9lCylChTDwHLoIAjDQGo0wXa8NtL23TdTO3/+0aDKypktTUnVe3p7xikyshYDAKtUhu11xx4BqD5tUfEBR2ODixDyxcxPv3o7TnIHAEVG1qTTf9zoCdjsNMWykCiVsB0/BlokhKutzZM4faYMiHUYxs22fQP98A9aEHY7u2tXv7C/8MZbJ6WL2ccpneEsNiWDFhtGPMMhUqoQD7gAIGZkHeT6ftv6/vE3Xnkq9f238kzzzlikyy+hwXGIaHUUZzBlJ82cPX78sy8JqOHyYcfCi7Bz5TKYB/ueGp4bXPWYMaVGl3tfMDtfEqQYXmazcmJNrCQXDQahLSqO6USFQs7DzyzfCQB3lxeXnJOReXnq5u/hEomx7awL5aqcvLkDu3c9pyooXFrR3oSru5shogi+3p2AQ5ffkLxj2tzOA2+8XKAQsrof2zoPjxJJ9V2cm/V6tdm4dV5asrHV6UKG8o9j2+p0IVutxPEhO5zBIGQCQcQpU4EasgqyhgY791os5z5/MOaA/eotd5S3JyZtdXd11hx//eXDMXUxbBv+dxJ4nucJIavzL7+yInH6zIJ4pijkcsE3MABff1/Y0djwbOf6dTsAwNPdeTQSCEQlRlNcYLc2adYcpXFc9X0CkUg2sH8vFKmpJnVBkcB2vHZn14afnuF5nk89/cx0WXJKrqOx/mDP1s0WeWp6Gh+JjhhTO1uaYp2zfr9HmpCo1ZWUjZTTlBmZpq5fNxwwTphY6evvg7er0zV4YO/yYcPo+tzLrpyqHVM6XyBXPBXxB2SEosBFwtAUFmcmzpytSZw6/VJpYlIagLHShMTJB5589ExwnHdgz64mAAJPT3dYlZ3DxPdbW1JWKk9OoYavRUSDQUjMZq27u8tmqTmkEWm0oFkWEpMZvoF+GQDwBDqJyQy/NfYCZT1y+ODeB+9dDgD+/r46+7HabtPEyUmEELg72sNDRw6/Mvo8+Af6mwYP7h/QFhWbeR4YOnp4wFFfN0I2bV77Sc/4Z17YTbPsPELTAmdzEyJe7/b+3TtHzikhhAjVGl3Qbnuo6slnWhiZPFtsNM1PP2vhTQAgSUg8hxAyf7Td3bHXXz6iKy2vVGZmFzlbmuqtNYesMz/6/H2JOSEJAERanUY7puQunCo5nsLf4F/JdI3/i+9oAEkAIgCGAGiH19kNIPoX4/9XwFBZJZ3+3idfaYrGzAvabbaxj624Yf+jD30FxMoj87796RNlVk42AIj1hkpJYuKNxspxiT6rJdTx/bfPHHnx2aWj15d53gV5sz/7+iNJQmKZr7/vaOGNt150fM0rDZVLn7jcPGXa5YQQSIxGFhz3sDwlVUmLRNCVlEXGLlt+5cEnHr2MEHJz8Z33vpZ/9fWXxgMKV2sLeJ5rcXe0M4r0jEwACAwNRQ2VY2kgRgqXms0j6Qex3pBMCAGhKAiGM3ISkxmWwwcjgaEhv9hoksf1fSI+HwJWCwQSMeJch9hvNkMglcPd0Q55ahqioSD4aFSQOHXGeaxWqxWIRCMCnrLEZNK89uMf085aeLq5ehIV8npiXXBiCViFMhb4SaUCa80hsBoNnI0NEBtN0A+rtgedDvitFhAqphHGSGVgZYqjQZsty99Qx4p1f8hFKNIyUjLOu2CWpqB48sC+PRFaJBJwoSC4cBjm6pg1EqH/mOqEoiBJMMNycB+nr6iiwPNwNjVAlVcAjuPARUL3l9y7eHzmogsFcSFcc/UkHH52xS+u9tb1g7t3vlv94itv6krLz/f29fnEOh0vNScoeY6DpeYQ5MmpjCsSfYximNmK9IxaANCVVxYBPBktJUBRBPLUdIE0MRl9u3+HxGCEprAotoxhxH6LJSo1mWixwQhbfR3XtWkjpSkohEQhh6+na0HVk8+eYOTym3987qlzyx9ZtiYlOeWGgG1ohP/m6emGNDkZce5V2OuBt693/e+33nDN5LrjezTzzx4HIQsegMRgRDQYhLujfYyhqvoR6iRLH4J9dueR9040HBy+BoTFd9xzofnCSyUKmQwAiOXwQdrZ2NQW8bgO6krLzwLAUAIBgnbbXgAwTZiYOGnSrP0X2LoZrSCWNTR9/xkeMmXauFBws/fIoeJLnL0LxcMK4ecO9aJ+7y7Ob7H2uuctYLjc/EXTBvqunJ6V8VG1RvmSW6kpN6WmMMJomEQ4Dn+qOMMdCqHd5YZayKJQq8YqkXLAcut9iQCw7cC+pq1XXXKkIzvDVFVY8OZluQVz6zIyWOeUae6Khx+99ODyx37A3+DSvOzkp885a3vN+Ren21qaIFRrwAUC4DkOmoJCHH5uxYqmTz9aFrelObTi8XXjVzx3izIrZ2HY57X2btvyiHnytDPUefkVPM9DajBCYjQLAEBbNGZiyvwF11U+8lhd2eJHPhBptGpPd1dr4Q23nOVsathPKKo+7HLlBaxW8ITANziwrfWbL1d5e3uCIZdzKBoM6MMeD0BRCDqdSc76Op++YqxElZmtUKSkf3PbxRcNaMQikmGzPP3zfXe+POX1d66hBIJSPhoFJWDgbmsPKzOzy4YDrtg8ZFlj+eIlu6VJSbSruflg2/ffnNO/e+db4PmbaKGQuLs6wgmTpo68+AnVGoRdTghEIjAScaOzqbFRkZ5xEQFhYg0VRz9M+eDdxJT5C3zy5DSIdXr4+vsg1hvCpfcsnqivHPvg7M+/Zft2/X6Pt7/vLHD8eJ7njgeslsHR50E7prQ6YeJk88DeXWCVaihS001ZF19WSwjJ5Hmez1h43pjyB5c+JpBIBAAQ9vu5wysee0Selp5acN1Nyc7mpqYZ73/6riIre1rAMtjRv/P3K0MOR3/SzNkj/q368so5yfPmj8OfqDHD3ri/j3wRC2b/AI+TP5/CKYzCfzro4nk+bfRnQogZwOsAbgHwE8/zUUIIDeAMANdgmM/0vwkp8+ZrNUXFU9IWLJxiqKyaBwACc4JGWzxmBYCvAECWmqYTG80jkUjY7WKMlePKAECi07NJs+feSgh5guf58Jjb7y42TZzyfv61NxZHAwGGFgqhKSgqiwYCjwK4mFWpFaM9vRipTBbn8QgkEoEqJ/d0AJ9UPLxsmrasfNHosdFwyGM9dODyaDAYNk2YuJjQtJCRS2di2ORaIJGAUNRI4OtobtyoLiq+jef+EDgEAFAUEWp1cj4SAhcOw93ZgWgoBFVu3nAH3R8IOB22QHPzO9KExKvdnR1aQlFQZmVj6MhhX9DlaNYWlxTFeT3+gf6QvmKsW6zVx/z8eB6EoiE1mUEJBGCHuwQNlVXo3b4ViowMSBNHVAQgVKrgaG6C4vgRJJ84ihNCCUJ+35k+ywCbcNY5CHs8cLW1gpFK4enuhras4lv9mFJZvPQZk1uICW8SQrn8VotUnppGA0DAbkfQbvOLTWZx+7rvOF1pOaXKK4iJNnIclJnZ4pDTOXe0PAMlEEBTWKRp+vTDl0vve+iupJlzLh7YsxNhf0ChG24ScLe3QqhSI2AdhHH8eHqopuattUVZWQDg6ew4EvH6/AN794hZpRKUQAAuHIKzpRnjd23Bwobj+PLuJSO/J09Jozt++uGbSG5+WTQUCrs62tOSZs5kpcPlIHFaOvDzD/nROadtLrzx1rOthw/er87NO0+sN2pdLhfCXg94joO3uwskxpsDH+W42lUrrx3T3LTUMH7iOFFSEuzHjkI5zLmjhUIINRoRz3F5Pdu3ggjo2HcqNVKCwab8a27ITJo19+P5v2wts9efYBjZH1NJU1CE9p9+CO1f+uCisY8+ebEyO2d+2OPub/36iydxxUXIPPf8vdqgj9G6RpoYkS6gINyxpTNxxcqfGY430x+OqD6AEILIzm1fBHmqJe+shUdFmTkKimEg02luKdm+AZ5wBFqxECkKNTpcbnjDEfjDYYgZBs5ACEP+AEr0scA8GIkgRDOJ4v27EeSBdIKZ1urqs8+WC5eOU8mKMNCJvp878cZ5V8k1RWOuwij1+z9jotn4bf/Y8el8ajrUiDW/eJwOKDOy0P3rhu5Slpae9+FngbO/+I4+4+Elv/y04skFPM+/AeANAMCVF2PMHfeMG9FL+1OwGA0EVOKEhLf5SEQNALKk5AzjhIm3Hn/j1Rvzrrz2TNPEyTfzHEe3fvPl2u6NP++JuzhULHn8Zl1J6ZfqvAIAAMdFTcq0PzS/5BkZgkqlPHGi34XxWsXqSbPndLcEQzdWPf7ULrEudo0KtVrtwL7daX6LJSrW62kgxhVUDfNE1fkFFSGn4x5WpSpQ5eQSAGCVSsbT3eWVJSVLAcDeUBcSqjWs/8SxoKXm0Ks1Tz/5yfjnXpIaq8afDUIEtFg8u/T+h96OeDym4JAV/mgUQqUKhKIGkubM/UyWmJwMAGKTeZztaI09YeqMVEJIhq6kdEbSzDlF3Zs3tgOA32rpCdpsAZFOL4obtcuSU9JDDy97GcCtjEKpjQdcAMCIxZS6oPCs1PkLbmIVSqm9/kS/NCHJxCoUECpV6dFQaEX3pl8WR0NBjmaFMb0yjwcpp53xnHni5Ll9O3e4jeOrU2mWlfbt2F432j2j69cN74OmF4rUGlXY7bJbaw4+hwsX/t0UOoX/x/Hf4XStAbCK5/kRVejh1P/3hBDP8PL/NTMv57IrU4tuueNnRXpGvqOp8STld4phRsyjlVnZUXv98QGJwWTiOQ5hn9cLYIRrQWImiAQAjOOrn9YUFpXHl7naWsGky0BounL2p199FrBaGlwd7S2K1LRMnuNgqzseUmXniMHzoFgWIaezDwA0xSV3MlKZ0NnaDErAQGIyw9vV+dqRF57dP7zqC8fcs/gbbUHhCBl0uIvo/fjnmuee2lZ2/8Nni/S6nyiWEUqMZgwdrQEomhYqFAh73HB3d0Ok0YBm2ViZIBAI8dk5LKEoREJB3tPe/vC+JYvXjFv+bJ2havxLjFwuH9y/z63Mzrl66EjNdR3rvvtAkZmVHrDZfMdfW1VW9sAjI1pkgaEhqLJz4GxuQjTgh1CpRFxXCAA8vb2IhiNQxpJ28FssqPjhc1zFxZrefnP78MHkudK4kjorl8PRUAehWoPEqdNgqTkki5PNAUCiN8Db1QlVdi769++rDblc44aOHwMXCsJntSJ19lwxz/OQJiZTXT+tGwKgJYRAkZ4BV1sr1IXFsOzfB8O48SCEwNHUCGlisgsAZEnJZ/b9/ht05RWI+nzw9vWCC4XgaGqEvnwsFOkZsNedgN/hGNkgv2XQX3zrnVMUWTm/GarGiQf37oZxwkTot23Cxf0dCMsl+KG/H7wmFihw4TB8gwO7CEVtsh2vDRkmTHonHnABgEitgT23EMaaA9RVfvvnOXp58y9rXjpYe9ZFU6f3twuToiGc0JlxVKmAoawSkUAAXb/89LKzqXGg/MGlF9NCEca++womD3Sh72chfpx7NjwlFQDPt7o7OwpS550eI/w77LDs24ftVvvniqnZryqzc8YLRCIErVb4rRbERU49x2tB+vqOXTa2/Hxyxnk5QYc9jZHKleZJUxcA+EBFUYZx+39Hr4BCgix2udQN2VuiZyxMkpjMZgD4MqsIl7WegIAQ7Buw/EK1d75wRsGYuvL1X4v1fi8OJmfgwBnnomfjOmTLpcgbFjOVs0rUWKz4tbMHSXIpurw+DOYUYmdiCphIBBW7t2O+0wVpXxv6fX6oWQZnqKRrE+VSiud52IJBmIRCaBqOYUCmopeMK1/U7fbWvHeiYaQFmBBCPVRZ8l6OWlVBj9I5YyRS8JEIWr//pkv6xuq5ZPWbx+ncfCIAwGTnnnFxzcFXP503g7MFg73PHTz6fKfbEwawTldeEVbl5DMhlxNhrxeMVApnc1MtCK6UGM2GsMcNV2srjOMngFDUmfnX3PBc/ftvNwOIZWJuuAqqvHz1+KdXfkkYplCo0YRZhWpku8RaHfxDFkj0sXIz5/FAHfShhQiwPycPihzBKsnRI3eLtLqRlCYrk7PGCdVXcZEw7W6PmXGMVo8HAIphJFwoNCJAJ1SpMbB3z4+2Y7WUJDFxGiOXa8Hz0BQUCUMOx2nFt99tT54979xhuQVxwtTptxFCKIFWB79lEAKJJOrp6jjcs23zvqzzLz47aLdBqNYgMDig0FdWjbyUqvMKpOYp0xYDuBEAWr/6/Lg0MXlJ6hkLnhs5RxQFVqM1AUDv1l93Js+eu0VXWj4DAIaO1uzQlVeeySqU0uH1mdwd7WCH9QtphlWceGvN79XPr3pSUzRmCXiecJEIkmbMmsCFQ9dOePZF4cQXXn6MFonYgd07PyGEXD5crkXyzLkP60vKVAAQGLIKwj6fE6dwCn+D/07QNRPApX+zbD+AWf+Ndf9fh6l60lWK9Ix8ABDr9QJXe1tYkZbORENB3lFf92b8zSb3sqve0FeMNQFAJBjgGz/96BUCTNEUFk+IBAIR27Gjz/I8HwIAWiTSjv4NQtMIuZwRkUaTLUtOzVYXFqPli8+WOevrhrz9vdOzLrr0nLhhsKu9FTUrn1mFm64BwHPRYAASUwIEEgn69+y0HXh8yVLceQsAoHLZ8pqsRReU8NEo7A31iAb8fv9A/4sHH1/yeJyQDwCHn12+ec7n31qEKnWSt68XApkM6mHSNReNwt3eCgLANzgAfVkFCCFsy1efv6rMyha421r3RsPhvrlfrTuqKSpWdG/ZtDlpxuyzDWOrFISQibRQ9O7GRQvy4seJ3Hkz6d70y1MCsaRElpxc5e3tGYgGg2ZFegYohoG7ox08x8PX1wt5RhYEYhEIoeBqa0XQboeotmYk4AKASTIxPuJOztozcvkIr0udmw9vb89IB2XI5ULczNbd2pyVed4FgrjOjvXIYVgOH4xxYkIhMAqF3dFQV6cuKJrkamuNkf+tVviHrHB3tIMQAllyCvrat+8CAB6knZHLwUpl8NjtCDkc0BQVI+r3Q6yPBSGagkKEvR42Zd7pOZ2/rG8EgNpXXjow66Mv1vp6u68yjJsQI2AH/THSP03j7C0/4lufFw6VmnecOP5LxjmLlgmVKplx4mT/0JEan6OhXqLKjZ0v30A/pKEQ2J5OOCRy8TtzFxYLMjKLFQ31mFa3Fyk8h+kOK56LcujR6uPdpaWEEFJw022dmccP555tHwBYFlrwcG9ah0/E0q7BfXse0owp2SYaVvsXqdSQJiZC/PzLa0Q6vdbT2QFWpQKrUgEcN3weOcgHerjHHd3nvHXdLedmVE+NzeHWZiizc+aUP7h0YGLT8egYMcuEohyOWW0gAN44VnddKL9SyYXDPMUwpOXcS/Dghp/6Ez5889q1jS1bnphQ2a2P+sXlHAsIGWQOdmFw40+QESD6J2cgBctCJ46VLSsSzUgMe+BqOY73xk9HvzkRs+goCCFIkcuwr38QvnCYivBRtAPQCFn0eLzI37gOOQJm1rz8nDPbne6hl6ZO+Jql6ebPGpo/eLp67PdZSuV4XySM8uOH0JGQAnd5FUhTPQLbt7Z37NlVMl4mmx0xGElcJlhadww3K0XXq1kFvV8sR+lVty7Llyl4Z3Pjb96u7mekiUkPKdIzKMvBA7Wpv3y/cQYfPvfXK28xq4fPsdhoRsevG2AsrUhImDp9BYAL4vurLigUVzy49LC+YmxqyOOBo/4Egk47Ij4v5Gnp4MIRdG3auMNYMXYcD1Bjt28QaCMRvH7u5Yhk5kABJGdk5ixxNNQdUOcVVAKAs7nJJk1IqpKa/wjuBw/uR8jj5lmZnPgtgxbL4YPvh71ewkUik4UarTzsdroG9u76pPD6m9+VmMw6IJb98/X3QWJOmOnu7PjR19cLPhqFUKMFI5NRgaEhSM0JYJVKDOzb852vr/fHoptuf52Vy+G3WuAfHAAXCg9F/D4tO/xixnMcQm63M5ZtnfPuaT9syAvahvY66k90SIymVEIIPN3dEduxo68CMdkOQ2XVgoTpM98QSCTGgV07Hyi8+baTVOTDHrcXgDQSCEQdjfUfAqdj9313Lpvz1Q/XKzOyTPH7R8jp1CbPnncvq1CyAGCeMv2SknsXfwPgG0KI+Mxfd0yJr1Ok1cmVmVmTEXsGnsIp/AP+O0FXEMAEAH/V0Vc9vPx/DfjoH+qIQpUazvbWzqHvDj3htwz2H121ckN8GatSl8X/LxCKiLagkDr60vOz9JVVU4N2m6Xx4w8OADGS5vhnXvhCnpY+lmaFVNBh9w8e2PeBxGSeaK6eVAzEunI0BUXZmy4577FxT60cFw+4AECo1oKLRoyTX3nzFi4YlGhLSxFXXzdPmKQpvv2eCwF8AADqvPzi+M1JqFRhqPaocOfdtz1c0t09fto7Hz1HCQTZEZ+33lZ79JaUeacLGKkMtFAE/6jOdIqmQTEsKIbhJXoD8cTKjBwXCYs2X37htYQQ5rTvf2lVZGQOe/GRFKk5YaQ2wiqVqQCERbfcPts4rvrtmR9/qQ057XbLwf2P7Lj1+jMFEkl4ypp3LRQTu5PJU9PQ8dMPBxOnz6rwWwZHMiYirRYBuRUCPgrPpibIhonKQ8EQslob0F6bCG3xGIR9PnDBP6aYQCyGq7MdYZ8P0aA/GrDZ/BKDie79bdsxqTkhdbS3nEAihSQxCaxEAi4SgbO5MSsaCqe62lr6JUajx3bimEyVk2dKnjUH1iOHEQ0GPUNHap7d+/B9K3DXLbAfO7JSV1ZxOQDa298HY2VVbMX0Sb0IsdKcWjsGQKNpwkRJ1kWX3s/zMNMScZALh4UUTaMjrxgttQeRSTgUep34fKAPRKVxK7KyJ3DhcJxIL454vS2sRpPp2LENUKogcjlgaGuB/eqb0dPWgniJhakYi48GevHwif0ghCAzGoIrJRXevl4Qlp3MKpSGjnXfzafPWhDAsIQJAIiCfnRt2nj7iTUv/zbtnY9O2g8uGoFYb9DGz5u7vQ0RrxcSsxligxFcOIzMH79Cq0RGXMMBFwDI9HroNq1nUns7bpvkd9poVpngj4SQLJehxeEM/dzRvRfPP+UXm0xPKtIzLmOO10bdv297//vauvVvzpj86bQks6bd5Ua9zQGxgEaU55ExuBcMoeAMBuEMhqAUsnCHwmhzuiBjBFALhUgcdkdQ0ATlJw4jIKBAwI3ocDmDIUxLTgA7fL6aHS6M0WlRY7FCRNNifyQCXySiLdRoricEWJiRdleeWmmWsSwGfADl82HRurWw/vA5Al5P8LrNOzJ5nucmJhg3Z+/Y6g4sOFcOACkHdkfVLEsHo1F8P+csiLPzGDEAeVr6rNAbq6Xz9mz5qR3EvnnfwQcen1x19KvEbD0t+qNLlpFKITEYEHQ5IJBI/+iQAJB57vkL9BVjUwHAP9AHw/Ac5HkePds2e93tbT+psnKOWw4fWK3IyDqvd+K0C9bt3oFIZs7IOjRFxWP2PHjfvNTT51dHQyG5IjPrFrFKjbjkid8y6B+qPfJs3/at+xUZmTpHY8Oexo/ea5zw/Kov9OWV8TS1Iuz13iM2GEdIloxECndHB6IBP6srK38l7PVAkZYB3+AAho4e3qUtLs2IhoKmodpaS+/2Le+nLVj4CCuXiwBArNNjYP/eZlvtkWvEBuPNhsqqC2ixBIMH9jUeXfn0QzM/XPuZtrgkFuSkZ5zZvXnT6rbvvtaySqXGWnNoVf27b20dOUbnX/R1wvRZcxmxGPqKsbv7ftv+rMRkvpuVKyQDB/bVd/+6YY297gQfcjkbjrzw7Ibh48ePf/qFl2UpaY9TDEM7W5qO9e3Y/lPaGWc9FF/vsLBy/EQFgrahZonRVATETMm9vT1/iCSewin8Cf+doOsbAB8QQu4EsI7neR8hRAJgAYBVGBYq/N+C7l83viE2GM9Q5xdWhRx2t6e19dF9Sx/85M/jQk7HUQBpABANhXhnSzNrHF899+hLz//A83xUO6ZUVHTLHe+e9sOGORG/r7N57af3y5JTaHd7286alU/vnPbWB+/4BgeKvT094CJh+Hp6mgEgaLP2x1TOY2+Z9uO1rtJ7H7wycer0W8IeN8J+/0nbQQkEI0/4iN8fxagHaCTgjxJCqNlrv/lAIJbkKGIlO6MiLWOL5dCBoyCUiRAC38BASJqYxAKx7FbQbgcoitAsA2VGFrw93ZS+fOw1BdfddFik1a0Vav7Qr2EVCuKzDHoleoMUALxdnZvVRWOk+qoJXwrVGqHfMgCx0awTSGWvFVx/c9fhp5/4hQsFPQBGhLOiofAJWiSqIBSFaCg4QvgOWC0RotJY3yHixtPs1nKGomQUIbjfbcHi7Zua3UplVsBqASUUwtvbC4nZDGdzE0RqDTxdXVZNYaFEX1ohAwB3R3vm4MEDTSGXyxAvJQTtNqiyc+LHEQKJFAIJGN2YEpPl8MHPJUbzovhyY9V4WGoOSZs+/ehYyX0PrS+954GWurfX3JZ67gX3C6SylSGHA1w4DIphEBiyIJSQAFYqg7ujHRGvN+hsbtwKAGkLz1urzMo5U6jWwGcZCHt++Dqaq5TTdr0JKxKzYLINwqExQD3/bLCAIhoMwlp7BP7+frBqNSQmo4lmWagmT0OotQWe/n7OfunVFCEErOvkakZk+A09wnFo1xp4Z3MTkSYlQ2IyUxNffPWDvY/cf1a93rTnuK2/upAVIMxx2KrU87npaZ8XLVnqP7Z39zGhWl2kyMiCt6sTpLcH4bR0EFYIgUiESH8fLti1CQM/UxhISgkFerr3zXQMVIblChHn8YCSycD5/Zjx9ssgrc2gKXJ6ZygEOcsiU6lAr8eLHq93B8/zPgAghDzx7qwp8yclmMpDevkT26ZVX56tUiTxAOptDsxJTQI9TOz3WW2w8ByMQimC0SjaXW4IaRo6kQjuUBj1djvSRnUx+nnA6XKjh+KQIJWAIgSeUGgk4AIAZlh8laFo8ITg+cxi8BwHocuBktYGMBRlTlMq0OFyQy1iIREI4I9EYOSBulD4eHw9A1NmScU64wFR3fEJkd4eb9uRmh1cou5sVySKsNGMONucZlnMFdITZutU4HkextwMTisS6gfHT0bIbgfi+mahIMRqDWixFB0/fd+J8/7wI4+GQkXxTl2KGWXBRQhYucKRteiisxiZ7PxoKMi5O9pdvuxcHJUpIHQ6R1wXfP19A66WxgNHVh7bknrmWZeJtHrIkpIRDQTh6miHs6nBFbRaP6x//+3WcSueuzbj3PM3pZ55tjDscf/RxQKAVSi1joa6fer8wioA8HR1hcMul9M4bvzIOFdrMxSxe0pqNBhUOZsbffryCr08Ofl9b29v3+j10QLGxEhl0j2L77mQUSjukhrNBr/V0pA0a045JRSeZE4q0un0v99x08X4EwghZN53P8+KG48rM7JYT1fn2CMrn6lSZGZdlHL6mbeVP/DIS86mhpqmTz8aObDFt91dYp489QJXS1PEPzhwomvDz4t6t21u7N/9+9sJ02ZeR9E0LIcONNlOHDsCxIK0krvuu5KLRJ+ihUKNs6nhs8PPLP9LPcdTOAXgvxd03QcgH8BaABjmccWZtTuGl/+vQdt3Xw9KExKnmCZOHusfGOjq/W1rx9+Mu4GLRCwCiSTJPziYlH3RZXcAuEOVm/8lIeTC6pUv326eOPmi4eFacLxv44ULRzTKmj//dHXhDbdcri8rF/A8jz7ftqsJIY/N+eK7UpoVjpRrQKhtUpO5HIgZPXt7e8EqlBAIhbAcOnC48+cfv8QwZapn6+Y7aKHwVbFOT/xWC7q3/LoSgJznuAz5KAFNgVRqMFVPnhAvgdFicbj1u69XMxJJoq60/CJdSemwb6AAztZmqHLyQAhB2O1a0vnzj+86Ght+MVaNnw8AXCTS2/7Dd3fpy8rHBx12l7Opsav4tjub9SVlQnd7GwyV40AoClw4TAWs1tulCYm/R3w+xm+1gFUo4Gxphru95SvXN19o5PkFp/ubG4lYrgC8roBt0LJbmpyq2F9UVlO9bT0Za9RNju/D7JaGY591dtC0SJwe8flA6Q2w1hxCwGb7dc+D91xf/fyqTbLEpJGbvTw1TdOzbbPN2drsF6k14rDXC+5PZcqQywmBVBZrIggEzAKJ9CR2M6EoMv7pld9EvB5w4TCkSSnzdt51S0blo0/axeaE67u3bCrTl1cK5SlpaPny86BQrQkTmurr37H9PsuBfe6qJ5/+MHHqjDOFag28fb3Q9nQzC08ciOSIhFhvSIJ30eWATI5IzUE+7PcTT2c7hEpVrPVepwcfDkOk1Uu9PT08xTAkQNPw8FxIDYgAQN14AoNiCYhECm7Iiqq6WrwnUYFvrN+/y9T/bVpp1XKBSEQAwFA1bm7OZVdtJQVjij+bOBW6ulp0dXTwBRIhuf3YHlZAUewmnpbWvbjigEpvqBxDoujkgHEHt8NLUfi6qAqBCVPg2P4z8pz2SPuBfVPfOFa356Wp1UtmSiVLx3/5gWD7xFlh5tA+imtppHPUKqiEQjQ5nWAoCk0OJ7QiEXQi8cRri/KmvH2s/rebJo6/blKCqZwQAqFAgAkmQ/auvgG3LRiEmKHR5fGC5wGVkIVGJAQNHh1uN5+tVhIDJcaA1wd3JIJKkx7hKIddvf0o1mnQ4nDBHRmANhLmmgBqWkoShgIBMDQNfyQCcVzugePgCgbRanfAxhNM2L0NlVoV3KEwkrUqBJQyHB60Qi8Ro9/rwziTAWGOQ4vdiRDHlT9TPdb91fxZtqnjpkm91ZNiLxX5hSJRX+ect7goSuxWsHt3gZ99GgAg/P9j772j5KjO7dF9KnfOaXJO0kijnFFGQmRMNthgTDYGY8AEg000ORkwmGByzhmBEBJKKOfJOU/nHCq9P7qnGXF9ve59/r31e/fCXmuW1N3V1aerTtf56vv2t3d7C6aG/ACVDZKqLaZTNw2N7OUlqYmz2jG8dTP0BYVQFQXG8grI6TSMFdULxuejvrDIuOTZly7KrPsC7OLlEGN5eSqoigIxFuNZvZ4Hsmr9UjJXppdlZEJBZEJBqIoC3/69n4damsNHPfnc154FixYBgHf3LhirqyGnkihcvMzFanWXFS1b+cTsO+5+hDOatOGOdnBuT157T1UUBJubWzV2Oy8mEn5FFMeGN6w/r+zEkx8EkP8djncP69xZVdHxmxqN02ULd3Z6o709YV1hkSk+0A9DRYWe4rkXnDNnl4uRyHD9BRfry044aaexvHKSd8+usJRJqwzHk0wsCimVPm3RY09N2XTFJTNUVT2iuqIqsoJsh33266fSmc633zi0+p2Pj9PY7EYAMNfUNRWtWHUZgBsBwD1v/l3Whknj8huNjKC5uPeTD68mhFw845bb9I7ps860NEyu1rrcnzVceOnqw0//7fC+h+7bBeDo7FuOxU/4Cf8K/6+DLlVVQ4SQxch2Ky5DVi7CD2AdgI/VH7bR/g9AfGgwjYmtwP8EXe++NQLg15Muvnz15N9c9dk40dO9YNFplaef9ShnNDrHt02MDCMTjVSUHX+SS+spqOEtVodr7vxjLPUNDJC94DrnzCt2zJi1REomvYLNBiFnTJwcHRlO+X2jyJZwYaquwdiObdC6CyCnU4dGtmyKEUKMAKKqqv5t0sWXf1u4bOUn9ilNJYaS0isttXWeaH//Pq3LPWNcuync1ZlxzZydJ/1rXW5d2u/bOLB2507rlKbFAAo4iwUjWzernvkLyfh3c86a46o8/eyVh5549IxMKHQ5q9cZvLt2vnHoqccPzrjpz3GN2/OGZ+lynZxKIdzRPt45CSCrRC1YLTbB6XKYa+v1SiaDdCAAS209Agf22/Z9/dUNda88d8s0g+5YWVVDuy747SXuJcuXah1OAJjxpiL3zMoqFUBRFHy67JgK94JF5VkORz+SXi+kZGJs/4P3nOiYOq3MUldfmfR689yqpM8LjaegJuX17lVlaZ6+uBSG0jKMbN0CwWFHyucNJ8bGjIWLlxHeZAIImTW4bm2bvqSkVrBYkQ5nFyjeZAJvMiHa2wPrlKbyGbfcvtNcXVsspZK9oe6u2S3PP2epOvWMvzqmzyyIDfb3ap1ux/Sb/vx+7S9/lRITSYG3WAFkS9fpTBqvX3cnQw/1IxJPwJTT7nJMm0kGN34jFixazCbHRmFvnJon+qbDISRam0lUEmGd0gR9YZEwuP6rTn1xSZIUlpbryyt10Z5ucAWF2LNkFRK9Pfj9YI/9sTdfe6rsmONvx4TFx1BROc9YWgZotfC5PQh+/aV60ndfESaXIVtJZGbfmpNmVrYdgC7gxbFGQz7TdPbB7Xho2kzU0wSVFhPz91hMAoDfbdx61/HlJZ0ZaZujZt2X0SKd9mmdTgtRURFMp+HQaKCoKqrNJhzwBaBlGeGoAteXVzZNnhddsOSWWHAI3mQKNCFISTKsAq8rMxpg5XkUGbL3cn3RGNqCIbi0WiiKQr7qHUC91YyxRBLz3E7QFAWBAabYrTjoD6DabEKTRgNJUah1fQPojUSVEoOe8iZSGE0kQQB0h6MIJpMY02pxfFU5fIkkDgeC6AlHUG0xAwAEhoFVI6AvEoWJ57BteBQJSUKZyYhjykswHEtow+m0VudwID7hWmF2ebTFe77DR9feCimZhPfbjSqj08hFn3046I2HSgdpGlpVBUvR+tqioqnv9PUGqaEBwdg0U0iFw2nbpMmCqqqIdHdCV1ioG2/mMZSVl2jdHqdqtaHoucdhTqXQR9OgNVpkIqGMGI9tAnDS+DjSQb93dPvWnZzRPNdSV5VvOc1EwkzNOectdM9fmL+psU+bjsH1X6Fg8TLkSvIqb7MVsAajFsjaAemLSxAfHEDK60W0vy+ucbtTBQsWjXsW2VRRPD3c3tZsrqlbQCgKUioFWRLh3bMzaKmfbEn+QHBfsNkygcMH/0Zo+nptYSFolkMmHHZMuvSKvwP4uWfhUdeYKqsnAYBzxizT0Iav99IabY2+qFjrnjOXUVV10px7Hnir/teX/L1g0ZKHKZbhmq694YnAwQPP8BbbpbzFgsCBvaGut1+/GL+/AqDID9Y9lZ9+4y3Ha92eBkajLZ74Cq3RWIFsRuuYDz5fZKqsIgDAFBYVO2bMOg3ArQDgnrfAU3rCKfeqsqy2vfyPK0MtzcGJ+zGWlVtVRSHRvl4/fsKPGv+WIv14t2Lu70cFOZNJqLIMkrtbVsSMIqfTyWDL4Q9MNbUXipGIkbfb4Z63wENo5pBtylQLIwjU4IavhxVZHr+gQYzFkImEB4c2rL+ZYthizmBoSvp9fX1ffPp0JhRqV1U1Q2jqHM5gMmkcrnG/Pm7Fa+9s09js0/2HDraVnXjKuRUnnnKeddLkEgDgzRaNo2n6LzmLJTa4ft0mc01tTToaTWnMFmNsoJ8b7/KL9HQPeffs2lV5+ll3JIaHtCnvWESR5IOj27ZstjdNu3acJ6ZkMtAZDG9Nv+nPREomEiObvz3v0FOPHwQAbUHB054FR+nyIpEbvkbEZIZhgkJ5cctBvtVsMQ99u2FdycpVyzmjEcHmQx3GyqoLK04+9bmU3x/cuHnjRYPr1rbWMvSjuYAru7+p0z2ffv7eXwr1urrd/sBh6sJrrieEIDEyjKzmFQ3rpEanvqSsdmTThhY5mexN+X2lUjyr7i4mE3A2Ta/UOF2ViiQh0tmBdMAP56zZkNNp+Pbszljq60kmHELKNwaNw6WxNU7d2PLCs1sMxaWrM5HIQP35v541Ph5FlhHr6oBnwaIZ+sIiAHDqCgq/sk6e6vcsXFQHABTH2qy51n2+YbIQOJyvQCExMgzj8lXZB1W1QHvbEfMqEwz4CCEeOZ3OmhrnwJvMiEYiqFyRfS/FMLDWT6pceNdNuzZed6smPjSIcZI9XG5oEnGIqhqyNk5x+ffvldwLFtGMICDU1gpeo8Ho11/BvmgxpEQcYjKuptTvk3uqqkK2O/DxqushPPcU/hQdzb9mApB+7SVUEwUtscTojlHv4SqziX1uxVFvLyhwnxAXRez3+sEzDPojUcxwOSDk5noonYY/mYKOYdAaCKHYqOMqTYbzBJpydYYjaMpJPEQyGYQDGSqQSqPM+H2Ha4lBj8P+ABrtVky2WbBhYAjr+4fg0WnzQSEA8AyDtKTAlistMRQFp1aLQ/4ApQKIihmE0ip4moKOZWDmTWhyZj/brtXAk87AKvAYTSRRYfq+VKthGBTq9djv9cHAc3nboDKTAXvH0qhoa8bI3KNAsSy4XdtRumMzCsJBnPrAnzEciycOtrSc9fSh1o/+cdzRuyfbLKUAMCoraEukUJFMkOuad1lKaYINOzdHPl64UhGjIS4dDlGGJSsx8u2GV1RVVYtXrrJUnnbWqd49O6OmimrD0MVXIdrfNzby1do/GsrLrZHOjs2Rzo4WnbuA4yzmFVBVzj6lqVpKJrWj3237gBaEnxNCwJnMiHZ3bZGSiaicTmPckFuRRNAaTYaiaS7S3dU8/O03T4x9t3UwcHD/Rlvj1KPUXDejrrAIqqrCu3vn4+NEfCBHeI9Fj3XOnlsa7ekGaBq+PbvW9n/+6dVFR69ebKmb9AirNzDxoQFVV1BExFg0FTx88LH40OAWW2PT5TTLGRRRhJxKQbA7Fubm+vdENwAalztEaIYZN1QnhIDmhJLS4058x1xVzQGArqj4rpbnnz2p483XntIXFDb2r/3srfFMmG/Prhe1bs/dnMFI4oMDSIeCaypOOf0qRhCodDiUCXd1yqaKSjodDkWDhw/lRcEVUTxCQ0eMZS0kzHX1lpm33NZsnzLNBAD6ouJjDWXlRdGe7iQALHjgr7cue/H16wFg/gOPPrDl97+9ET/hR4t/K+gihFQDuAnAYgA2VVWNuefvAvCgqqq+f3+I//9E6/PPfGudNPkdz+JlP4OiqIPrv9pcdvxJZ0a6Or7tfv/dVe75Cz806A0ORZKg83hs4xe1gqOWega+/GLYPn2mR06n4N25/bVQW2sbAMy8+dZvbU0z5lvqGxq0LvdbHW+8urrvkw/vnfzb35+lc2cX4PjwkBRsa3WWrF4zW4onULh0eYOlrn5z4NDB/6CAzJvMelNl1dDa009atPip5+4w19bdFDh0EKFEAjTPg9C0rWjZ0XcULF56/nhWK3D4kE7n9mwZ3bZlxD6lyU3xPEKtLSj62elcTjDTBOB5AGYAAKEs4wEXABiNBkxe+yE2yQpYvR4kFEQJRern3vPgTimRiHZ/9N5LnN5wWEomLaVrjr8OALRut8XWOPX2fQ/eu/SYeXMRnbsg7wnHjo0w90B4SglnTCPf7e45JhK5SAyHHYLDAa1On9XiamlG6XEnzB/+9ps9Tddcf5a5ftLDqYB/NqM3QMlkMJ7poxgGsixlrPWTOEIIKIaBqaraYZv8vXl2pKsTUipVo7HYHt7555sumHbDzV8Hmg+B4QXwNjsSw0PQF5dAn1t0Yv19UCXJwdtt5vF9jFsejYNmWYyLlqbDoSNeY8SMKqdToHmB+Pfv/TYdDu2ODw9dKdhsiPb3wVBcMn5eoPV48v5+QHaB61iyaoauvwexwpIj9hszmdUH5q2gKotK9/AmI58cGYYiSyhd/zmO7+sATxFs3rkRe6+8EaXHnkS/nojj/I4DMNIU3rUXIjxzLmiGAQw6dA9EUG4yQlVVdIcjuIqJ4+VRn79Yp0m9ePSS4FgimamzmPTtwTAIyQYuo7EE2sqq0BgNgaUIKEJQoNOiKxwBTVEoMeqhZRnERLHcFPLDMsH828hxSMsSNDSNSCYDY44YPxJPYLY7ey4D6TRoioKWZZCSZewZ82Ga0w5FVbF71IsCfd5fHh2hCKwCD6vAI6MosAnCEer124e/DyqBbIClZRk0BwKQFRWiomAwFkel2Yhdo17MdDkR/4GUAk1RWDzSh/abfw+zQY8zKAVajkEbTSE2PAQXRWsLS4s+KDHo91XrtFMAQFYUxGIx+GkOJimDKfpscLpMLxh703F0rlgFpqcLgY/eT6UpUjHvvodvqDr73EuMpeUlGqcLsYF++A8NQU6n5X0P3vMPx4xZvGPm7EW0Vlv89XlnnXbclxv94+bttJAsNNfWHDXu1+k/sL+n9aV/vBBqbYnPf+DRTc458xZSFI1od1fGv2f3r7w7to8FDx/aMbxpQwgACpcsP6HshJN+LSVT5sTIyCTBZiuKDQxs3HHLDTfOvfehG0w1tcsomsboru2qvqikTk6lwGi10Lo9UCWpevsf/3CIENJMCKboCkumR3u69qeDgQ3muvozrJMbr9IVFq3o+/zTR4qWr/hjOugHb7VDjMWM0669cb6qKH/XFRUfo3E4HZlIOBY4dPBvvM1qM1VVN46bw499t7W5cMmy/A9ZsNqIoaRkTctzf7+EELJ/3v2P/Gn1Ox8fnYlG+1VF3SklEiQdDEKwWmFtaKwbvz7zJjMXamn+OtrV+XGku2vz/kfu3z75sit/rS0sXJQcHXmfEQQLb7G6gi2HP21+7u9P4JorUbRs5WXjARcAOGbMtHoWLroQwKOVp54xY/oNt9xE8zydO45/qD77Fx+0v/rid/gJP0r8vw66CCGNyJbigrl/fz7h5RSAiwHc+W+N7v/HqP3lBZWOGbOOEsMhRHp7SMkxxy2iaHqRrXHqlT0ff3AOIWQEgAMkq6g+DkIIFDFzx9ozTvokNTYaUVU1CABTr75ufvGqNdfpC4uoxMgwaI2m3DV3/lmBg/t36txu6/j7dZ4CxrPgqCUprw+2yY0AAH1RsZAO+suCrS0hc02tOeX3I+nzwVBWDjmVigCAlEjGgKzMwoQsFJ8OBhYkRoazXKXCIoixSEXl6We9S3MciXS0QQWB1u3BRIVyRvf9ihYf6N+niOKc8fZq90AvliYj2KYRMN76Hpkzj0lmibQGa/2kRZ+dtOYXi//27K1HHFCKaKZc+fs7q0Z6gNefQ/Pk6RAScVTt20XHLrrsoHXSZL3n5Wd8Je++bFy35lSwOaV4Y3kFkn4f0gF/CAD23n/31jl33vtk+YmnzAaAcFdn3ruQFgQQQnETRWYnCqACgJRMwNIwabFr9tzFhGP2lK45cdo48di7dzfEeHQTq9cvTAX8SHrHYKqqAUXTCBw+pOZ5Lqqat+0R43GAzh674S2bQGg63x0mpdMIBwPp0U8/aaUFbmho44ZrTbX1j/sP7M/QPM+mfF4p3NnBlnlHoNY3Qut0w7t7F2yNjRBjWX6Zd+ZcrHz1aby55BjQPA+t2wNFFBEa7CemKdOmQlGgLy5BtLcbGpcbx/W1o1CnRSCVxlJVwnDLQYTnHYXgaT/HLbt2gFUVaFk2K96aSqGwuxN2jQa7Rsdg5HjQFEGRQY+5ILYqs9EGADUWM7drzIcZzu/51f1pCZ6CQlSOZaUaYqKILcMjKNbrUWYyYp/XD1UFesLRkLRnV6fb5awsNuhBEYKEKCItKxiJJzCWTMGuEcDRFDpDERxbXgJfMoX2YAgOjYAZTge0LIP9Xj8O+4PQsgwcWg0K9TrsHvOCAkGNxQRtbn4mRBHNgVD21iGHhCiiNxJFqdGA4XgCaVmGN5mCCgKOpkAIgVXg0R+Jwa3TwqEVIMUV+JMp2DQCwukMusMRMAQ4nqGRiASxO5NGtcWCQFpEvdUMABhLJFGg003tUglcANpDEdRaTKgkBLsDabxVXIWUVo8p3a1g5ZxUYGk5CnbvEIR5C05iNNqTsuK7vhz3kgUUFQwvOKdPql8yafmyJ0cZrjIza65qrKjaJcViYwBKgGyG1drQmC+d2RqnlHkWLp4P4Mut11x5VMNFl12s9XhKUoHAB7rCommGsvLjDGXlx0+/8ZY9sf6+IdZgCLe98uLz3l07jiyPXXkpCCF3KpmMj7dYG3WFRReZKqsYAEgF/EgF/FAy6TEAmHvvQ38oWbXmYkJRcM6cNWtg3do62+SpC8R4DBqHs8HSUP+sd9fOl0uOPf6cHAHeTPP8C1+ccmxdyu+bry8umZ2OhA2OpunzYv39r/d+/GGXxuEoCXe0v9//5Wd/rT773J8ZyytYIFuOjw8MrAOAWbfedXHxytV/ylEe5qmKVCFYbd9LyvT2pjHB8FqRpAObrrrsIQCY+ac7H68597zLOIMBqYBf7fnwvVs6Xnv5qfjQoG9cHicdCQ2KySTGSftSIoF0INgHAIxGa6I4Ll/apziOYnXaCbPvJ/zY8O9kuv4C4GMA56uqmiGETAy63gfwKv4HB13Tb7jlVK3bUxHubF9/4NEH/4Pmir6kdJbG4XQAWa+58XIho9Wypqrq1f6D+28THI6neYvVHBvo7+GMRhdnNGl8e3d/2fnW6y8kR0cm0j/gnDXnWn1hEQ1k7XmiPd2QEvFErK/3QNI7NqJxON0AkPSOQetw/oeMCaFps764xBzr7wNnNMJUU4uhTRujUNXSxiuunurbveNx3mQ6ijOZV2OCgbYUixGuuhaMICDU2gzOZFFojiMAYKyqQbSvFzTHIZ3relJVFfGB/o7x9+/5y20LPVI6XVNQQFmCfhzX1YLDFJMnzspiBonBQaTCYWgScRCa5gkhpPaXF7ykLy0721BSWiWlUrJ//75B25Spv9q6cBGK9+3C7754FyxUPDlrMXizWU93deCC0X67libYH4scoUciJeKxvffe9RruyU63SFfnlsTwUELrKdAq6TQM1TWgGAapYACKJCLU3gZzdQ0UWUZidBiGsnIwGg2kVJZwnAkGQLMsLHWTm8YDLiArZxE4dOBbOZWeLsajWsHmAEXTiPb1gtXpuKFv1kfMdfVGqAoIpcPoju+gKyhE0jsWkZOpYQDVDC9QSX8A8aEhKIoMjc0h2KdMmyrFY1MJzawoWLKMZTgeqYAfYjTKZiJh9Mdjna4tGy2RRUss6XCIJMfGssFzWTnEPTsRUFRUh/zwsvWI9vUiE41C43SDqCpUZLWWBIsFUigIRVYwnExB1mjhkGU49+1CeN5RkMZGII0MR9X2lr1XRLyLDn/9KZRQGItYFd60CJtGAwvPQVJU8DQNhjpSSZ2Z8NCfSgGKggbfcD4rp2dZEIYFIQQbB4dg4jikFRlLigvPmWyzQGAYbBgYglXgkZRkLCsuBEUIJEVBdzgKmgAsBWwdHoNTI8DAcdAwDLRsdp5NcdjQE4mizGhAeyiMkXgS1WYTRhOpfMAFAFqWxVgigbQkgWcYBFMpGHgOFoHHjpExxDIZ6DgO+8e8OLaiDH3ROERFgoFjYdcIeX0wj04LfzKFL3r6YeRYNNptkBQFVebsfIlnRGwfHYOWptESCMHIcigy6tAfjaI9GEY/ZUMdQf74rF24HLE1JwEAmsdGkRkdgQBAu2s7pMIi6DyFiPb1gjdbINjt8B3YD52nALasGwJdcu75X17fvAthWcbzHjcZPOGkmT0ff7BJkaUUzfHmsR3bvxAcjtM5vYEHgEw0kkoH/INAlq+ErJg1Zt9+93mla45/QoxFiWC1gtHpIcZi0BeXIDbQF5//wKMfxHp7Htr/6IM7x4/p+PtLVh87a959D1+W/71YbRj6dmMw0tn2O5x2IgwlZfPHuZ6EoiA4XLWqLGW9URUFsaHBoymWeXE8eMn95soZrc44+PWXfVN+d+3tjpmzTgNA25qmY2zbluc6337jgqKVq86dfv3Nv+z7/NPL3PMX3krRNOs/eOCZw888+RYA6AqLaid6xvIWm2Vw/Vd3Gyurz1dkOerdvfNRQP0FZzLXJb1jW3s//uAvuDjr6W2dNPlMzmAY/z7E1jT913vvv/uOiXO//eUXn59378O/sDdNW6qqKvx7d33a++lH7wNA28vPbyxcvvLzcYcT3+6dX/Z/8dk3+Ak/Wvw7QddRACaNC4H+AJ0Aqv+Nff9fxfz7H7mp6vSzbqdYljimz4hMu+7Gk/bce9f6idskhgcPZyLhGGc06dXvJb4AAJlIeHDHn2582z1v4Vat2106smXTblN1rVuwWR09H76/Z6KB6jgIOZLcmQoGRrveefPJ4c3fRpuuuf50x/RZVymSVKcrLGzgTCbIYgbxwUFFV1hIibFYOtTc/KW1ofFiNpfFklIpmCqrDIxWu5LV6b52zJj1vm/PzruCLc2P1p5z3nNaj8cZGxoIUYKmUopGwGo0MNfWw39gnw8T8gAp7xgEhxPxoUGIiXhvJhTal4lE1i75+/N3hNvb1pYcc1xC9/PzKfH1F1DpH8FOkw2bV6xBvK9/0FhZVRjp6oSlth6GsnKEWw6j7Lm/sfcsmLWjf++2Sz9LJZeYa+qWpLxjA57FS98btzDxFxThfooBSacgLVsNpbMdXDwKLZ1doJZu34jPi0uhOpwIHNivSLHYwZm3/eVvjhmzfufdtSPR/OxTrZMuvvw41/wFL3Emc+F4qVKwWCFGo9C4XOh87+1Djqbpk9wLF2Ns+1boi0qyGY1JjYj29SLl90NjtxMplcrzXVI+nzS2dcs9icGBV0xVNXc7Z889JtLVQeuKS0CzHFijySgn4tBluV4QYzHIiThUWTHEBvoyuqLiuKW23hA4fBCO6Vll/fjgAABAzmRgLKtgx7XaBKsNYiwG6+QpCPF8RbCsIqZ3FxCVYZAYHYGQySDl94NsXB88loHliXAQnNkMwWaD7+B+GIpLkCfvWyzAl5+hsuUg9tEc2s69BGJ1LbT7dqPh7ZcSk+69hZoaDvA2jjP0RmJTe6UMiuNRRNIiRrUCMoqCUCqFQ6KE2a4s305SVEiKAoaistIUkRhKDHqwFI2uUATVeg0GgkHAnBO3VFVEEgmMqipokLxFDwDsG/NhqtOOowo9aA2GwHF03kuRoShwNIVSowEZRUGtxYzvRsbAURSA74MpABiLJxBMpdAaCGF+oQcGjgNH0zjkD2KSLdtUeMAXwLKSIuwcHUOBTgcNw6BAr0dGVjDL7cSG/kFoaAomjocvlYKRY1FqzGZVI5kMBmNx9EaiKDHo0RuJgCaAhmGQELPB2jh0HAtJVVFttcDCc+iKRNEdimIwFsexJVYkU3H4MyI6QyEUGQwITJ6G8XdTThfIzm2wtTdDZBgkTzgVqYA/75mqSBIywUDM3jglT4oPNk5D+uB2mGgac/bvxMdLjoaltr7hi58dbxsn4M+5897vLPUN9xCK1iZ93ri1cWo1gMO56w815857L9eXlF4SHxwgyUAAzukzEO3pBqPTIR0MwFBcqhNjsbMd02asnHzZb5cefOLR78mKAKK9Pa3Rvt5hY2mZBwBSAb8iRqPfMFqdGwAivd0hRqMBYRjI6TTSwUDU0TTNDuT8UF0ui5xKTkv5/fmGomhPt09KxEPT7nnwvoIly87Mz6WuDvBW28r6X130iaVh0hwACBw8sHnXXbdW+vfvTQEnY9r1f3xTX1g0JdLb02qbOk1mBCFrA+bzbgEISyiKJZLEUgxTMrh+3Q2Hn3p8o6qqGZyb1aCtOvPn09wLFsFYUfk95y2TSeGfYOt1Vy0jhFgAKKqq5jVcVFWVDCWlJ9adf+HpqqpS3e+/82a0r/efrZk/4UeCfyfo4oAjmnUmSkRb8D9MHHUiTJXVp1MsSwCAt1iNlvpJpwI4Iug6/PST+2b9+c4LTNU116TDISoV8Cu8xepIjo1ubn3+2bvxm4sxsnXTIIDB3Ft6cn8AAPv0maUlq9c8IcVj0QOPPnTO9Bv/9Ji2oHC+YLVZk6Mjft/e3We6Fy5+atFfn5yuKsraL8/+2c/qL7i4tvLUMz4HUEbzgtL94Xtvq2Jmr5IR149s3bxXX1I6xTlrzjxFluE/uA/6giKkAwE4ps+0AviVvrT0eHNLc691apMncPAAHNNm2lLeMST9WUsXa8NkBPbve4XRaH+ughQnBnqT+rIKk6GkFFBVf89H719nqWs4rWTNcY/FenrgmDn72mQwcJsUj6W6Fy4TfDl9IQAQxrybTXf8sZTcfOec8ef0JWWo5Gi7gWXtAYIti/fv/MWzr7/yCgCsfu2dCQ7LQNTlBr1zuxh+89VBzZ7tBf6iYu5LmpdXyml6YTyEwaceHHuvfnrUMW16pWP6zLmMVjdXY7MtJoRMUlVVPvTU4+sJIWVLn391C4A8EV5KpdD32cfflKxcvcS7awfkdAoUy0MWMzDnBEbFREyVY4kxWqeziokEywgCFFlCsLl57eA368IAwgCOn3v3A7+x1k/6K53TSRIsFkQmZCDFWBQUy8I9bwFRxIx9+NuNEUKolLVhcp4YrCssQqD5EDR2B1L+IymQqiTlSMI8YQSNQUomoIoiQCiF1ghKuKNDnWqzWrYMReGkaQy0HAalNyDa1Qn75Cn5/fBmC2a1HURtKorXG2dBqqmDGouiav8OmOMxrSYZR7HNgs5QBCxNGc20gKkOO3yJJLojUZg4DgORBCY7rBiIxhDJZFBhNGDbyBigqghnMjCxLDYNDoGiaCwpKgBDUaASCWwfGYNHp0VCkjDVYQdP0xiKHZHkhcAyCKbS0LEMaEIgHyk2D1HJPiEwDPypNOwaAT3hMOKiCIvAw8hx2D3qRbXFjHA6A6c2q8fVE4lCVQFfIoG3fH7JptGQWouJDqXSKNIbYOY5jCWSyCgygqkMKAow8BwSkoKIJGIknkCj/XtTCSPHIcikERclNPuDMPMCpueC0OZAEFFRhKgo6IlEQQHQMwz0LIO+aAwMIRiKRzHP40YoI6LabES5yQBvIon9Xh/o/h5gwg1T1OaQ9yWSGUNpqUY6eCDt27PzXce0GdXqyHClbde2Plt/3w5l3oJfj5fIdGMjuUAUEHNZ5nQwGAbymShIiYTLWFmty3mm2kJW2xOEkI9UVVXm3ffwzcVHH/NnQlEQYzGkwqFsmdw7BqtzMlRRQrijHVBVJL1jDo3DeR+ANRPPU7D5UGTq7649Od00/UlKEKYKZgtVuubYkzPRyAnT/nDTCfam6Q05zUAosgzvzu1bVVUtH8/2yRmxT+tyi4qYQbSvF6osQxHF3aqqqqve+rBp/HPGtckivT3h4mUr89cX6+TGBY4ZM+cD+HrOXfcfqDz1zMmMIMAeDtd2vffOVmtDQ0c6EBgItjTvb7jwktdyN2NWVq+/hjNbrrHUNzwK4EoAmHfPg9c0Xf2Huxitlg00H1K1DhdJeEcTQxvWX4xffW/EwhkMJjEWS6iqKo5TRX6IaF9vpuGiy7aba2pXlKw+dhUh5MOJ3o0/4ceFfyfoakVWCPX53OOJk+hEAAf+jX3/X4WcTh/BW5Di8X/a5svq9ZPMNXXTaZ6nR7Zsevvzk46Zp6qqjAt/+S/3b58+s7Tp93/osE+dxqiKAkNl9TFbrrzMHOlsn6srLmmM9fXusU2d9nbRytXTWY0G9hmR2hk331bU/OxTp9Scc95ifUnJMeba+ssbfnXR6VIicfLgN+ukQ089vm3xk8+2Rnt75oEQOKbPwsjWTdC5C/IeeVqH05EcG7WF21pBsQxC7a3QOl0wlJQiPjiIUFsrTFVV1+qe/dvr0qVXnmxZusIsJpPq6HdbVUavtzX+9urXlYxIwm2tMNXUQgyHuZJVx/yx/6u1j+qLS67QFRVrKJqGGI+Li7esn3MUh9LHwyHAaoOSyWDRC3/DGrMeMOtxUKdjYmLm1Q+OP/rF0XgybCupYjK1taA5AdLgAI75+G24oiG2PxorW1johibmw4edPfRDsdhbJUbjusdHAuvK5694kBE0ldocWdizaEntjD/eehaAlwGg9LgTakY2bfg7zTIGxmAqivX1bG/5x7NXmyorjbzJvLFgyfJ8eWds5w6EOtoz8aGBQVVRHYLFbEz5vKGCRYsd4+dNyYgLpt9w81G7/3L7RgAART38wzJvtLtrSE4mR8VE3BwfGS6xTWqko91d0LhccM6Za9z30P33NFx06W90LrcOAMRkEtHuro60P9BLC/ziSFcHQ/ECEqMjsNY1INzVgeToKPQlpWD1BuQ6tqjeLz+LNAV95t8Od4FQBOhtBQ8Vh0/7BdKhEGID/RjvUk10dWARC+iMeizZ+x1IcAyRUBDl4SAaClxIShK+HRjG8pJChDMiWIrCfq8PTq0Ws9zZoCIpy2i0W0EIgTeZxO4xX1bYU6eFQ6eFheexY2QUFkFAXJQgKgpERQVLUSg2fG+M3ROJIiqKkBUFNEUhKUngaRq+RAIjADQ0DRPPY8vQCAwsC4oiqDQZMRpPgCEEkUwGVWYTSo0GHPYHkBAlBFNpSKqCzlAEKlQUG/Twp1KYZLWgKxyBRRAgqioz0+VAazAEHcsCUCGrCqwaHhlZgV2jgUBTMOUI/e3BMAYiUTSTAOpt2YxhVziCYDqNlCghpchYXlyU/161FjM+7OyBL57E0pJsV12l2YRtw6OY6XKAoSioQF5Ff7zb0qHVIJBOQ/GOIb5zOxS9HhTHwT5nPq3Isubwk4/97tCTj/1VVVX5HyuX/GNRoXsmAEtrIth46LXnsGX6PKQ5HvN3bIasquiUVKyd2ojhzd8mez7+4FT89pL8GPVl5adngkFkohEQmoYYj7mQvXlOGUrLj8rLvHAsWI0Wo99thXPWnDx1gjBM1l+0aRo0Ls8xVWecvaLjjVe/mjj/9z98/45jPvjMraoqGc/4cgYjrSsu/QNnMObJpBRNQ+t2t41s2viKoaLyRCkWG/Hv230VIZSm+Ohjjta6PZp0MCgObVz/MQAkx0b3W+oblgPZTFest6fLv2fXrZ65C15ltFoWAMRYLJ0OBEYBwFRdU/89Od4ES03tpK9+ftp8AJh3z4MXTWz+YfUGKJk0HDNmX2aqrLoz0tXpX/PR2uvG92utn0RaXnzur/vu+8u14x2QpsoqtunaG19Z88lXJ2ciYe+sP91x2c7bbv5g/oN/vcdYXnmslEyMjG7dfNX+Rx88MPnSKxqrTj/rc63bU6CIoqpxue4AcAt+wo8S/07Q9TSARwkhOuTU5wkhBgCnIcv3uuLfH97/HYxu33YdKOpZzmgsT4wMf9P+2kv34TcXHbGNbUpT8eInn7uR0WhoAHAvWHRq07U3nIT/ghJ/yepjn7RPnZbV6qIoeOYvMjpmzflF++uvvACgHQCOfvP9KePcBt5ohLmm9mgAaHv5+b559z5EO2fMagSyHDLr5Ck3EEIeXvLcKw3j3oOhtlZ45i0EoSik/H4kx0ZBazTJ1NhoxrNoiYliGMQG+6EqCpKjozDX1OZGV6sZo5nznbn9sBoN0XoKCBQFqiyT5NgIXLPnAsj68ik7tgpz9m69rKzrEBP4+tPE12VVXyo93bvOojO3gWOw5N1X8PXSYyD39mB11A/kLuyT7VZsHxmDnmWZhmKLzTDai5GH7sKITo+58QgaBRoQbHBoBagqQUc4guMryxDPiKe9qDEVzb3vqidSfp9MJvB1CCFgDUYdAMy9+4ErZ9x06z2poJ/nDCaZMxppTq+fVLDwKO3+R+7fVHLM8TIhJE9w5UwmGMvKOahq+bhwY6D5kAYAYv29UGUFhKJM5obJ7+sLi8oqz/h5d/XPf0HHB/oROHwIjE6H1Oior/v9dxYMrFvbM+tPd5xfftLPnhvPRIQ726FxezD54sv+EB8ZyWQCfh/F8elwW8sTW6/73V2zb73r9xU/O325qqpQJBGEotDxxqt7TfX1TRqbDcmRYejzZcso7JOnmqu++RwTmwKKfWM4DECVJbB6PaI93QAhoP0+WAhBZySGJXYLEA+hOxFDuT0bTOhYFnU2C9pCEZQa9QilMwikMpgyoQQ4/rxF4OHQaLBhYBinVlfkX+8MR8AQKh9gAIA/mUJbIHTE3JdVFaqsYrfXB6dGk7VUoSh0xxJYUlyA7SNj6IvFcFRhATKyjMP+IEYSSWRkGaPxBNw6LbrDUYTTaUx12BBKZ8BQFGa7XeiNRJFRFMiKAkVRsXfMh1KjAbSGICGJ8CUSUKFCxzLoj8agY2XQhKDUaEBvJAqX9nt5iiKDDkaeA09T+GZgEG6tFoqqIppKw6rRoEIjIJpT2QcAbyIJDU3DqdOgIxSGVRBgFXjYNEL+eJQZDdg75kPmB3SEYCqN6sMHsMPuApPjTaqqCoqmYaqtWzXrtr+Ym665Yegms+lUANgu6NBSXUBNDflwwqevY53VhV3uYlxWVguutBzJSDjhmTtfayyv2HjU357dlhwdeWbHn296nVBUNOn3wlJbn/39Opx007U3LgPwaSYc6h4fD83xiPR2JzidXjvRPosWBGhyZT+N3Q5dUclSAEcEXQAoQjOcFIvln1BkGRRFLInRkXWGsvLTASAdDkXjoyMrHE0zFmQiYRJub0vsuuPPX06+7LczkwG/molGwGg0rKWu4dIpV/6+OBUM9quqcp/G6ZqcGB7avfmqy/+sqqrUdN2Nk/XFpdcqkqiKoeAt3R+8ewgAlHRKwgRtOimZyJt0+w/s/9zaOLVTX1xSSQhBfGQI5po6pHxeUYzHM8gmB4/IRHEG48BE8dX6Cy650L1g0WmEEAhWm0fJiA/M/NMd9qLlR1+bC14bQMhTAObbmqadoXVnrUYoliWmqppz8VPQ9aPFvxN0PQ5gBoDHcn8AEELWjuYZVVVf+PeG9n8P+x68ZyeAqYQQVlVVEef9B5cJUCzDEub7K1JWgoBlCCFk3r0P3aAvKVuciYS7ez5498aejz8ITHyvnEzEshpT2YuxnE4hE4se0bcup1IiJpwfOZVKlJ/0M2fpMcf9gdHp50zcFqpqXPDIE4e0bnd1OhQEb7aAYpj8/gWbDWM7t8cT3rFNluraWeN3efrCYkT7ekF+4BlITeCmJEaGERvshxhLwFBSAs5kPmJbW28XztRyeh4SQIO1dLUs+3z7jutDM6feYuZ5ZmVwFLanH4Kg06Erkwafy3z4E0kAKkYTSbQHwzCyDGan4+j1jqDR/b1Ol0OjwZ4xH2a6HCCEgNfQOCsTn/eAJMJYVk759u5RNHYHRSgKofa2g6Pbt+5Y9FfNbZaGyVezej2f8vugZNJ0tKcbhGFcppraZwFMjnS1d1gbp9QyfN56CLzZDF3h9y4jpooqdH/4brTgqKUG3pzlBKUjEYt9+szVGrfHQLMsKJYFzXEgDINvLv/1LUoy2QMAuoLCmdTEgJBmEB/oh6W2Hhqniwu2NOs733x1IcVy8lF/e+bPYJiGcTkImuUgp1IwVFaCl0TY00n4NVqM67tlIhEIDgf67S4oA515/lMnr0WkuwuCwwkQgnE3Aue+ndmAdAL5nRzJg0ckncEUR3ZB1bMsQql0nmwOAP5UGsX6rBTGSDyBQp32iPeLsgyBoRFOp6HnOPA0DT3HQlIV7PX6wFEEI/EUGELg0GoQF0WoyGYtBJrOZa6CiIoZ2HIdpRxNw5UjrKckCfU2CzQMg9FEEixN4dvBITTasyXLg74AzDyHarMJmwaGMRiPY4bLgZgogaYIZric2DgwiJlOJ0wCj1KjAd+NjMKfTKHUaICGYfJZKAAYiMWhoWkoqoqZTgf0ud+ER6eDL5UCQ1FoDoRg4TmkZRnhdAYry4rz52JcpkKUj9SITskywpkMkqIEA88hkEpBS9GIVFfDsTBrKagqCqLdXSCqqhQN9a22uz2ro2IK/Q4XRlkOXx1/JninEy3RCI575e+Y6x/B/ikz4ZydFa2nuru0uTmoU0RxuX3a9KMWPPT4mVIiMWgoKctrarEaDXSFhXUAPu358L3rFUV2a12eVaqiMOaaOq0YjSLc0Q5TVXVWk2vHd3DmbrgSoyNKrK/nEwCYdt1NCx0zZt1Fsaxx7j0PvhRsPvS4xun64+j2rYQzWSAnkxDjsR1tLz1/hRiNHuRMZkf/V593Nfz6koc0OU0+Q0nZlPpfX/IXc3VNt7mySgsAKb8PrMEwueHCSydLmTSG1q/buvb0k+YDAK68DM4582xTr7zmKtuUqVpVVTGyaeOVhJBHVFWVR7Zuvo4w7EO8yUQlx8YyPZ98cCIu+RUAYHjj+hHXnHkHFFF0i7Eo4e12rRSPZ7y7dv45MTIcAoC5dz9wl+Cw38fpjWy4ox2m2trbG3979cCBRx98FQBYo9E48YaH5jiT1uUqm0jYZ7W6UgCQ4okj9L1+qPf1E35c+HcU6VUA5xNC/gHgeABuAD5kfRi//j80vv+rUFVV/M9e8+7a2bXw4SceL1iy7DcUw8C7e+dXLc8/8/7sO+65rHjVmjvzXTo0rQdwDiGEGMoqnNGerhCAswzllUd7FiwySqkURrZsagsdPvT5xP0Pb/72Cophn+LMZjoxOiKpBEPVZ53bypvNZt5iRai1RTLX1jFiIgFVlmhTVU21obgESZ8X0b5eiPFYBEBejEiw2XXOmbNXBVuaYxM/J9LdGWQNRpPG46EYjs/6CNIMAgf3g+J4aD0eeOYtRHx4CIHDh2CqrELSOwaNwwkllUJDR3N+YU7LMoRQSDfb5Thx++hYd4nJVD1As1hsNYOlKEDDozcSRVswhIFoDB6dDhxDo9JsRIs/iNF4HLUWM4bjCXhyi/perz/b+TbhAqchAHJm1+a6emrPHX/6VltW7or09b5Z+4tfvWwoKa1PDA+Nn0SIsRjGuST6ouL6mX++43ytu+CDofVfXSe43EgHg7A3TQNvNCHU3gpr/SQAgJROI9jSvLX8hFOOHv9s3miEYLOR0KH9O3Ruz3x70zSoioLhzd9CTaWyHWB33POkrqj4onFPRgBIjY3mFywASAV8QtlJp26kGcZCsSzrnrcQwxu/SdhnzNSKsRgITWMSyzT9YsNncDIUvuN1eDkWg2IyqhRFk3AoBGr5MXhKklDa2ZrJdLa9vnPZifPN5RVVADD47TcwlJQBsgyDwYivGY2a5CRSrKqgCIFTI2DnqBczXQ6kJQnB9JH8YIFh0BGOgKezpPa0KOGgPwgLn/UepCkqH5SpqgqaUFhUVIDmQBAJSUZcFBFKZ7CmvBT90TgYApQYDGgOhMDSFCp0JqQkCQV6HeIZEduGRzDN6UC5xYT3M4BKsSiJRRAXRWgYBr5kEnaNBm3BEGpySvGhVBopWYZF4FFnNWMwFkdSFJGQRBxdWgyLkA2og6msOXalyYTWYAgsRUECkBEVuI0atAZDKNbr0RwI5rohCWKZNLwKYOAYeHTf87rMPIe2UNbSyK3TIpRKQ8PQKMrJXYxDhYpPunqhQgVNEdgFAWPJJKY57eAoCocDWc5UudGI/lgMseLv7boIRSEdCYNiGArnXAB/7lqy7p03oFbXghd4RHu6wZnM+Lhu6sH3Wpr9QZWayx06wMSHh6Oeoxabvx+ICk5vYPWlpScyvIDYQF9C5/FoASDU0ZYId3aQwqXLrYPr1/nm3v3A+575i44Fsnp1nF4PbUFBVnJFVSGn033ePbsMFEUlvHt23dX51utbCCHM6vc+fcFUlU176ktKJ3e89tJx8eHhe6p/fu71440hiiyVjGzdnCCEPKErKraYGyadJdi+z6SyOh00LveUWF/ve5lIOM4ZTbpITxecM7JG3gzHw940fd6UK6+9vXDZ8l+qipIpWrHqsG3KVBOQvel1zVtQUrRy9WmEkDccM2d/MrT+qzeCzYcTqqpG8cszMfcv9//WUt/wuxl/ul3vnjM//+G+PbsP7LnztlOGNq7Pd2Vvu/73j8x78K9XWWvry/QlJaA5nlMz4n3IduXDu3P726aq6kv0RcWliiwj1NH2Ynxw4Cvb1GlXcUaTDgASw0NfA0D7qy8+zplMC03VNcekg8Fh/74910700fwJPy78W+KoAKCq6kYAG/8PjOV/HDb/7vLf1l1w8XusVqfrfv/tL+JDg5nlL77eOPFuR7BYGy0NkzRLnnnxdUtdw3HpUHBsbMd3F0e6O9ZEB/pe4c1WnWAybiCE0DmFfwDA4acefxbAs+4FC6fO/csD3whW21Qgq30jpZIwlJczne+9s9czb36TsaIKka7s9UJjz1KQej/d/ylh2CmMVluvpFLEUJEtBYnRiBrubB/kTJbCtN8H97wFlvjw8GDHa69I1smNJbzZTEzVNYh0dUKOhNUEISQdDEKVROgLiyCFw2B5Dnj+KRw11ANnKICQyQgDy6InEsVch42Cw3b3fq9fGYglsX/Vcqw4uAOqqqI3GkNGltHsD2F1WVE+WOsIRbCg0INNg8Mw8VyuGy6KwVgM+0Z9sGk0YCgK1RYTZEXBB4wG1pFBLHrmYVjjMUQymUXB3UN4Z/Ext5lywZWcSUNMJEDxPOTU9wEFoShoHC4PzfMaz4KsT1o6FES4s2NkqLe7w1RdO8d/8ACbGB6UUoHAF6zR3D62c8fRGocDqiwjE49DM9g/e0qBZ2qqaRoIReVKxAtRcuwJ1xNCnjz203UX6YqKSbS7E6BoxAb6EymfN0Ef3G/jjCaSCgZgnTwVfM4yKhONIh3wQ1dapk3s+A5Hdx6GMxlHemwUNkM2+JyTjmNfTyvaVx5HeIsVUiKBaG8PNsv4xweh+N0dX37T9vgJJ3tsXZ0vcSbzfDmZguIRNTTHYbC0Em2Crl1fVGyU7/6ju0ArIJRKoy8cQXswhGlOOybbbflg15tIIJBMAoSg1mLOl8cysoxDvgBilIhJNgtGEkkMROMwCRzKcm31JQY94qKEYoMe7cEQCLLBkVngkFFUzHI70RoI5ayBBPREougOR7CspAigaDwxdxlCi1fgoCTB8dLT+F1W1QBmgUNfNJrjYyH3XDaIB7JdjgPRBDKyDIam8wEXAFgEHpuHRjDNYcNIIoEqiwkGjoM/mUJCklBtNMCbzGbhtAyDlCSj2GCAW6fFYCyObUOjmFuQFWXtjkRRqtfhq95BVJgN4BgGsqjAybKIiSL0ufENRGOY7nLAKvDoDEfQE4liutOev3mgSZbzFUylsNfsgBwKIjE6Aq3LDUWWwZvMIDSNidcSubQc5ilNALLNEZHuLoQE3Ya4w72heFLjfE6vpy31k8z+/Xvi9qYZuuTYaLbzMBSCKskw1JRBsNm0I99tHZTisT7nrDkzJl102f2R7q5fVZ91zhqNy90uJRIio9WyjE6HaG+vSBiG0peU0rH+vs7A4YOnHnz8kb0AMN7hx1ttZt5uLxsfIyMINGexzte63Mp4wJW7DtbPvvPeF479fP25jEZDfHt2tfv27ZEc02YwABDp7VH9+/f9vezY408b27l9O2+x6pOjozYA+Rq2KssoO+HEG7QuNw0AnMFYmPL7MB68SckkMtHI6KLH/v6Cc868c6VEIjW6bfP1AB6pO+/XMyZdesV9rE7HURPGBQCs0agbD7jGOz0BQO/2UIYJzUEU972Cb8vzz3TUnffrJZaGSWviI8O+4Q3rQ/GhgU5CUadY6iYdlw4Ghvfe/5cHcfH5GNu5PU4IObH+ostOLVq28lbnrDn/WPDgX1/a8vvf3vATof7Hh3876PoxI/eDyWb1Hn0AABDt7dltm9KUV1RP+X276355wSWuOfNOAADOZHLLqdS9qiInLfWTSnP7uXD27XfvAfC3H36GY/qsAsH6vdq5YLUh2tcLRquTpVjkXVZvaADA8TYHRnd81yNYbVLK593R88G7F4daW7gFf31qzFJXR8Y77AhND7U8/+yl06676etx2xhVFAurzjhbYQSBePfsGu768J1WVqufrDWZ7NYZs/ILhW/fHhg5Duc8fjeqdVr0xeKodTrQF4li7eAwVhcW5Mc9xWGjWgJBDH/1GQ6ajEiGw5jqsIKjaZQY9BiKJ2HkWXgTSSRlGftGfTBwHDpDYWhZFqIsYziWwLmTaqGqKvpjCfTkFtiahB8rPnodHo0ACBZEMhmEUmmENnyG3StXgdMbYKqsRrClOd736Ue/sUxqPN1QVn4MIQRJnzcQajn8OQDoi0tO07rcborlRO+u7W+UHXfSlePWIlq3h+l86/VmmmEm26c25TNWwdZmzJWSU9s8xTr7xBodIShaveYWU3WtwOj1hBACYzbphEDzIaXs+JPsuSYDxIcGwRu/V0TnDAZEgwEo6bS8qnkvfUIilD0vRh06w1FUmbPbVu7bBfvoCDbPmg9U18PffFjS2h2/LF5x9DlnXv6bjZPs1mF25erlvMkM3/490LvdYHJWTsn+vrTzkXtYu0aAlmEgcQoWFReiOxKFkJurGobGIZ8fKghme1xQVRWHA0E0WC0ghCAuivCmEig3mhATJUTSYo7YbkRMFDGcSIAmBCU54rykqOiNROHQCijQ6+BLpjAcTyAlS6jQG9EaDMGfTKHeZoUvmcJ3RhtCi1cAyLoHjJxyNkYfuwuZTBqKqqIjFIZHp0NhrsyZlr5XXtk5OoaZbjvC6QwkRUF/NJYn8HeEwtCxDDYODKHWasnzsGwaAbFIFBQhcGk1WUK+ooBnaLhzmdbC3Li7w9m559RqoGMYVFlNcGk1aAkEYdNoMJZIYiyRBE0IFKgo0uvy2doGqwX7vH4MxeIoNOgxmkiCpij0RKLYUFaDtl9eAoqmwfi8iH/8PmJOD5yzZiPa3XmEA4FEiIoJGntiPO7r+ej926tOP+suTq9ngexNBc1rOvc+eO999ukzTxbMlioplZjinpstPbJ6A9xz5hUGmg+BMxg5ADCWVzQUHLX0wg2XXvDHuXfdf5WuuPjClN+vhNta/tDe3hrQFxWvjA8OfNy/9vMjJCIAIB3w+6OdHUPCjFlFAJDy+8EajPMToyPDYiKhslotAYBQe8t+16y55+oKCggAFC5dUX34ub+/nA4G59E8xw5v2fzHqtPOuNgxfeYxAJCJhOMD6748UXA4XnHOmO0SE3F4d+/YWXbcSfnyqOBwCJ3vvNlWsmpNTayvB6CoSOPlVz6u9RTUM4IARhAE5+y5dzlnz/mk/KRTr2d1Og4AaJ7PO0SoioJoT9cHdb+6aEXRiqPfXvPRWuPyF17zdrzxymJrY9NTuqLiOwSrjaTDYQQO7nsRp5+Y/+4tzz/TY66rf23atTe11P78l850MKCObNn82Nfnn/1bAMDVv5l4qOiyY0940FhRWQQA+pLSPzRdd9N2AO/+8Jj+hP/d+C8HXYSQOwBAVdU/Tnz8rzC+7Y8JO2654WmKZfWG0vKjMqFgd9vLz99S/fNfXDVxG4pjjarK5rWwCCHgbTbXP9tfuK11V3xwoEdXWFQGANHenkQq4Gv279/7wp577vzrzD/eupe32U7OxKJcuK3tkbaX/pEVcr3gXBBCiJJOfRnv71tFaAZiLJYa/Obry5Mjw81yMjEKg8Elp9OgtVowgkABgGPaDE9ybMziXrhIiPf3H1HW4wxGCN3tmGI2oTcSRa3VDEVVEZMkrCxwIyqKCKSzfnlpSYKOZTGfopCKx2AVeHA57pjAMPAnE4iJDAwcB55msguxyQiepnHAF4BNw+PUmkr0RWMwsCysAg8Tx4EmWT0mt3CkbUwglYZFljG6batiKC3tASAGDx+8ndZomq2TJt8V7e6CqqqKd/fOVw789aHd8+5/5Kbk6EhXqLW51btr5z0gZOp4wAVkicLGyqpLKJraOJGbxWg0aD7rgqWuufMRam2GubYeqqIg3NGGosXLBHHm7JuHNqwfLF1zfCEhBKH2VhjLyvXjhGRWp8sGzr09GL+LDne0Ix2NRMPtbeuc8fBJ48sqIQTj9e3eSBQztBzM6QisOzfhyaEhWGrqGEttPSiWpUIW23JdezPYHOfO7hsFpkzLj9tktzeepaGhZ3j4UmmYOA6BdAZz3S4YeQ4tgRBUqIiKEuZ6XPnPL9Tp0B2OQMOyaA2E4NHpUW0xI5ROQyUqqsxGaFgGRo6DISOiKxIFQ1EYiSfQGY5gss0KUVHRHY6i3JTlbY0lEpAUFcFUGkuKCrIBXEYEJWWOCDKQSmA0GkOlSQ8dyyIjy7DwPJoDQbAUBVVVwdJ0XqKBp2nERBH1Niv8qRT2erOBvFUQUGU2YVdOLHYivMkUwpkMWIpGNJUEz3JQVPUIz0ctw4ClKRTlgr2OUBhNDhsEhkFaklFtMWH7qBfTHDbwNA1RUTAcSxzxOVqGxq4xLwZicdCEoMxkhF0j4OUpM/PdgZzdgaJ4FF5DNQKtzWC0Oni3boaO55BKZ8C63GRcpDgTjabCbc2/S/m80cToyJJQWwvkdBpadwHkdKqr5bm/vwzgZUIImXbDLU/Ypky7hNVqIcZjSI6OghDKOXF8qqrIABAfGeqzNU0rtU+dZtEVFDxZsuY4m7GswpwYG71q6u+uPW3fQ/dtAoDCZStnlKw57raj3/7QHunpToa7OkDRDGhBAKfXNxYvX7k82tONhCzLsYG+z5r/8fS9S556/pjxzyMUBXNl9bFaT0Hn6Hdbb2l/8bkva8465/H8tcZo0jlnzpr5za/OLS49/qRzdcUlp3kWLFoZ6erMUwUCB/Z9s/v2W1ZG2tsumHL1dY+zGo0RgDHa2wNFkkAxDGieF2p/ccGrztlzZsX6+6AvLoHW5cbIlk0HpWTy3Uwo2LPjzzc9v/SF1/rsU5pMAGAoK3dKqdRrGy4+f1rDry9p0ZeWHRsf6N9w6KnHX/zB9EH9BRc97Zoz1wkAWreH2BqnXEoIufKHGSxWr9dxZnPeTJViGGgcDvcP9/cT/vfjv5Ppuin37x9/8Phf4UcXdNWce97c+OBAc/urLz3h3783hUsvQP0FF79prKi6QF9UXKqIIkJtrc8zgmA3lldcmMu++IPNhz/5Z/vr++LTscmXXnGCa+7836iKoo5+t/Wvh558LH/HmYmEhwuWLl+ldbkLMtHIKbNvv/uS7Tdf/yKQzcQVLll+Rvkpp/6W0WgN/n173mh57u+7AGD6jbecY586/QZFFFnBZp0BIM+M5q1WgdPpkeK4/MVLVVWkggEUtWSVQMY5PUPxJOotZsREEeF0EixFsGNkDKOJJMqMehAQJCUJAnvkVBtLJFFrs6LMaMhlVEIYisVRbjJCz7Io0GUXuBKDHt3hKAwsA18yhb5UGqV6LTrDkbz693A8gYQoYUdxBSJdnQ9uvuqyawEAJx+Lpc+8eL++qNiT+1gKqrpi9h33/MZUXXMbVECMx2GurfN3vfPm76P9vXcYiktpIKv8r3G54Nu1yzbOYQOyd/K2pmkUoSiYa+rQv/ZzWOrqYa6tByEEnN5AkmOjj3v37LpVY7OznNWKWE/PkSeVogCakby7dzGC1QqN0wVGp6P7Pvv47rbCwjVzxvo5QggikoznXSVwJmO4RCPkS2vF4SCoUg764pJ8Bs7o9sDz4RuoPrQbKZMZ/QrB8PwloHJt87ahPtCEwJnzP7RqBDg1Aow8h4wsQ8MwKDVmj/W4nAMAREQR0YwIp06LJcUFaA9l9bEiGRFTchpWvZEY2JwPoj+ZxPbhUXA0jRUlhfksWiSTgTeZRG8kimlOO9w6LXojUYiqipQso9xkQImioP/tVzCyaAWYvi54NnwFWZHy37vCZMSGgWG4dRqEUmnMzDVc+JNJdIez4ek4r8omCIhlRJROCJ7MHI+ucBRpWUaRXo+xZBIVJiOCyRQiYgaEplGg14KnKOwa9WK6047heALRjAgTx2HXqBcZSYRJEDCSSELPMohLElqDYcx2OdAdiYGlCNqCIRTqdRAVBSxFoTMURkqSUWUxQ1EUTLbbMBiLYe3gMJJ+Hyb2NJRkklA/ff/b7pIKi2XazMnaklLoioqRaW2GqbIKidERdKz97JFMKPj2/kce2DSXE94vWLysgsl1Ovv27hbTsWjhMe99ejja2/0pgOt233XrpfPufahX6ym4Q+Ny07qiIvj27mHTgYDIW61sqL11z+C6L58q+fB9W+15v37VUFJqAABrw+TKSHcXAEDrdLkdM2b9BsCm+fc9fOOsW++8neY4KjbQj+IVqxBqaYZp0mRIqRQ4s8Uoi5nstYPjaEarO8pcXX+Db/fujoIlS6sIIQh3tEPj8Vhojp1ZuHT5J5a6+s8SI8Od+qLiJgCQM2klMTzUqqqq6J634FDTdTc+K5gtSIdDCHW0w79vz7tD69f9SlVVad69D9FsroscAFiTCWIsCs5owvC3G94qWLriDFajgSpKiPb2INja/E7g4IGX9UXFuuChA+tzOmCGCacBrN5gBoDDzzz5btPvrx9wzJ7z9PIXX380PjK097s//H7lON+X5oUjOkoIy1LINpMd0aKaiUbDS5958SNh7vyTFVlGuKNtMNB8eC1+wo8O/52gi/0vPvejxfwHHr19ylXX3EhzPOWaM3+Dc+bsY8d2bo83P/tUa67+vyo5Ojq878F7PgJAzbjltn2KJDVGujrf7Xjt5f9gNTSOg3/76wFkvSyB83+OuvN+PUlXVDwl1tezu3DZyl9rXe4CAOAMRo2lYdJlAPJ3ZDkxz9sBYPbtw+etevvDRxRRjCuZzJ/XnnHSciArBMhb7XcyWi3n37cnrnG6dCmfDyAEvn17QBgGvMEA+5QmHPb75L2bvqCajHqycWAIFICRePbu3a7V5IyFBZSZDHDkFoJwOgN/MoH2HAF5LJGAqKqozJkOE0JQYTKgO5xt6kn+wExYgYqD/iAm261YaNRjXd9AfzCd1sVFyTrCC4jyAprXHI/UgsVgXnnhiOMopVJHKHEqYibG6g0/YzQapANBuObMQ8rnPUWMxd7uevvNcz2Llz3LagQNYWg1PtAfrD7n3DmZQADhznaEOzszztlzuEwwCFarg5xOgzOZkA6FwOh00NgdiPR0Z3QFRYXO6TPzv43E8DC8e3eJrMGE1Ohof8uLz55vbZjcOPnyKx8bz3IkRoYGO197efs7v7rozGBp3dseCtRBVgv2xJ/B+/UXSO3ciHEb7cN6MziDCUome5zkTBorXvk7lhMRoIHeoX40UJS672/3q8Mz51GaSBiNW78By9CIiyIIIaixmPMls2hGBEWypUBVVdESDGXNoWUV/mQS0115qTLQhGAwGkON1ZJ/rtSoR08kG8wYORYqIegKR9A0wYtRz7Jo9oeQUeR86c6uEbB3zI8FhdkbfpqicPrBnSCHd6NAm5VeGBHFfPbrcCCEQr0WNEXBxHHYNDiMAp0OAkOjUK/D5sFhxGUJZp6DmeeRlLIaXuP8LklVUGXOGncnRBFlBj1oikIglUaBXg8tw8DAZU/bVIcNH3b14qhCD6a77PhuZBQWnsdQJoNaixkUITjgC6DBZsEBXwA0ReXLwHFRQoFOg63Doyg16OHUamHgWPRGohiKxbC2px+EAPPdLuXr9tYhhuOLRLcH5R3NWNjbrlKjXnNs7sLJyapqSKkUfHt3549jfHioefDrtVsChw4dxiMPQONwNjITbHM0LjdrqZ80i+Z5WClSP+mM06yXT530YHTB8o8M5RW36QsKaQBwzZ6Lnk8+bA4c2HdVOhQerPzZabdK6dQMzmA4IvjIRMKIdHWCNRohp9PsgoceW+deuHjZuDWOqaom66pAEQxv2ZT1MqVIKt7fJ5iqsmLDhpJSIwg+/Ob8c6qbrr/5Yc5gaHLNmbuQJJIwllcAADGUlK7p//Lzp/379w5SPG+PdLS/JSWTY4uffO525+y5JVyuTM6bzOBNZoxu29yVu7Yh2tO9Ienz+jT2rMZJpKN9S6Sz43ExHovvf+i+L1a89s4SzmhyZbNLTsm3d1ew8fIr36F5nor2zm2vPfe8VZb6SV8bKipPZngemVgUoZZD7wGnAgDMDQ1PG0vLp2jdHthVdTHDCxsAzAeAkS2bbzdVVC43lFVwUiaNUOvhzRO5uROx/9EHz64cHLjHMqnxHMHhcBcuXvpkyepjz+j7/JN/qgP5E/534r8TdH2squrqiU/8MzubHyt4s0W/+t2Pf09zPAUA9qZpi8tPPvVMAM8C2fo/gKcAAA/cDc+CRVpTVc0ptilNyzLB4Fmzb/vLZdtvueGVifucctU1C4zllXPjgwOH9tx75+cAMPPm206o//XFL/FmizHp8/oChw8e0cSgyvI/talo/M1VC2rOOe9JVq/nAYDVG2oIIXWqqqa3/uHq+0uOOfZzwWKzlp14ypP6ouL6UPNBWCdPhbG8ApHenowUj6UDhw/uHTx08NlXz//NP97r78MFkQ8RzaRh02jyC2lXOIKxeAJzC77PnJt4DtuGx+DRCUgBiGUkVJqMUHKddAAQy4iQFBUHvH4kZRmRTAZGjsv64YkiCABvIoGxRAIjsaQ/LGV+NtXFb1h/9c0axpzVmyIAeJNZN/F7d73zxiOcybTIXFO7NOX1Dvr27r7RUFpxX3xoCM4ZWaF6jdMFW+OUh3fedrOr7LgTv7BNnXZ0OhjwFixd/jHD8WBy4quZcJgRzBbEEwmEuzqRCYfgnpvtYI8NDWLgq7WJkW2bjnfNnjd34hgomgFntjC+vbuvgaommq6+7j4plY71fPTBy/YpUxbJmYzfu2vnNaqqqoSQ951Pv9jZbrFUUzwPpb0NVGUtnjZbUdd6ADFBg82u4pDU262EiGrlZ8wC6e3BsngorwNRatSjNxIlmUMHHmvo7qgZ4bWrKLMRBTyDjlAY6ZxOlIahMRCLg8mpwJcZDVBUFXvGfOgIRTDH7YRV4NAXiaIklzHSMww2jfrh0mnzQqKhdBqBZBqT7NlA7IP2HiwvLch7IQLA7jEvaKJCyzBIiCK0LAsdy+aU2hMoyM2fpCSj2pLlYlVbzIhLEtpzmSKbwKPQoIeqqvhuxAuOpiCpChKSir5IDDqOBStTSMvZRozReALeRArFRj1kVYWF5zEYi0FSVRhYFi6dNtd5mW0SsE0oWTMUBY9Wk28imOVy4rPuPqwoLcpnARvtVvRGs83AE8uiwXQaKgG0uc5PA8dCVVW0pkT4GpowMxJARpbxGOEyOwYGV/+su+3B2SyZLxCS2BAIbTXOnndicsHi7DgEAazBiEh352jb66+0mWvrZs+795E3MpGwPO0Pf3xc4/YwmWgU40FQYmQYOk8BDLu24VfrPoZDoM7/rrHxtIGTT1UkUTziJpli2L00LzCVpx3zknPGzNnRnm6oqorx/cVHhiHY7NAXFSPY0pzORKOCtWHysnHR0ezcpiEc2ofp/V0IFJTCt+ZEBNvb2HQkkgKQ35DV6h25YOSKqjN/XuWcObuF0Edq1QhWG748+9TjAKDh4stPLl6xaj2j1XLGyiqMbd+Scs8/SgCA0e3bRGvD5GlLn3v5mf61n/2p4/VXDk2/6dYux7TpdopjIaUzs4c2rr9waMP6w1MkaaZgs7M6TwHERAIDX639wDp56mqaz16nDaXl1a55C55NBwJvdb71eoehpHR6pLvr87333XX/98eJKx0XYCaEwFRTO4MQwqmqmul4/eWtlaefOds6acqlKb+/78CjD9w1/r4pV14z21BaOifW339g30P3fuPfvzd19BvvT7PU1VsBQGOzLxdj0avxX6sa/YT/JfjvBF2rJnZ2/IQfgBBVVZQjjo0qScp/tnnFqWdc7Jg2YxkACHa70dY49TYA+aBrxk1/OqHq9LNe5YwmnZRMSnPuvPe339103d+skxsv5c0WIwBo7A47RTFsqK11n6mqempidGTYt3f3Hcbrf28xlJYVD33z9eHxwFhXWFQ7HnABgNZTUGab0lQMoAMA+j775CAAzLnjnnsohnnCVFOXT5uzGg0nRsKjvMk8yTFr9rVMUSlJqwTDiQSIqmKS/fsMe7FBj/5IFL2RaL600xkKo8lpRXc4iuFYHMdWlOZ1jkoNOsRFCZFMVieqNxJFo9GQ0+8aQ4PVAl1u0WoPhVFjMYMmVNP6/sE71/f03af/9MPfJM/8hZVQFEJtLXuHNn7zIW68Nj+ewfXrAoSQFeaausJQW8sYAPGoJ//hJMyRU58wjBYAcppqrwPA0n+8ksSEhUNKJuTujz/4xlLXsDDl8yrmmloeOWKzvqAQ8f6+UPlJp97c8+F7L2o9BdB6CpHJ6aYpYoZwJtPZjumzpgSbD7G8xQLr5MmK/+CBm7+78dq7cOoJ2TmjqurK195RxpscFEmCd89ORKbNxM7ps6AqChJffvHohdu/UZwm05+379uO7Y0z4VVUOHPelAlRQkwUQ53h6KO9kVjtWbWVq3yxKD4djqFEr0OTw4bWYAi1FjOCqRS2j3ixqiyrXk8RArtGgEOjgS+ZglunxbcDQxiKJxAXRdg1AlaXF2Pb8AhKjAZkZBksTWO6K5vVGojGUGLSw6bRgKNF9ESiWeFQhoGsKrAJAjYPDqPEZERalqESFW3BEIZjcVAEed5f/rwgGwCZeBqFOWI8IQSFei28iWRePqJIr8N3w2OoMBnQFYlAIBSanHbIKhAXRVgFHsFUGtOyHvX4bngUHaEwGIpCOKdR1hIMod5iBiHZEuFUpx0j8URe06zEoIckK+BzYxxntU+yWbC+fwhFBh1C6TSsPI86ixn9sTi+yMjwTV0AheNQeWgPdk6bg+80Ojj378KqnjZhpYE7sDmYfPLMj9euAoBHl8z/LVGUPFtbSqUgpVMoXrHKpUiSK9zRBs5ggCqJdPHRq6/gzRbiP7AXNC9Aznxv6Tdt3044co2PndX1eimTQXx4CILNBlanR6S7c0TjdM4rXHblL5JjY1BVFYqiIB0KgmZZRPt7ZcgKbWuckhVqZRmfvrBQoy0oxOj2rdC6C0BUFanuTty9ZwssHAM17MXDyQRicxbqggf291kaJpUwHA9VVSEl4kzNueeVtr30fO/gui/9nkVLZFnM0IokgqJosEZTOtjS/G7u/NIrXnnrMUt9AwdkO7YJKwT7Pv/kO1kSi4qWHd3EarXLAYDm+DIAK5wzZ842V2cFnk0VVYwUj74NoME+bcY5Ok+BFQBYrRbmuvqaxMgwQ7EsOJMJvMkMQ0nZUs+iJUuHNqx/auNlv16Rn3s5ncbEyNBeVVUX5xsa4nEfkKdbovPN1/dNuuQ3j7jnL7rl6Dfe/zh4+OBLiiQmK08/8xXeZNaL8Xhm9u13X7z95uufpzju+w4aAIxGa8JP+FHhvxN0DSPrYbf9/6Ox/I9GOhiIz7vv4TsKFy+7jdZoGO/O7V90vvPma/jTjf90e4r9Qd8yRQkTg1prQ+Pp43ovjEbDmGvrzwTwN1WWj/C0ZLSa4Le/ueg0S8OkybG+vo7qs89dseTpFzoEm90aOLj/m+KVq07p//KLYKSrc1vK7/MLtiwRJ9rdtdO/f2/PD8f13R//8ELBkmUHpl33x68NJSUmAMhEI7A1Ti0GAH1pmTXc1YHTPnsHxS4n9ikUIukUjDlRycFYHOFMBmaeR3c4CkIAXzIJh0YAR1PQsSzW9w/mykIMohkRe8Z8aHJnF8PxsNWl1SApSdDlyj2EkAlEfBpHFRWspIi6km/ejYMP9qQ36szPHO7s/tM/S9WrqqoA6AcAVqezmmtr3cHmw4gPDkBXWAQxHkeopflz4Ngj3je4ft3JFMt+wRuMvKqqsDdNZ9OBQFnLC89WdL7x6uiqdz4eFKw2JwBImTR0BYUF+uKSAlVWKhVFVUOtzUTjdCExOgSN3YlMJMIEDh1kWaMBOk8hGK2W0nkK76g557zetpeffyX3Pek1n3yZb6qgGAag6EDfpx9tBEXrdAUFizSeghvebJqXumewHY8vWgnGasMDNI1jN30BZyKeGYnFW7oj0atfbG7rOKeuuvSAz4+jCgswy2ZBbySKr/sGUWEx4YueftgFDhaBPyJTI+cW4M5QGLtGvSgxGjDVYUNaknAwEMThQAB1VgvGJgjcqooKBSr0HAeKEKiqCgPHIiFJoAmBqMgIpTNYWlyInaNjqM0FS0DWGiiczoClCPQclxcp7YvE0B+JIaPI4BkGxRO0sDKKAnNuznWEImAoApdOi8OBEFaWFmEwFs9n4niawgFfIN8gAGTLh3u9fhTodYik0+gMRSDQNL4dHIZHr0OJQQ8+J9q6Z9QLo8CjMReslhBd1kg7EMRkmxU9kSgIVMRFCTaNBpUmI1oCIXj0WvSf+QvI9ZMBAPsbm2DauRXRwlJc3NMMO0MDDE3K7aZLlyxYsOdUFvpIJs1XtbfssX/5yTTvijWIdnUqtobJ1Phc0BUUIRXwQ4xGYSgtIwDgnDknK166e2fCWFauGVj35QFlbEQ3RKNyS3ElthmtMBSXQF9SisD+vRBTaaiSyHsWLHIDgBSLIdzRDmNZOYxl5fAd2BcZ/GrtrVWnn/XncGe7gWI5pINBXbSvRyIsB0tdA/hcwwYnSRlqG+EAoJPmMDZrHgwlpRDsjuKxbVtlQ2kZrcoS7NNmCOmA/4SS1ce+OvuOe76mBQ1XMH0GCCGQMml0v/f287v/ctvnAGCqrik0VlXnW6EFqw3BlsOJLddcefJRjz99M6vV5jsYObNpGiGEWv3+p0f8dmkuOznkH9ALkj6vwz1vgZtQFGKDA4h0dcFSl+VjGkpKjwdwyZQrr2lyL1j4j2M/+7py2fOvftvx+qunMrzwgammdoYUj/n9+/ddBAAzb77tbF1hUXWotWVT0fKjH7TUN0wBAH1JyTLvrp2beZNZn7vmcJa6hnMAPB9ua3nJUFLaSPM8lfR5/f79e18Hfv7DS9ZP+F+M/07Q9SqAzYSQNgBJACCE7PxXb1BVdea/ev1/G7Zee9VfSo894SPOaLR0vP7K1n9Vfh3dtuUlQ2nZOcbyijoplZLDbS2PT8wiSsmcbkAOcjoVAADvrp13cWZLk764pDTa2902svnb++JDg2lCyP7yk342Q1dYfLfW5bYCgL1p+pKUz3cpgLv0xSWTQh3tCWZoUMiEQgeHN64/4z8b39A3X++eefNtv5CT0+8gDKNRFcWGrIk5CCGIHj40aErEC586/VeQyypweO0nWLDxCzDpNPqiEWhpWh6IxWgNnQ2qjDyHjnAExQY9PDod3FoN9o75EEyl0BlOY2GhBxslFaORGNKCBj0ZBYsYwJ/OoHRiy7yiQskRrwFgMJ7EogI32FiYp7o7fxnp6n2l3mru/Fll2SaGImWyrKqy0xXcdfRxZtHqYBIjw83GyuoFydHRva45c6eH2loRG+yXgy0tb++7766zcMM1RxyHthef21CweNnshY88sW9cAoTV6SssdQ1Lpl1/s5VwnC3S3QUQguTYGFyzs0YBGoejOJXVQAOhKARbW+A/dGCTvWl63biVT6i9DaaqarA6HSk74aR/LHjosXPTwcCzqqq+tfSZF78ylJSdCgDpYCAS2Lt7Tedbr7ctfvoFv6G4hABAurSMveLdN2ByuqAvLIJSUIjX7Xakd3x3z8b777n1gUVzbnx08bwnjysvKdUyDMy50lmp0YBwJgOBprGg0I22YAilOh2+HRpBldmEtCSBqCq+HR7F0SWF6I/F8yVCnmHg1GgQy2RQoNchKct5Xh4A7Pf5s4RxsxG7Rn3QMTT8oogqoyEvJHpozIexePKIIC8lySAEUNVsNmkskSXcD8Si8Oh1kBQFAk3jm/5BVJiMkAEkc2R+nmFQqNdCkzs/Bo6FN5lCMJWGlmHg0GqgY1lEM+IRCvvBdBoNVjN2j/lQaNCjOteUYRV4eBPJvKyDW6tBKJPBtByvzaXVoC0YxkgiAZsg4KA/gHKjEYqaDe4GY3EoICgy6DCqAGJVLcaVtojVhigoVL73GuzC9xk9K0OjeObsh1eHh7UAsGVo5Fv1H0+dOvTB+9bQ5Catub7h4XxAnE6D5nnQgoCkz5vR2B0cAIzt3umHJHFJn1dWFTn5VVvnNZt/94ePo2Yrp/cU5PW+rFOa4Nu/F4LZbQGyjSEqASiK5JsyHFOnGZVAoDTS3fl1wVFLT0yMDIMzm82alGtlfKA/Za6qzmd/ucoqbgiACcDO8hqQnMsFIwhE6ynI61ypioJ0MBj0LF7yoG1K05R0MJA//wzHw1o3KW/QKSWS8fjwsGiurGIBIBOLItLR0WFrnGIqWrn6gHP2XJkWBDrW24PE0FBw8uVXTgu2trRpC4pqWI0GkZ5udXjr5uvwm4vQ8/H7D7MGw1HmmrqF8eHBQX1RsXn8WOgLi6BkMhjnxMmp1AgAuObMvcdS19CkyjL0RcVrGi685OqRrZvOjg8PLEz5A63Nzzy5c77ReGPRilV3UiwL29SmVGJ4OH8TzRmMGqjK90Q7AHI6FQaArX+4+oGma244rPMUVIY72jbk+Lo/4UeE/07QdT2yJtfLAYy3G8f+881/nOj95MODAIDXXv6X27W9/Hxf+Uk/W2xrnLI06fUOH3rysSO4WX2ffXwXLQiTtG7P3JTPd3hk87d/xM9Pw94H7t6uLy5ttDZMqg93tB0Kd3bEnTNn65a98NoH9mkzlmfCYTXa0523gKEFXjBWVFqWPP3CU1pX9kIrp9OzgocPVQLo/c/Gt/P2Wz4E8CEALHjosUdNldVXEIpCYmwUusqqwq9VCXJZVrcwePSx+Fqnw41bv0K91Yxd/mAmkErF53ncdpoQZBQFfZEo4qKEUoMezcEQpjhsoCkKO0e88EkSwrEUttRPBTn/IqiyjM97u6E9uA/R9Z/Co9UikkkjkZFAEcDC82gNhlCk02LnmBdNdjv0LKM/vbpySyIjosllR0wUUZctFblmH9iBN86+CAG9fnL12ec8P7Bu7VlyKnULLfCGaE/PK3vvvfNN3HsnAKDshJNnOOfOe1iKxVJ7/nL7CVOvuWFpyufFOKdDTCQgZzJnOmfPXWMqK88rVyqZtIhcY0k6FIS+pDS/0JlrapHYttmgX7UmzyzXeTxI+/1Ih4IwlJWzrE6/Suv2rJx9+93Gng/ePU+MRfexBqMt1NL83r6H7vuuYNeOC/VFxflGN95kglxQDH1hEaK9PSAUBd5qh1YUL75/wWzH0qKCS2KiBE+uW3EiDCyHcpMBneEIJFkBRQiOKvRgIBpFIJWGW6dFjdkEmqKg/IBNIKsqJEVBRygCAqA9FEaBTgsdy0LLsKgyG9EdjqBQr8U2fwjHFrkhKkpeSX7XmA8cTaMjHAFHUcgoCobjCTAUwFM0EqIEp1YDWVHQEQqDp1RYNQIYQmFyjkNFEwIzzyOaFrFrdAwnVH6v5u7UarB1aARHFRVgKBZHayCEgVgMFp5HTzQGgc6WOQPJVE4PTkF3KIJCnRZals0/X6jXISmK2DgwBJdWg/ZgCElJBkfTmGy3IjoswqIR8kGngcuKAw+xPDbprbhQjqOYoaHfswOJ2VneX2Z4CDM7WyAZDNggZbA4Z3ixVdCDVFRosWcY0YyIWS7Hok97+2/89pv17xBCGOvkxoWuufNPlVJJ1b9/z3AyENghRSNjvM1GGcsqauR0JkxoaoVj9lyBEAJzTd2c3mTq1rLGJo4MDUKVZSAXbKqKAsFiBWc0ItzeJlEsy1hq6jDepTiO4t6OxuHpc4PRvl4INhsy4TAKFi5GOhgQEqMjqtblJgAQ7uzAFlcxIrEQWhLpdKSnmzdVVUNKxBHp6iQRmlYpns+E21pf3HXHn15d8cqbN3MGA1LesSM+LxXw5QfgnD2nnjMY2Eh3V9aiTFFQsHjpKtuUplHB4RAH1n25njebKlzzFlYYysorzbV1a7vfe+e45mf+dobG7qzzH9x/T+GSZcesevujR2t+8SurnEolOt5584l99955zer3Pm0Fsj0pqqoi1NYypEiSQ4rF4iPbNv8Zp58IMR6vivX3gWIYZGJRyOl0Td0vL9iidXsKxFg0Ofv2uy+zTpp84niQyhmMQrizww/ABmQ1xgKHDt4n2B20vqh4VmJk5NDoti1/wjmnAwD23v+Xz/ATfrT4LwdduazI07k/5CphS/4/GtePAt3vvzMG4I1/9lrnO28OAVhKCNE0XHx5rWPajDPm3/dw8MBfH3o81t8bxYQyb+XpZ53vmD5zOQDwZjNJh0NQFQWxgf7O0W1bX9S63B7e+n27Gc3zlGC3e/7jp/5zpEOhFu+eXaA1GrAgQDiM8A8WYyrHJ9GxLEq1Gk00I44xFGUHsvpJgVRadem0ZCSRRIXRkCcjz3Q78Fl3H44rcONUbw/eefpRiE43KIpCyjuCJUUF6AqFUWOxYDAWR7M/CIdGg0WF2eGnJAnregeg4ZhstiPn5ScwdP5OerKcwfrmA4hW1YE1mUsP//2JNgDnZEd+cv47lB57/NT6Cy7Zbq6ppVRVhb6o2MvZ7K3xocGsqj0hUGUJrrnzjvvhMcpEIqnBDev/oSpylW1K0zI5mQRyJZhQazOMi5dNlVIpjJOQE6OjSHnHoC8vB6vVIRLuAAihBKfzxLGd258FcIQOXjoS3RTu7IA51xGW9I6BCwaQGB0Bo9XmJS2U8y50xgd7zg+l03lxTp6m0R+NQlJUeJOpfKDAEAIhlw0CgCKDAXFRgl0joCVnVF2o12HfmB8Ndgsi6QxSooSkJKPR8X2Gqz0YQrFBj7iYQXswhO+GRiFwLE6pKgeVKwsX5Wx2mhw2jCWTqDQZ86VCjqKgIktm96dSGEtmM5oCTUFWFPAUBVnN8s0qcmOPpjPwsQxmGO3oCIXz8iG7Rr35/xfkdLViYgY2jZBvFCAAhqJxjMWTmObKCqr6UmmoyRSSsoyK3Ps1LItKswnRTAYCw0AGoKFpbBocgUur+Q/G1d5ECh2pDMBp8YnNipNTEZz/zad4trM93FtUukEhpJ5JJ6v3X3QVvt21E4dDPtAsjb3uYvCKgt8uOAaiVgMbRak9rLkWwCZVVaVJl17xV43TdQJvsXBFy48uCHW0L9MXFRsYQUBiZHho3yMPnFF/wcXHjs93Qgi0ngKHGIuldQWFfKi1BfqSUlAMg8Cu7WAdLnh37TgQHRz8yDG16QYDQBiNBpHuLrBaLcp3f4f6fTuan2T4fe75i06iBQ3F5CRceIsVidERMrJty6jW6XIJVisOHH08WnQ6BNvbWHfOLJ7V6aEtKITW5SaBg/s3fnvFxRfN9I6dLGdEMwBonE5Eujogp9OIDw293PzsU3fhikuy57a3p1mV5UFjeUUhkL2JUSUZvNnCK7LEl6xesyLc1TEy3vkr2OxWy6RJJ/n37f2Q0PR3ltq6KROMpxHp6tBUn3H2ZTTLytGe7kMgxMQZjULg8MHWouVHN+ay2GZFls4ihHx5zEdrXeMZOo0sI9zRXjJuWM3qDRprw+TLpETyCK/clHfs7dHt27S0IBiDhw++cOjJxz4ghHzI6PQmKR6L5CgOP+En/FuK9LP+j43iJ/ynmHTpFRUVPzv9C60rK0rEmcxzAZwxcRuK+QErXFGirS8+9xBnMidYvd40um3L3sCB/esc02cuF+MxhFpbfKxON6nilNPcXe++NQJk7S/KT/rZLDmTEXs/+XDP+K4IIdzCvz75e/vUaZBTSUx78yUcN9qH9ZE4DnoKEJ0xF2xXO2Zu2wCwBNFMBhxFoTcaPTzJZiklhCAtyco+X+AaSzR2m0Mj6Gc4HRByI1ZVFR69Lm80fFZ4DD39XSg3GbB5cAT7OAYahsV+rx8GjoGZz2ZpxtEfi2NJSSF0LIuWQBBlTntegHJcskJWFMQ1WWHIWG/PB//ZsXZMn3WPuaaWyn1vWKc06TrffdtasuJoGEpK89sFmw+B5gWEWltAazRQxAzMNXWGnk8/SA99ve40RRRbebPFnvR5wen00BcWgTUYEe5sB8VykJNJEIqCtqAQOpcHwdYWaNxuaJ0ugJCjGq/43bQDf31oz8Sx+ffuap5x822dYjRSyaTTmLPuI0yKhPD3aBiWn583cS4gyvGsm6bRG42h0mSEVeDRGo2hyWJGmdGA5mAINAFGE0lY+B9SCykMRGPYM+KFR5cl0xt5FtuHR6GoQKXZCPEHAXdKlvFN/xBSsowmhw0LigowFI8f4UXI0hRSkoxgOpPTropAz7HQMQzCmQyYXEY0lhExzWlHeygMmqJASLYbscJkwM5RLziKggQVFABJVmHVZLNQ+7w+hNIZxDMijBybD7hSkgRFzRLeoxkRBo7FaDwJI8+hwKBDlOPx5aQZkHgBtQd3wZ08wpseGVkBS9HwJVNoctjgTSaVhChBxzGUL5lCZygCSVWQEiVoWRq/d3owHE9gV/MBvCho0Ll8DQYk+brtl/7674QQpuaCC76jtLrpjkWL0TY4gOhAH1xTpuWzooHDh5ApLCKmNSdcjVzns764pEbjcnGZYBDRZC8YXjCIkTAYQYDW7SkoWbVmSXygr9VcVV2XPycB39rB9V8dtNQ3XMWkkrppT9zn9qRT9NrTfgFUVsFYXtE4uP6r9SNbNl/AGox/MVVUujDYj1WvPYO6aNB7d0W9UrJqzcPxoUFQNA1lAklfyEqjWMdFSmG1wX/oANRMphtA5cS5CAJQDBubfsMta8pPPOV1KZXkon290LrdkBUFiiRDSsTDhctWTCaE7J5z132/abz8yqrB9ev+Zq6tO1GwWmdRLAd9UTFi/b3QuD2gGAZKOn2E+mw6HD6t7lcXXkNzPBVqb/OKsRi4nOsDYVjEBvpQ+bPTr6BYFlIqhe733vmTYLcviA8ONHLmrAwFazBU6AoKDbzZki+fUjQNmhdCEz9LleX08KYN1xGatrAGQ3XK692cCUcGLXUNvwdAeJN5O4D3cnSRI95b88sLTi5eueoNzmBgU4FAou3lF+YPrlu7Dz/hR4N/x/D6X/K5fsL/GZhralePB1wAYCgrP5YQwquqmifUj+74rkNXWNRpndRYKaVScvDwobGKU077I0CowKED0sLH/z6YGB0ZHtuxbb+YTBQYisvsgs1+A293nFN2wslH9370ftuChx9/rWDJ8tMVSVQXPPz4w5uvuvxq25QmYd59j2wuWLysghACSm/AvpPPwNIn7sUxFgPqP3wD6pcfwgEVG8e8OKTXQ1YUfG1xbt88u/H1yJavvizUaI4XFYXX0tTxNo3ALykuRHswDIrKZkC+HRjGTNf3ek6EEEiqAlVVYeI5TLZn5SCqzEZsHBiChqHRHAwikbOA0dB0XjyzzmpBdziaVR8f9UJSwwCh8I2zQO5i+Jhv87cv7X/w3tsmHt/Gy6+crTeb79SUV84XnE5WVZT8AiglEjAWF1uifX0ZwWbnWJ0OqYAf6WAwbp3UqJNFERp7duyqokDrKri05LgTTylcstyeDgaQCgahfPohyNm/BACYKquhqipivT0wlJVDSiYxtGkjtK5cwAXAUFxics6cfQWAX/1wLmSCgVPUSHTbVRs+1lRrBcBhw21D7Xjyg7eQOfMX2QzHzu8wUlZJbduzFXoAm0a86DdbcFaOuE4IQZXJiN0jXswtdGPvmA9doQgqzEaMJpIwchxcWg0SkoSeSBSz3S6IigK3TouheALD8QS6Q2HUWkzgaBpJSYKR41BeZERHKAx/Kg0Nw6BQr8PeMR+anHYoqor9Xj8cGgEunTbf/dcWDGHn8Ahmelzw5DIpvmQSH3b1gAJwbEUZ+qMxWIRsaVBSZBg4FlNzSduxeAIDsTimOOzwJVOAGsOiAjfea+9GVBQh0HS2DK3XYzSewGgigUhahMBQyMgqbBoBLy49DtK8hQCALTPnYtXf7kdbMASPTgd/MonWQBArSovQH43jzZYOOHRaysAx6I/GoWEYhDNplBgM2B/zY1lx1tHAyHNw6TRY7bCDat6J10Lx8wkhT6uqKtWe+fNzG/p6t/ElpQZdYRHQdvgIf0VWr0c6HAJhGPPU3117vGCzO7x7dvVaGyZLpqpqBgCifb2I9vdn9fMsVojRSHDPPXfOmPmn29/Vutxl8eGhjW0vv/B0JhzqjXZ3vWiqrqHV0898MmmxrdYKGgvj90Ow2WAoq7hCV1omR/t7+rvfe/vMae2HhDCt6v/A6WOaM459jkkkKEJTCLa1QlVk2Xdwf4qiGX+8v+8NfWnZ7yfOzfjQUPfQurXH81brP6wNk+dIqRQy0QjEaKSj55MPvjRW117E6vUcq9dDzqTh378frF4HS8Mk2BqnXJ4K+M/ROJyflh534lkAwOgNCgjpTwcC7SqIIRMKmXibTUOzHMKdHYcHvlr7JKPVPkpzPMREHKbqmnI615tkrq5xBJoPpa3GSTwAyKkUVEWJUyybbUwSBFgaJv3cVFNbxWo0SIwMIylKiPf3b4wPDfr8+/e+51m0+FRCCKK93e1jO7b9UV9cbDdX105LjI6M+Pbvue3Qk481A1hICCHlp5w2efof/riL0WpZABDsjlurzz53bfurL/2HNbJo6fKXHE3T2ez1AFopkfgcwH+56vAT/ufjv2MDdDcAqKp6/cTH/wrj2/6E//dI+nxDiiznrULEaGQIQP62c8FDj/1l2rU3/EGVZDKw/qtDqiSJ1smNTZzRhLFdO+Get4ABUJoOBkoVUQTFspBFERQvIN3WWly0YtV+jcfzfuHSFacRigJF08SzaMnvGn97dbLyZ6f3WOobpk+0AlI5DhJU0IRgLJmEAyraUmlYCIGNY/HcnKVqYvXxs2tUdfbmAs/ey7/+aIo3maJOqiqHP5WNE6stJozEE2gP+aClKezz+bGgwIO0LOOQPwi3VoOuSBRp5fvyDZUzIzbyPGotJhBC0B+N4Z+qEAKIiiJ6QiHM9rgwva/rJeOBvVuqTMaLn1lx1MY3rJ7v7BazfSAa8xnnLLzaWFpGEYqCTqNBsLUZgs0OOZWCdvtmHOcbNr1QXLUj3Nk+CyCgWAagKF/nu28+YKysuopiWKOqqKAYGoWLlzIgpHBk62ZYJ0+B1eVGVKvF6NZNcC1bCZrn4d+/B5w1q+SeCgRgrqqGnE7/cPj5A04I0RatWDWPNRiS3e+9vfW4P9zUW60V8hkNl06HRVvW43DQD9pkRlKrQ9zpgsdoRCXPghCCbcEIZE6fL+kmJAljqQS+7OlHpdkEh1bAut4BzPI4Ycz5Eho5DklJyhlKE/B01trHl0igymzC1qFRlJoMoAlBac5VwMLzUFQVCUkCQwhMAo8Pu3rRaLPAodWgKxTO630BgFunxb4xfz7gAgB7rvuPoWj0RaLwJlKgCFBpMoKoAE19PxfjkpwnwNs1AoLpNLoiMYAAk21W7PdlSe62nARGbySCGosZZp5HXBSxtn8YDX0d6FdEBOYvASkoQtpThKp4MCeYqoOoqhAYBlaBR4nJiLkeJzpCEXA0DavAwcBxGI0noSrZrG1zMASXVoNCfdZftNxkwM/NurnfHXvcLUuffekCz4qjrV3rv9yhLyg+yMajU5a2H5q7f/YCjs0dAykZB81rEOls76v9xa8+pFgWWot1zFhZlb9WG0pKER8egpxOo3/tZxvT4ZB/7l/u/0Osv++RwQ3rg2XHn/TVnDvvvVCMRFSKoRWK5WRFVTkqHoO2oAhiLJrlARJCLJU1jKWqppymud+89o+nFwHAB8+8uNdSU0cBWcmSWH8fyj/5MNl59PFhRqMxxWSpPB0Jk1h/H1iDAYnhYUS7u27v+fiD5tLjT/yFZ+Hih2mWF4Kth9d55i+4cPoNtzyRCYcxun0bXLPnguZ4EIp0EIoyUTTtAADBajPpS0qXEkIQ7emGubaOomi6FACCrc2SqaKKifR2q32ff/rJ6NZNF1O8UGOsqML4TVKs70h6aqil+e+ZUAjpcKicELKd5vlKS139L/PXMUVxsRoNBQBatwf9X372zZarf3tDzTm/LNM4nLWR7i6I8VhsbOvm29pfeXE7IWRe0crVjcNbvo1p7E4nufNWouZQ+8tfOcYDLiDbbc4ZjHb8E7A6/RGpZd40IW3/E34U+O9kusZbu67/weN/hZ+Crn8Tu+/88+sau32GobzyDCWT8fv27Lp6vMtRV1BoWvHKW7+jOZ6AAwoWLZkUH+hPqrIMRfp/2HvrKDeubHt4F6nELHW3mpnZ1GbGMDjMzEwOOE7iMHPiMNthcGLHHDO3m5lZzFSq+v6Qut3OzDzKvG/9Zp73Wr1WSypd3bpF5567z97cWBYGiHIx3D3dUBjjYG9pQsBqRdLc+SApitEVlZzrGx6GLCE64SIpCsmLlq6w19f+xmq0sNbVQFdUAp7jkP/TNzCJGGztHYBJJkWIi6BAp4GcYfCZwwPf4lMJICYiOH9xWdcfvyNHTkMuEmHQ5x8TRDVIxPCEuTHi9d7BYXjDYSxMTT6+7yPmsf/dwRDcYQ5xMukYVytZIceGrl4YxCykDIMGqw3pSgUODo3AFQjApJDDy0X6qs3WmgtzM9+RMAwBAH6VYcbua24DuX0rEqbPHDMnd3W0Q56SisCOrUgmBJTZRzDfY8d3B/YcQmZ2ikiuiJMnJQNAKqNQPMi53ZRx0hQQJAnzkUPguTD8w8MQa3VjhtaKlFQIHAdz9RHwfX1QlFfAPzyCoNUKimGgLSyGd6B/zICXamkUctZ94p1w763ZxI13zJv74RevaEpKRBTNoKi8okZycM9wP0vkJcb4WkNeHwRCgE+rg+v8y+Bsa4XUGIf3Z8xB5k/f4MrOBuRKWfzgDWG+iEAowqPWaoNGLEGIi4AgCBAEgUK9FgEuAqUoqvMV4Di0O50wyWRIiuljGSRi7B0cRlmcAY5gEC12JybFkrBtDhcSZBLYgyEEIxF0ulxwB8NQMTTSVUq02B0o1mth9vvHln2HvD5kqZXocrqQFuNqWfwB6CUSDPt8yNPqkaZS4sDQCOotdogpCkbZcU24yJ9oMhRBQACQolSg0WqHTsyO6Xi1O12Q0DTUseVUGcOgTKdGem8bAl0teIsXYCkogaO3C6RODb1EjB63ByEuGta3OpyYnGBERBDA0hR4QRgzzo6TSdDpZnDQ5sAEbVStXieOWl25Q2HIGRp0xYQHxOkZrMQYB2NWzuwpn6+Z3UeLgls4rIz77IMz7JOnloRC4YhvcGBX0Gb7wDRn3lujRG1NeaUx1NsNNiUNABByu6FMS0ckGAQjk6cmzpn3BSViCd/wUFiWnCLET64SxYaEcHW0U8qMTGr40AHETZgUvReo1AhYzAg5nfAO9ENmSoRIpYoHgMmrn71cV1JWMjqmJE2D7e6Cef4yuTonTw4AUlPSOfbGBnB+P/w2C4QID795hJn74RcNmWctT6UVSqk2Lx8Sg2G6vjya1WHVakj0Bgzs2ekVSWVbB3Zsuyt50ZKPAIzZHXA+36gQ29gkEwBosYQmGQbqrBwCvJBirT22SJGWfnHPb7+0pC49NQcAnB1t9bRUlsKq1QprTfVGd3+fVIjwmfbG+hfa1n7+S+LseSpaIqVZra4i5LDXgKKLES26jJ4PpqQZM15/9wOCohya/ILi2NtykqSuBfCZIAjBiY8//VTpnffOZxQKWI9VewmCMAqC4BvYtmVX8sKl2/WlZbMBwFpbs2tg5/Yd+DtwdrS2qbKy80iGQdjng6O1ee/f2+4k/n3x3yHS0//R65P430EswLobwN35V18/N75q2ksL1/6g8puHfwk5nQ8JPD/25CFpGgGbtRcEcnyHhwCBGDNV5iMR8MEggg47XJ2dUGi1CLvdCNosICgazq5OhP1ehB1OKFoasNQ8AE8gULU9EqljKycVubu7IAgCerPy8GZdDS6LN0Ie09A6PGIGRRBIlMjREAqAFEUpEYLfh2yZBA5rVDorS6VEh8sNuz8ArUSMzNgkTwCgFokgpU8UxmTFYvzs8EAV8MHn8yNRIUf4+O6CFwR4w2Hhx/ZOQsGIQJEEGmx2TEuIh4iiUGrQYUNX71qjVJI5GnABQIp1GLsEAfL0jLGACwAoiQTu7m7olp4GJ4CtoQAav/hIcIaHRyQul0ybV3C8b2oNpc7OGVsaMlRMwNDePRDr9dFs2DiE3S6QNksw7syzWZKioLBakPXjWshCIdT090GWmQ3Dlg0INtaiWEQTzZOrblo0YdJN+wxGaItLQIlYSLdsxLSW2hIy6EW13QenWgWaJNBqdyBfp4WhtRafbv0dkolVYGLq5J1nXYD1Tz0I8dAIzkpJwu6BIYR5HlXxRkgYBn6Ow7DPjyGvL1rd53Kh0WqHhKFh8fsxPzkZzLilL4okoWZZtDtdoAgCzmAIh4fN8HMcaJJEWOChZVkEOR7JCgUIBTDs9cMRDIKlKOgkkjE5iEGvF8V6HY4OW6Lm18EQNGIWIpJEk92OOUnRpboupxueUAgKVgSWIuELh7BvcBgSisKwL0rryVKr4AwGMez1ocoUj0yVEo02+1jABQAZSgX2DAwhU31ci3L0TBJTJHIP70V41zYUElFzbpIANGIWgx7v6HWIIMdBwjAIRXhQ47K/AGCJT0JLQQkmNRxfUZLSFHxcGOsDHBcuLGEVsSVkUm9A68RpuG3XRra/tGrV1rVfGM2vveIkxqWU46fPfB6xajiRUgnt15+iuWwS6JgdDikSgWZZiPV6LSViCQCIBIMMqzluzwQgWv0HgJYcD1bDPi/CXh9YnR5Bux08F4GzvfUXANAUFD3Ic9xYP8JuFxYe3IlNV9yE0UiOpCgIAu+mJRIFLZGACwSFvMuvekuemEQCgKu7E+6+XoAiTlDAJygKQpjr2Xzx8tNw8XKU3fPAnRDwLi2TFfKhECUxxsktNdUIe70RRqUmxWp1dL/G8clsjQ2qvMuv/EBiiEPQ5ULb11/VEcAzHd9/843AR5QSgzE+eeHSbwuvvn4RLRbD3d01O+eyqy4d2LH186QFi3YJkUiXo7lxAy2TqyVG4/sSvcHo6e2BMj2T0hQUXdq3ecOW8X0maYoFohnnJT9umB+bdCFhxixZ5cOP/QZglrunO5QwbcZpaaedeREIguz59ZfP7Q31fvwd7L//7gLOH9gkMyXmurs69x55ctXyv7fdSfz74mTg9C+CktvuqkhesPhXbWERCwCCUHjTpMeeGjQfOfR44qy5qyiJhBk5uP/X/q2bXslcfsHPqowsUcBqwcCuPyBLMMHT3wtVRhZCZjMWt9biLI8Nm3fLsffq2wCxBFm//4zcmv3oV6rRvPQMqL7+FIuJsDpj54ahN1hxJH7+QoogSYwASKWpsYALAPRiMVKVCrTanShd9ymOLDkT4AVM+e1bZNEkGmkahxxuyCkCtggPZ8APo0yKiCCg0+lCMMxBQFSvyeoPQCcRI8Tz2FExDQNnLEfQakHF2y9hASOg1mJDncUGhiLhCAQRJ5UQ0xOPUyIabXZ0uNzQi8UIcBw8CpV+sLdnhz8chiSWOejVGUEQBJiBPgQYBmJT9AHv6+oEox/nMygSo33OYiLJYHzY0VhPhlyuMXIu5/chEgphlEci8DxkJhMUqWkYOXwQPvMIJHoDhOrDqNjxO+IUCtb86Rq0nX0RZq/7CIu8DrTYHSjrbQf1B4E2uwtqjRrfX3gV6Jx8WABojhyEePOvyOrrQmVPO5LlMnSJaNh5EQp0Ggx5fZgQZ0ScTAqrP4BpP63F/umzxvpPkCT0SiUKEcHugSEkyKQIcJGxcZDQNAIcBwIEIoIAhqSQqZbCE+agE4thCwTQ4/ZgfkoSCIJAk80BhiLHqh8TpBIM+fxIVSpwzGyFKxhCOMJDJRZBEACaIqGRsPBzEQz5fEhVKmCMVUp2OF3YOzCELLUaaSoFfGEOh0fMSJBJka/Vot3hhJJlMeL3IUejHsu2tTucCPM8IoKAOJkURokYXS43xBR1QoCoZlm4Q6GxbFSTzYEMlRKtdicUIga2QBDicdkUbW8XVIFQD6VWpAQjkTH/T1cwgANDIxCRJA5bbCjVaiCmSDTbHSCIqK7YIYHCvkuvBicS48iuzc4KrVo1auJukIgxoDP1hX2+tPHXM8mFQZMkNGqVSJGaVvz4zKmLvjn39Ht7KJb8Li4pOHL4oIsRiQKsXidO3L4Jy0Z68U7S2WDiovZafrMZYa/bG3Q46gBUAdFJl0CQQsBmJcRaHXiOQyQUgiAIiAQD0Ux3Siq8fX3Ql5SO9aXr118aDz58/5146D4QBEHITImw1dchEg6D7u6wh4cHdjgPH5DpFy5ZQBAE3D3d7f1bNt2Tdsppn6qycmSWuhpCnZ09FqgpUtIwcugAZIlJnL2pkdfk5Ys4nw8+i1ngvB770p83DnBeXw8fCt246fwzp5+6aadVnJhEeQf6oY5WP1L2lmZYjx3dEvH7DtAyWRkjk80MOR2d8sSkdIkhGryySiW0RcV5v597+mdY9RAABACMLPlxQ9ZolbAiNQ3xU6pWGSsmTEycO/8WgiCgyS+4rfOn70/de/etcytWrKzVFhYTY/QNl7vWO9CfKzMlJoXcLq+tvvY1nH0qAKiocR6XBEGAUanHlgYHd+90A3gbAHDvHUg/85w5utLyBwNWS3fday9dNbpdbBI9pnp/Ev/3cDLo+n8cRTfdVqYvLT9XlZM3iVEoxvgABEFAYozLdHW2/2FrqNsecjjc3et/fDj9rOWvqzKyRAAg1ukhMRhBUBQSqqaPiR/WKS7G4g9eQaF1BCkvPY6BYAiLVbLosp3Zgw9+/AY7M3JRXr0HiTJpnrarDbb6BPCRCFSZ2XDpjQj57GMK8aFY9klEkThvqBvz3nkOR3xBLIwKMqNOrRcOX3s7QanVELxezPviPahG+rG5pw/ZahU6RCz2nXEhTv/9B0TCQXS73PiktAqB08+N+inq9Dg2cx7oT9f8oGTZXpNUcmGuRq3zcxz29g+jyxU1blaJRIAAlOh1aBWxWD1pNuzG+LNdnR0tST9+uS5LpTzHKleS25bMQ+q3n+OKtjr0MmJsMqWib2AQ2oF+uM46H5G0NES8HlBSOSAIYKRSkpErELRZ4RseAsUwoFkW/qEhIE4AJRbDeqwaYl10OVdiMCJjywbM6WpCJhGVsDjQ2IVSqQSiN55DMeeHVRCgZEWIl0YzEElyGbZzBOic/LFjT5VPwKSvP8USnRJDIhGGfX4U6rSwxoIhXhDGhEt1EjFKFTJ0ff05zBdcDoIkoVr/A3TDgyBlEsRJJTBKpagesZxwfnnCHCbEhD+NUgl2DwyiKiF+rPKQF4AulwckAfhCQajExx887LgsoUbMQh6hYQkEwu0OL52uUhIMSeBgbDmSIQgcGTFDStOwB0NwBYNcskJBp8WynVKGxsQ4A1ZVzgSRmg7jjk2Y2lwHARgLuAAgM8Ynm5JgRIPNASXLQhlbMowq5EcRJ5Vgc08/UhUygCDQ5XZjiS4FAODnOBgkYuwbGoEPwLGkNPQWp+DWwfYUaewaGfH50GJzgiBIUCSJJoHE/oy82vV5+cWVm37B6UkmmL1+vCaw6LvqRtByBSRffWL/rK5xhicj7UCyQi6tNOrhi/CCZXjoY5JhH7Q3N9HqnFzQXR2YV70f+0Uy9ChV/gltDfJTSwseqlbqsPP8q5Co0dB+84jM3lDPT33m0QNXpSdO2suIOSYufmzAJQYDmj5671aCILYyUun7jFxRGHTYD7q7uw8HLJbbKZpUhr1eQpWdC/OhAzBUTgQX8MPd3YWwzzvqYAQAkCUkdAqCIChSUkVl9z44wvN8BkiCMJSVA2Xlmt8Kik91Vh9+wfXdumPypJTzKZYVKzMyplESqQAAEq0eAbsNYk206MU/PISA1XzUPzjwTu/mjRvip854FiSh4EMha85Fl10cS+glCILwSu2rL870m4cPg8AUifG4Y4AmJxfO5sa+fQ/cvSJ2v2MBhGa997HZNzQoi054RBAikb+xpRMi3An7FwkEgsqMrGUEQSDs9SDkdMqVGVlPmGbO+YBi2bEEo7e/D7amxj22pobf5YlJM9w93b+2r/tyFwAIgjA4/eU3rRJjnI6kKLg62oXBXTtWFbW1LArYbSNtX30+Vm2cfdFlp+Vfec0PyvRMggsFMfX5l+ftufv2tD/38yT+b+IvBV0EQeQCuApABgD1nz8XBOFkRP8XkHvZlYuTFy7+Up6cqg45nYgEg2NK3lwwCGdbszP1lDPW0BIJDQCsXj9PrNGOrZ+EfV4E7VYEHA4o044LSEKnR5fPh1yZFBkMAy9NY9zKBhI9LvQTI3qXAAEAAElEQVREeHSEOISDQchnzgGbV4iwx42AzYbusklo+GUtxBQJmiRhkERnlaNK8SMUje1nnwfH958fEFtGdm++5Po8g0azBAAIuRx1ecWY57IgX6tBqlKBzytn8mTlJPLocD8q6w6CJiVwpGVAMq5PFh7dD+w5eGbxzbcvSOA562mdzTl00B9MlEsvS1MqSCC6FNVktYHXG/Be5QzISiugVqnliozMJ74wm8/kPn3/0ZtnTd9333efKp3hICRKBXL4MBTNNQhGIjAZFDj87Uegf/oCaprCYVaGY3c/AgCIhEJedW6eLBIOYXjfbohUGvCBALxDQ1BlZMBQORHunm4MHzwAPhzCiEQGMSOCOCb6b5BEs4HnhoM4FgiCDARRYtCO7R9L09D43OCtFpCx4I3u6kASEQ1o/VxkTKNKJxbDFXRh3HMlBgKnNVXD+spqdDmdmCxwSFYpMOj1wR4j68fLJGiwRvlR7nDob1pgKfoEqQcpE7Xf4XgeqWNLdMe1skazS1a/HwIAhiSYmYkJcAaDqDXbUBZngIplkSiTYt+QGakKBbLVKvzeE4RBKkGA4yCOBW89PCBMnQVKJsNIRja6nngAKc4oqV0bU9S3+ANIVynQ6XLD9acCBG84jAarDTyAHpcHBokYjVY7ZiWbEOEF9Hu8SJTLIKFptDtdmBhnwMaENDReeh0UWzdAaukBENUdC/E8dFIxXKEwNKwIE3kelM9RUDtnPpqSkmDc9BOkEaByqAeTn18JL8/DZnc++8qQeUQ7bWaTf86iUggRwr9vT0sTGfpM29M1IktOubT927WqxL6upF+NJmlHfKLVsnfvWctYJl5OUdhVXAlRbHlQYjCCS/eTm2cvGh7+5rN5nSJxRN7X+4E8KTkDANw9Xa2enq4fDJUTC3mO6/QODtQNbNvyfOtXn/UCeLTktrvmkCx7lizedC0oSjQqoeAJ9EIIc8RocQ7PcfD29W7Ku/zqrIoVKz+UJ6dUhdwu6IrGaF1QZedQPIG7fQMDg3GTqxIBQFtcelff5o2bZAmmBTKTCQM7d1jEWi0lALDX1b7b8d2618Jud8Dd021FTOJmzoeft4+/z1Asmy0IgpB+1rkXm2bOXidPTC7X5BdEHRecDjjaWnZPeOSxtzSFRZPnfbZuYHjv7vtttTWfaPIK75DGJyDkdsG6dfPvOP8sEARBFFx30zxaIpFQUslGRq5YLNbpYa2rFfq2bro915T4cCQUzPAPD0OZkQlFWvo0WUJCPMmKXZ6ebiVIEjwfsaqzsvNSTzn9IUYmEzlaW5Zmnr18aUwzEbvvuMlQevf934nUGuPIgb0v5Fx42QPawqLJnM8XrnrmxQf23nfnCwAQP6XqWWV6JgFE1fbVuQWpBEHQ4x1ACq+7qSh+6vQ7QZCM+dD+t2pefXEPTuL/BP7HQRdBEOcjatAcQtTXzvUff+Mk/juouP+h+bmXX/2N1GCUBaxWEDSNoM0WMR85GCIoOuBsaX5LnpTEjwZcQLQCKOL3YWDXDigtI2B5HoppM6GRSGFvaoAmxkmK2/gLNAQBeWxWbxWiXnnucBjDXj+yGS9Sd2+GUSqBVquB5/ef8FteIRi5As6OdugUcuyXKLGA8+EAQaPUH4Q1EAQJ4IjTja8vvAZUfhF+GRmi9tx1650/v//pm9EljiBosRgSrwcRnsdXOhN8ItZjUajMGiC9c9ZCPMVFkMgwCNssCDQ3glVr4B8ZDg0dPnT1tBeDj+Vdde1DFCMifu3saNI99fCTK1O0V4zuf5pKgR9Ueuy77g5o5XJ4+nrBh8OQ6A2ENMGUtntw6McUoyG5sKjo4ZsU7FghSICLIF2liAZeMtmYUbcxGMLA2k/RPmWmzdnW8r22qPgq//Aw9GUToqbDPI+RQwcEmSmR8JtHIJLLoYxx6GwtzXgvvxD3f/cxlBQJThDgCAbhDIZwTKlF78xJ2G0ZwSV9rdCRBHrcHuSLWQx98g4aJ08Hw/OYd2Qv2D9HRTF4whzMPj8ICEhVKtDr9oAigIhAIM/vhjIUQIpWDSAqEtoTDMPLRaBmRcjWKBDiOOwecIEHMOT1Il4mQzAWNEfJ7GIIseXfaDAVtbgR+Ag2d/dBIxbBHgwhWS7HoWEzuhxOzE5JQpfLDU4Q0OnyYHJi/JhAa5PNgTyNCo02G8Q0A4NEQgciERwcMkPBiiBjaOyKT0HS7q0oa2uEWyJFXyCAEZ8fEUKAlhWDByAiCWRr1Gi1O+AIhLB3cBhikgQIAhVxBgS4CGrMFujFYigYBjyAoyNWxMkkkNA0Gm12eENhGKUSHA2EcWjOYgCAQxYt6AjzPAQAhbpoQBzkOAz5/OAJAikDPZT7+6/QVjkFW6bOg9/jBll77PtzOhvNDrenWkSTC19cuuDJH665mSBjFapMRnaesfbYMfOhA5X7Vtz95ujxIwiCHBXMXJaeotvPEzzFccfXRwGA5wEClg8bmrcCQOH1N58WN7nqRkEQMLR75+uqrJyE1FNO/z6uo1WXMtyL/sT40wmCyBIEgat55YVtBEHsTll66hfZF1260W8eUXj6eiFSq6HOyYW7qxMERcFSfeTzrp9++KjywZV7lekZeQBgratF0OUaKwYJ+7xg5QoyLFeM+SGSFAU+wncN7dk1SMtkypDT8fvOG6++BIAw7aXXX5+95pMePhwKTX3u5Uf33HP7MxNXPnGhIi0jLuh0gFWpIfA8vP19vQCQNHfBzaZZcyqCdhtcHe0IOh0OW23NF6bpsx7RlZYlxZbwy0maiYcg9LGq6LxSpFBCV1xaVnrHvbOmvfzGBabZ864jKQrDB/d1hzwe2JubED9lKkGed9H1w/v23OYdHPw4ad6CwtF9UGXlZDa89/bnxomT00mGCVuPVT9rnDTlLUYmEwGAOjunNGnB4l8Krrnh4oY1bzXElgbPBIBpL752u7awaDIA0FIpoy0svo8giJcFQYhwgUDghMMYlbcZK7TWl1WoJz/53PeKlNQsAJAlJc3LWn5BFUFRMM2edyNJUdTQ3t1rGt9/p/nvX/0n8a+Mv5LpegzAhwDuFAThZMD1T4autPwmqcEoA4CQK5rlIknC1/Thh4X9Wzf1AkDlQ6uWGyYEeUrEkgDgHRqErrAY6tx8EH29OP/rD9HY1oBD85eBVGvR88mHtUFGtEZwWl74QapkTrHZkSCXYzYBvCfSICvkxBzNcaJxh9MFrZiFyhd1exIEAbmNNRBXH3J1rnxW+UlLA/qcLr7B7yWnNx4DIhy2lE9FQCoHerpBSaU5BEFQV1VN2jR7849Xm/gIs4cSIUTReKB8Opj5i0GQpDx0YK8n5HZHgjYrxZx2DjoAKAFYG+qDDWveXukb6PtwcOcOy9Kff/+CYkQEACjTM/IGqmaW2vpaBa1ETACAIxBEz+LTIJVHl6PkScmw1hwDBMHubGvZAQA9I2YXgHvenDfjzHiJJFPJRqURAMDqD4wFCQCgYkWYUL0fxzTG36qfe+rWoN3m0+QXLo1PSs4EopwpkUoVBiDi/P4TBFQZmQxEXDw+CAEllmilZ5jnMWyIR+eVt4KSyWAB8OqP32DG5p/BUBQiCjnirXa4647BYDSiXgBKCB7dLjfsgQB4gUemWgWL388TBEgxQ1veitBbnX6MJDe3m2clxt8UJ5UYdw8M9cEYr88FxkQe/XIFQuZhaMUsAhyHWosNs5ITQRIEDg+NIMBFQJIkJsQZMOj1YXf/IDzhcJRzFQtCE2RSdLvcqLfYQREk5iSZEOJ5NFodmJ6YgF63B6lKOfrcUbPp8WNJQkCvxwOliMWIz4dMtQoCgOmJ8Wh3upClVoEc6kWS1xbV8fK5UAMOIaUcE+IMaLE7kB8jxkd4Ht0uDxanJ4MgCBw1W1BuiGYHWYqK2ggJApyhMM7MSgcvCNgzOAxBAOQMDQ9LYEtWIYbVWjj8figA8KZEtNodmGaKhyVwPIPG0nRMLZ9Ht8vdeHV7XX64tQbbFTpsv/ImELXVxX4u8lWv2118RX7uGTvAYDTgAgDGYIQyPVPqHxm5E8C1o+8LgsATBCGVJ6dI3D091slnL788t6PjHXdqp0Semgp3Tzdcne0O5pP3n3x5+2/37RZJs6icgmFbfd2m6uef+gFXXowpT79wdUJbk+6GHb9BRpEQBCE1dcaU1wDcMPW5l1cs+3XLvRAEYeTIoa9UGZnaCBcOBNrNCXJT4lxlega8/X09zpbmR7SFRZWjARcA6IqKMXL4IBiZnKNYluZDIQgC7yBJUj26jXdoMCgxGBfFTZyUAAD6sooL+WBws3dokFakZ9wYdNgRCQTEhslTn57y9PM3pJ5+Zoq3p4eI+P1wO52IBAK8+ejhdXPe/8QpT05Wujvbwer0UGZkwnLs6M/qnFxOEhc/GnABAEQqVY53oL9h3G0SjFyeaJxS9a0yPVM7ysuKmzgl1d3dhaQ58wAAtERiOPbSc4dNM+csM1ZOqGU1WgUAhL1epC477SLfwED9yLGjr1iPHt5rnDjpBBUaeVJyOSkS/bro65/cFMsqHS3Nn+2957aHpj7/6gnLmnyEEyUvWKwFYG7/+qtTxDp9u76sXBS022GtPbZxvK+uJr+geDTgAgCpMS5BrDdWJS9c/IAqK7sEAKSmxNPTTj1jetfPP5ygfH8S//r4K0FXKoD7TgZc/zsQeJ4DAE9vD2SmRBA0DW9fryJ16SnfEAQxRRAE4fATK9dNeer5eFVW9qlBl3OEYsVLGZlMDQBCUjL2JqXjnJZaVHz/GfYlpqNm8vTic777/OV2f4B0qbQQCAIBjsOg149SixVysQRgjwddFBHNgNXQLMKH9kNdf4yTbNmw9oWjtZeW5paeLomLu0qRkjbNLGjVX6u1cPf0wJiSBll8Atw9XWBVGgaAeHaC8ZUpLM0ANFIAPCpTg5o9b6zyL25SVXzTxx+sFut0GYrUtAtGf5+Vy0lXW8snI4cOjBAEQfAcd0JFkC8usfvwkb1t2RpVthCziZHGCNCjCLoc4eGDe0+te+OV6vHvD7i9N/Ur5N+1O53SAa8fyQoZ9BIxul1uZMce7rZAAKAY2Npb6qc89fwQqzcoQi4nRmfrABAJhkS+g/tA2m3gTYlj1ZCRYABBuw0Zeh3mSSk0WG0wSCTYaUgANU6XKpSVA/F2GnKGgY/jQBAEKuMMyNOq4Q6FcMxsRaFWgwSZFJt7+rw/dnSf0+ly91gDwcjBYXPP67OnPpJJKpcHM1KtW3v7z9s1MNR7xGztPvvBldsL+lqmpYBHv0DAyYiQQJEY9vrQ6nAgTiIdW0ZMUysRjkQzPMFIBCqRCBlqFfwcF+XJxUASBEiCQLZGiWCER6/HC0EAivQaDHh9oAjAGQxBKWLQ5/EiwvPjtMEimBAXsyoStOh0uZGqkKPd6YY3HD1mFEmMCacCgIJh0Bvw4ODwCHLUajTY7PCHObhCIRTptWNL4uP7CAAMRUGI8IiTitHudCEoVyBNr8VvzW1YnpOJb2YsgmPWAgCAaKCPZ957Izizr1PCkCTENI1Q5Php5gqGEIpEUGuxdr96rL7ck53rdE6dx1orp0Dc04XzHMNZO1IyHgpl5mNooBMzVTRqjx2Gv7Qy+v3GekhS0hAJ+E/wqZ3y9AvXnbJx+zO0RCKb8erb7x/47usbzGecvV3s/X6Wp6cnRxDQF390/0+3Vk3a8sPiMwvISVVIGhiAs6MNs975oM/b339X0GFvSnOMRGQUSQFRnqdJqZxdft9DW1OXnTZLrNWSAMDq9Jcfeeqxis4fvq3TlZSJw273dYxcobAcPfxN00fvdaQuPVUI2m1ONkZNCNrtIeuxo09KExKNhsqJ1/KiUMTe2DBgmjlL7WxrRdjrQcBmGxFrNDqB5+HqaAfJMBDHxV8jjo9XqDKjVlWCIMDZ1gpSIk3l3B5ITSb4h4YQ9roHLNXVqxKmz3wpbtKUscjc1dEOkVIFT093N0Ez8Yr0DIwvXvGPDO8e2r1zFckwFfLk1MKwywFWowUjl+uECMcjtt4uCAI4vy8EQBQJBYWRgwfWJ7z64jm2uppt/du33qAtKllJEEQGQZKUMiMTsgRToVinezduUtV15iOHXxbrjc+KVCrW0dwEgqIgMcaljtIz5MkpK8ruWXGoZ8Mvn0hNiefqikumhbweEASpKrr59u3Z51+8eOTAvl6CIGSGiZOv9JtH9rs7O05QnPf0dLf4hocGpHHxpuh42xxBm4UeDbgAQJGSmqXKzp2MmP/tSfz74K8EXY2IJST+SX05iXEwHz74rFinnygIQipB03C2tUCdkwdZUvKk6a+89W7+NTc8nzB9xjuqnLzKoN1GkSIRBZIce/o421vRNGM+npq1EFk/f4OrbQNoA4FehZos4kbgtI8g1xSthDJIJagesUBGkXAEw1CzDLzhMEa8frQ6nJij1eCCbT/hj/7Bn64+WnuZIAh8+X0PEcnzFy0lY1IMg3t386lLTyUZqRSujnbIEpMwcmBfkyAI3nXLz9CN3zeDVofu4ImVf3wwuL/jm7VPSeNNMwyVE5I4vw88F2YKrr3xEQA3CIIgTHr86RUipeoNkUatsh6r/q3pozXvSZIMOWlKRfZo20mH9qIlLQNinR6u7i5Ya4+9Vv/Gq7v/PL5PHDiy8dL8nMp4mWRSs9Ndf2TYfJNRIpk5QNLOuYFghZamYON47MoqqJUnpt6uLSpSiHVRwrmwazs4fwAhQQA/PIzrO+qgJQT80NWG2mlzECYp8OEQGJcLOQ4zugIBeMPRbJrJMoxDgQDI0eqqni6kK5WgSQJxscyQ2R+VWVCzLOKkEvzU3m2OCLztm4z8l8jFxSbLsaO1bV993r9qSuUF85MT748FNhkkgTdfPVZfKAiCkHPxZee/kJ3/TWogUKl32+nFw31CF0ESWrEYLE1h3MQbDEmiz+VBnk6DPrcHbQ4XJsUboROzOGaxQitmx8Ro1SyLnlAYORoVrIEgEuUyBDgOfS4PCAJwBEIwKWQY9rgjewZAJcjl8IRDoMeJmpIEAZogQJMkAAERPtoXTzgMeyAITYy/ZfUHMTPJBEEQcHjEDL1YDFcgBFcgukzr4zioWRZcJILDwyPQiMXg+KiBNy/wUMlVeHfaArimzQIxPIj099/Axu4OjJROGJM/YE1JZLPW8Nr0moO3JMhlkkabA2lKOdqdLlh8fjRa7f4Bv//qbwORr9NvvG3ZQHf7Zzl/bLqyrKWOMPR0QizwKHc5sdeYDHc4DNrjxWUbvsX+plo0KDQImpLhPnyg89gLz9y/fGRgRxkrqgoFfGBYBS875XQWAEyz515XfNtdrWnLTr9DmpCQGHTY3X2bf79ikW1gek/phAJm+mwAgDItHQQARVp6Utjj+aTju6+XOZtrf4NKegoANFMi/HDFzbk52bl53v4+BAQBYp0OjEzGqLJzLi+76/4/bLXHft577x2vRPf+aiRMm6FIPeX0xQN/bF8nT0mrZKRS3lZf+zwfDDqTFyz6LTaJoGmpLMvV2WEmCNLAqtRg1ZrkSCgkDO7dhYSq6SBIEorUtCrzkUMnTML9Q4OInzIV4CLwDQxAlZWN4X17fvb29zabZs2Rjt+W8/sj/Vs27TZUTryLkkgYV2uLQ2pKVHuHBsK+/r4N3et/vqJ346+2gZ07pk5Z/WydOi8/mSAI+MwjLuux6oChcqKRFIlgOXrEO7Tnj6v8w0PZ9qYm0jR77iNZ518k9vb3Rvq2bL5p41nL8pb8tHFQmZ5hHP/7mrz8Skdz41v9O7buN5RXzlSmZyDs9cBvPf6IIxkGkrg4U++mjXZ5UvKCiocf61dnZWtilkgF8dOmXwTg6Rh/690/33eKbrx1YsqSUwo6vv/m/oTpMy8gSJK21Rx7zTc8dCxgszrEWp0aAEJul88/MtT55++fxL8+/krQdTeARwiCuGY8QfAk/jk49uKzB42TplTET5/1bNzkKVfSEikRsFog0Rugys652m+znqbOzjMyCgXcXZ0I93aDbG6ES6EEz3GQmxIxalLbefFVqH/lCcT9sRlL+QAYreZvqtgECGgWSbBn6Tko2L0NJB1C39QyLDm8EwkxH7uZiQln3VdZehqA72UJCSmjAVfs90gmVomnzMiEu7sLQbv9PQD4Q6p2FPM+KUOS6BZIWCZUYXj/Hmvc5Kk6ihVhcMf2L2pfe3G9IAj8/M/WVXt6e5IokQjKjCxwgcDYmt2Bh+//XJmW/pssMSluaM+uZkEQ+HnJic+6TcnXlgS9og6FGm0Vk+FoaXbzXH3EbzF/Xf/GqyfYlYzHJ40tTQCaYi+vBKIelB1PPHO9RG+cF/K4Ozx93aK4jKzbRgMuAOCKS7Hs8fvg1+rASWQYDgbhCYcw0duA9IZjcE2eCjtJI6epFiohApNSAQXDoNnuwBQN0LnmVfQXlEDksOH89nr0+XzQScTwhTlIGTqmnu6GmmUR4CLeu3fvT5z6wquPp82Z/zbJMNCVlLZmX3jJwjulkmRqnEyCnGESEb2mwy2ffdwHYMrVRXk5YqVi4tf+gLJEq37FQ1GMTiKGOxjNooX4CDhegEkmRY/bA5NMCj8XwYjPBy/HwRsMB7b1DbAmmZTwh8PodXuRppRDTNPo91jBCwIanG4sSorKdri5CIY9HsTLFdSI3w+WomAJBNwiklIUxbR6o8u5sYqxcBhhnscWmxPDoCAPBtHv8cIZDKLMGP0CQRAoM+hxZMSMKaY4tDtcSFHKwZAkGqx2BCIRiEgKFEHAEeZAAigz6vFjQhrc02dHfynehN6Fp+CBLT9iX0ebIKqYSAAA5/FANTI0r8nueD1Po74nwPOoNlvR4/ZEXq6ul9kCgSBBEMzs9z750ZCVvaTy+y+R2dkiuBpqka3XQsowGB4awaU+OzRxBgiCgBaHE2f1tKJFGSe07d59dc9P33+05Lrr113EeWcWhj0ABZSHXHju5+8Qv+Q0gOOgyS88TZqQkAgArFqjUOcXvHEoJaU92TJ8QiUeYtk9Ri5n5Smpk3clJXMScx+yhvrwc9GEiCg3nwIAeXIK3F2dEOt0sBw7wsVXTb9Lnpp2FyhyjaFy4hPmwwd7ZKZEdupzr/ysKy2bBQDW2mN/HFz10CJrTXWg8qFVy8dr2InkctHh1W89kXnOBat0xcVqRiYHAIIPhSIEGc20BR12gCBErq5OEADCfj/iqqaNZX8JhkH3hvWbh3b98UjY5ZKHPZ4Q5/OJaKkUkVAIlprqo+mnnj6FkStEACAqr1Q3rHnrAb/Z/J1Iqz0n57IrzEU33kr4rZZIxw/fXp+27NQzCJpmB//YPlxw7Y0X+UeGwYdDMFRUylztLfjjpmufmP3ex82a3DwxAChS0ynDhInPCILwTtUzL70oiYt/gpFKaXd3F8R6PQRBQNjt9iVMn1k0ShWgWBa2utouTXZOGgB4BwcG7A31vxdcd9OyqhdeXUdLxFJpTMYDAPhw+Lio2J8w6bEnL8699Ip3GblC4reYLV0/fX/2sRef/QPLzwAATFz5xFXaopIHCZKk7I31L7V89nHtP2rrJP518VeCrimIKvo2EwSxEcAgojqXYxAE4Ym/0P7/eWhy83UZp595hlinJwDAOzgAW30dFGnpyDrnPKO7pxvO9lboCotBpmeAT0yCYLfCzrCgpOP4NKwY2wM8LufsYGP6WmoxC28oDJmIgc0fgEEqBamQI5ydg5ryCQAAbvtmJMnlJ9z0KZKgAMDR3LRFV1pukRiiT0aBj4SAsQQCHG2ttY1r3lqDh+/HgeyCHVYCF8SLGYzkFcPi86Pnt/Xnt3/1RQcpYsSDO3c0jnIePL09W7VFJaeQNA2e4+DqaN82fkxcXZ02AGOuxNyDjz/7qylRtCPBBEoshpggwG/Z9Oyu2274m3NvUWqSPlejrjrsC3j2tLbv/HuTBUEQhKJb70ySJ6UsJINBKmHGHKlIoQDndoFWxAx0q4+io7AcjNOGC8I+dJAEsmKyC0GOw6Y/tmO2XgNXKARTjGukk4hhCQTQ7XJjOuFG0w8NSFHI4aFIZGtUUIhE6HK5oRNYOIIhiCkKTS4P/x0rXwsgos7Ju3pU8kORmp4dXzV9edP7R38vM+juNUgkOgDocXt+FwThhPXV9+qaWgC0EARBfr9swVMEAVWAi8DHcSAJgOcFVCUcL9WvNltAEyTYWEVrRIB4YtzxgLPV7oQzGILZHwBL0fg6wAsLdNrjGk00he9dvuA8rYqdnpiAJpsdfi6skNIitDlcEAQetmAQcRIJdg8MQeB59IDAMimLBrsLwyEBBqkEDHHiUqOf45AWW2ZSx3h4jEiEZIUMf7i8WKpTgyAIJMll2DgwjDIA/LjvA4BA0/BwHCp//yVQEw5JAvGJIAQB6lPOqNjEC9dzu7eaUxSyG/o9vu5XjtXPGyW6F91020LjpClLytZ+jFMcwxDUSqLbTWJUXiJOKhnLzhEEAYKisUauxyFW/mL3j999AAAX3X3PxEKLfawvhaSA9MQkdH/yAR7tb+V/yi+bPDSuryKZPE5RWBzX39Ueofp6KVlSMkJeNxDLUHKBQMRaV2MuuPLaMxqkUhzo7UHQ4aDGp5R9FnM4HPBT6px8mhSJMHJgH7SFxddoC4uvLL/voW1FN93uGQ24AECWmDQz87wL7UU3377CXlf7gb607IAmv3CSIAgwHz0cKLrp9ldcba3h8TwrkmWp0UrIgNUCQ3mlGADCPh/ft/aLzdr8goWj21Isi6Gd21d0/fSDdcrTL1wYtFt3DA70TWF1esbd0b7f1db8lm9k5CvK4YA8KRkkw4CRK5rr3ny1Zd6nax/TF5dF+ZwZmRTn87206cJzFIaKCXETV61uCVgtkMZHA/+Qxx3yDQ93AADJsMdPXgAkHfVf3HvfHc8kzl84LE9MPjPzvAvnExQtHdr9xxdHn3linaHyh3sBaIGoqLSnp/uJno2/akRyhdJ85NC6xvffaZ336dotusJiqae3GwGbFSKVGrbaY1s7vl23Bnfegr8HTUHxNYxcIQEAid6gN1RMuALAH6OfH1z10HcAvou+OuXvtnES//r4K0HX4+P+v+EfbHMy6PoLkCUmlYl1+rH7qDQ+Ae7uLoz6tEkTEuDp7YV3aBACx0GRkYXUtR9DLVdgwOuGYso0AAC14RfoGRLvVc2GiItgXu1B5CgV+LmnF6UaDZzBEEAQkI4MI/fd11A/Yz74CIf4nVvxa2/voTOy0ifSBIF9QyPr17Z0/LgaQN1br9WW3HbXqYr0zEtpsXgCH4lIxYa4XJFcTpuPHDzY+O6bC9w93SEAsNUee0N9xjnLrSRJcSMjEATYvX09R2z1dbY/7/P+Ffe8zIfDTnlySqWnt+fowZUr3sf9fz9ZJVIoVEt/2XQ2z3HwDQ2CkcvhbG+ra1/3xSu47cRT8ryczLxFJUUbak85NzW+tALLOtsHim+5c2ntay8eS5w9T5V+1jm30hKJfGDXzuG8S69YIY2Lh7unG+B5yBJM8O/dBU0kjIjDDk/ZRLTNmgtBEPDJuk8wt2FMogcsTcOkkCJDpRzTDxvrL0khValAs82BJIUC/T4vUuWyMQHPtJgkQ70/xB++9DpSlp1D0mLxhblK3Rs8F/YgplAOAGGP2/tKdV313RUlS0v0urMcwaDtg4bmVy/DPwQhYeiIzR9EgVYDglBiwOPBoPdE4WwCxJjJuCAIODRsPuHzYCSCBJkUuphMiMHjJXZ7AiiWsGOfl0lFbGIsO1qg02J/KIxCvRYjfj/SlGoAwO6BIUhomicAcr5cii63ByxJoCLG+2qy2dFkcyBeJkWA59HvD2ByrF99Hg9KYpfFT9p4xCvDIALRsaZIEnKDET9o4jCxuw21NUcQKqkA73Ji5qE98ITC0Jt7rVCqk5SpaeACAfiGhwhFWsZDv1osD6YtO72Ukog1ExsbLgHwMQBEgkG/wPNQeY/TskZ8PrAUhYSYyO+olAsA9JuS0X3d7fA+sfKH0e3tgWBtD8iUlJgOfk9EQMiUBG1dDVIkLHl6VzP7Qc0RIVxSQXiHhwSSjdatKtMyqbav175A0NTZhIg1sgpFKOz3HXG2tnzf8/MPa7POOe+5kNulEqnUAEEg6LCDVWvgMw+HQ3bbwbgJk6aO9oHzBxBfXglKJKJoqWy+s6UZYa8XjEwGb38fKIkEGaefJXa2t70QtJh/anj3zcWJc+afQ7KSe7RFhdnyxGQo09IZ89HDgrFiwqgK/uGuH75bq0hPnyrWG5YiNvFipFJSnpy8Y3j/XlPc5KoiQRBgb2zgdeUTKhLnLTwncc78ewmCABcIRHp+/fnSsMedUnDdzR9KjXHgAgG4OtoQ9nh392/d9DuwGrRUekJlp0ipFAGAND4hWZGarvQNDcLV2QGCJDF8YM/XrFqTlHvpFT5Vbn61IiV1jsRgQNDphKe/zw4AU59/ddukx56eTVIUBvfsbNx3352n2utqOgRBEErvvPdaPhJ5iaSZgpDbLTZOnvKwtebY3XvuuvUbIFosTbGsBADkyakI2m3o37ZleM8dNy0ancilLF6amn7WuetZlSbB09tds/ee2+cv+PLbEy42PhTy/1lK4iT+/fFXgq6TRp3/y/AO9NUEbFa7WKvTAICrswP0OFVkT3c3EqZNBxBd4nN3dSIhFETVnoNYe8Ut8O7djfx9O5BsHcauW1eAiIkPfpmcgpytG9CVJBKSrIOElKKQrVGhz+PFcOVkMBMnAwCsOfkIPv6A6PnDNTPFNCV7s6Zh8/gbRM0rL+yb98nahwwVlRMBwNXdFWn9/OOHO75d95x3oH+sBKztq893T3rsqavlKam3UCzrt9Uee+zvBVzAmGLzB7E/4JEH/uH4hD0eX8jtsijTMhIEnkfY64GrrfWxmDr0GErvuKcy/dGnN+3OytH4h4bAchzkxWWmuIiwkiCIc+Z+/OW3hooJ8wBAZkoKUDGxTYHjQEul8I8MQ1I1Hbad2yHieJAxKxCCINBWVI5pNcetXyxcBN2gUAFAIWLGtKFGfH50eDxoi/DoT05HrykV5+3fPmZFMwpO4FF7/ypSn5oO/8gwQm63WFNQ9LDfPBImWXGQ1WhEttqan2pfe+k9PHA3nj9ScwDAAQC49R+OFGConCjeIFUfPodyL3jXbEfbglMhomgs2/jdGOGdFwS4wyF0udwQkSRMchmsgQBsMdsmbziMdocTwUhUYV4QBMhpGpzThu+KimHq7YTO6wFDnKh8QJEkaixWFOq06HK5Yfb50eP2eHLUKnnFmDCrFB3O43SgDJUS/W4PvggK6Ln1PkjDIRw7vBey/XuQF+FxyOFCf0EJ9k+Yjqqag0D38UM+4PULdYvPJPZv34LZH72NUFw8ZH4v4oIBfiAYDM1OMCYddjrgCQXh7e+FKjMbitS002VJybP1JWUqAFCkps8vv2dF39HnntzS+N7b27TFJe82pKZfO9PSjy6nG0UxSYkGqx0EBByxWEFodHCq1Nix5EyEnE4IgmA0TpiUaz58sEuenHKWZv78A1OISClJUTg4dQ7sNjuu7W5CXyQCLsLj7K/eJ75c8+Z7rvMuK0qYPmMKAIS93lDE7/tNpFI1a/PyHwJA2hvrf9q/4p7XseIeTF797C0yU+JrxomTVSKlEn6LGfaWJjS888bCtGWnzwEwFQAcLc2QJSaCYlk4mhqgyc2HJi8fw/v2QJ6YBC7ghywxCQCgyswiEmbPvfWP66+6DcCaWe9+dB94Hu7uLshMiZAnJQt9Wza9S7Gsu3/7lpfbvvq8HwDmfbpuqyIldQ4AODvaQ9J407WMTJpgPnQQIq0WmvwCkiTJM4MOR7GnpxsQBJAiESU1Jd6gM1ZMkxrjotpWYjG4YKin7o2Xl4wcOuAFAGdbq0WZnmmgRCKE3G7YmxqPAkDPb78cy7nk8p264tIZIacTrq4On6647FySZi5i9Xp3908/rHJ2tBV6enuMIIhgxOd9MGnB4tMmr3529igdImnO/HxHfd0ZttpjLwBAwGqNsxw5bM2+6FJNrCIylWLFbxIE8bMgCEEAsDc3fidPTbtWJJMDFI2AxfzJ+HtjxjnnbY6fMi0LADT5BbN5jvtm5NCBVYxCkSczJaU62loaIqFQxbJft9gWfPFNde/vGy5t+ui9rvTTztTryysXBuw2S+2rL/7+H1zSJ/Eviv9x0CUIguc/3+ok/jvQFBRKEmfNnRlyuywtn318OOx2B/q3b2lRpmcWAYSM1WnBc2F4hwYhMRgh6u1GQW30gd9QWIbcHZthaK5BrUID428/YlZfJyQ0jV0SxVjABQDhnAJs62j3a6bPkWxobYS+4RgGRwah8lthzs4/7rGm1cKcU9D/86YtOwHgjb/TZ1ajqRz9X5maRumKSkS1r70UBACCIKjkhUtKgk6HbXjfno8AfAQAuODsf8p4CYIQnrjqyZv4cPhFihWrnC1Nnx195olv8PTjJ2xnnDB5pbikTAMATEYmXJ0dYNUaUKxIoc4rMKlz8+aNbqtITRPbGhvAqjWQmhLhaGkG5/PCUlMNkhVDIEgkjstq0HYbOIHHLy4/AsWlaMkrhtDfh4xt6yGhaTRYbe6n1cYPcdrZZxEJJsq8Z/dHBFCsL608xVJzAAmh4JhdTYPVhg5DwogyNd0IABJjHEYOHwymLFl2BkEQ4Px+DPyxbf3eu287c3wJ+n8FhTfc8mGfRrOg450XMEmrw5kHtqFRIFClj1YSkgSBBqsdE+ONMTPyMJqsdmjFUePnbX0D4XiphJExDNKUcugkEoR5HvsGh5EqlULaXAdfIIjseAN29Q+O7dOAxwuaIKCSiHHM7oBJzCJRLoOaFclH+UnHD+jxf+2BIAZ9foROOw1iY1xU8DQxGSkSGTS7NsEbDqM5uwCEWILaJWeC+OUbJNqtaBVL0Xj5uUTSZ++jorcd0xOMIAgekEtwwO0iqkzxYgA4e99WvG23QbXkVAAAFwhAYogbK91lZDKRLDm5DMAWQRAEgiCu75g557WA23r1HQU5t7Exn9AstRJ9Hi/0EgkenHsKRBodyIgAwulA8oLFr4nUGhMlZiOc19tWf/jgZevefr2++NY79zB9/RLL1k23+2lutUSjLk2KZQbvk4UuevTTNWePsKLltFSqtTc2fGOrr+mtfGjVTyKFUgoAkrj4Z8vueUArRCIHal567rO8K65pVmXnbGHVGrlEb0DQaq3t+33DrqDVepCSSLJAEPP15ZVG30A/7E2NoESiqIZdKARdaTnMRw9Bajh+fwAASsQKQJTjOOXZl3zSyVUgSBLOlmbwEKy7b7/xZkEQOFx/JUrvvO+xuClTH2TVanJoz24OBPEro5CX6YpKUgFASMuAu7MDJEXB1d2lSZw330THlig9fb3g/H7jeN9JAAAf6XJ1dVIVDz66iaQptHzxaVHY7d4oS0xMdXd27Kl+7qkzKgXhgomPrha1f/PVfZFg8H1SJMrQl5ZLo1+PwNvbozBOmnxmx7frJqmycqb5hgbbG9a8tT913+4rRidWQNQ+iZJIVQBQ+fCqx/Ovue6hsMt9gum2SKnUyJKSFQCCAHDw4QeuK7v7gUapKXG6p7tzU80rL7wzvvusRjfmTUaQJGSmpMJ999+1lyCI/LgpU9Nzr7j67oTpM68AAHlyyoxIKPRY+mln3pd35bUbVVnZxZFwSJj24mvP7L7zln886zyJf0mctAH6fwSJs+epJjz8+Hpdcck0zu/nJq9+9vW8q667VJmWruX8fnh6u6FMSYMyJQ0hlwu699/CwuEeFEuiIVLLsYNIEDFQxMchNGxGedCLghgRWcoDb3Z3gYoJdzpbmkLDbe33Gxef+oqvYhJ6KiahaXgI6l1bIWltQiTmRRh2OYUeRvzif9TvkMtZAyAeACKhIO/p7z0GAIqUVNHs9z75xlA58VTO6wlMefqFe/bdf9fr/+xxO7hyxfe5l15ZFz9txvWURMplX3RZMoCe8duQIkY+/jVBUQi7HGF7Y/3HjqYGS8BiGWBkchMARIJBOFqaQZAkKIaBf2QImvwiyBOjY2KtqYbhy4/QVzoBKrcD5xzaBZVcjqNnXYJgXhEAgHHY0e/ytHV4vA++fLR23d0ACIK4HYhm8jLPXm7STpry646Fp5Vet/UX+MJh9Lht3JFh62f7zrsmST/Om03g+X6CIDIAgJZIoMrISv5zwPXQpPK5RTrNEwQIfbPd+cvK/YfvEQRhTG+IIAhi0Xfr5075Yg3UrAj5bPSy7x4aQXfMC1FC00iSS8fcBeQMA04QkKyQgxcEKEUMlaFWoc5ig04igSAIaLU7EC+VIjum7RbkOGzr6YdWzGJb7wBMchkUDI0yox7HzFYoKRJkjKtlkstwcHhkrHjAHgig1e4AjyjPzMOFIBMxUPk8cIzbV4nbhQyFHOssdlfn/n3b/LmFE9ipU011519BHBgaBEkzEOv16J0+BzPXdZ3gtCBjRcToMmAeF8SU1jpUz1kAWiwGLRbD7XYJsoQEAgDCHk/A3dlx5Nqi/LkEUPT01InzM6TkhCHIgyLqeCaPIUmEBAFfpmQDFA1VVrSQ1tXVEYmEwyaxXg+pwUgByCUI8pVq91NTAESlAR66D2dlpUeemRb322h7SlYkUSclf2Tt6uRtXs+n1c8//WnuJVfMHg24gCipPXHO/EdkCSZBZkp6as/dtz5Y+dCjl+qKSy+LhEKeod07V8eyLhyAiypXrDwnfsrUr0UqFfzmEWgnTRnrv6O9FbSIhb2pMSQ26BmxRke4uzo7h3bvfAdXXgzDhEklSXMXFI8GIKqcXLR89vEHgiBwmeddcJZYqy+Mmzx1hbagkAQAZXoG3f3b+hxpfPwYv5MgCIS8HjjbWwECBD2OE8aFQuBDQXHQ6YC19hhkpiT4R4adfVt+Xznx0SeH4qumsgCgzMjq27/iHqO3v89BEAQ58+0Pvo6fOv0sgiCgzMiy6csrtO6e7rF2SYoCSBICz3OtX37WXfHAw6lJCxa9tPj79cr4yVM/Hd63uyd+6owUgiAwcuigreP7r5/Bay9CV1hyvVitBUlQ8A70Q2ZKhCAIsNXV/uDt6z2hUr/6+adeBvAy/g4CFnMvcvPygBgvrLfnMAAIguAH0LDgy+9OqOimJRKdafbc81RZ2cUAQDEiQpNfeANBEI/8mad5Ev/a+CuK9J/9Z9sIgnDx/7T9/2tIXrz0Il1xyTQAoCUSWl9eeYM0IYGNvYa/tweq7NwoUZckYOhpR7H6uN5TjlyK/YPDyFKrkCYRn9g2CUz+8HVsWng6qIRE2BobPmx89803DRWVM+MmVZ0d9nqD1prqvd6M3LaRA/v+MMqVSymxRONoafrq2MvPbflzX7MuuGR64py5zwHAwPatz/Oh0CAtlcU721t/OfTYI98CQN5V114SN7nqVAAQqdRifWn54wRBvCsIwj+s7vmfIPeyq2ZkLr9ggzItPZoFMMYt1pdVTLNUHxnLxNobGz6UJ6dUMXKFOGAZ8Zm3b1kbCATeq3n1xT14ZAUqH3z0yqDL8bJIocoTOA6G0jIoYro8BE2PBVy+4SEwShWG1VrB29RAnLpzI9w0DbtOj5Aqat/CuV0YGhh0jtxyn9zZ1l4w2ofxgVL7t+sGEmfPmzVYVj7DOWAxzBRCij6Pt/rZQ8f+qFjxyHyZyVQiMcYZPb097Y6mhvf1pWWrKVGU4+MbHjrBLmRWZUV54bkXbPgxNYMxDA1g/p4tdzxLU3IA1y5OTVZemJv1yi+nLSqr++RN2WlKGXoi0eEf9PqQp1WP8ck6nC64QydSSxiSRIfDCR5AikJOtjtdUItFGHB7IWcZaMViRMbFfyxNI12thEokQojnkaqUwyCRwBkIQikSIT3mszjg8WLQ6wUBoN5mg4gkEeYFZKiV0LCMsL13cGOfz3s0S6lcuLT+cOWXMgWGE5KQ2NOJpe11AEGgrnSSWHfeJacTJAl3TxfMBw9CX1E5pp8WBnBYqkJ6IAi1mIUgCAhwHF4MkzhNCMEslaN10emw1lTz8pTUEHghYq0++nrYYTdSEqnW3lC39qaa/VclZ6ZdlCiXQsowaHe68OO0+XD1dWC53wkA+J6RYX168nZRyYQBf19v2HzooCYSDCRrCotKVemZCDod8Pb3QZaYBErMxuNPqLfa/6h3uhqK1KoCAKjzB2E7+zJjckERwh7PPZUPr0ocOXzgamttzQFdcckkAHB3d0FiMIJkGEKZkXklQRCPFt96p8/e2PCttaZ6U8d3X4/n5GPk4L4turKKJm1BYV4o7kSeYdjthtdihr60TCREeNibmzjL0UMfNb7/TmPZ3fdXFV5/81qe4zA+MxQJBPZMfur5L0vvuPd8kVwBR2szQm43RIro8RWp1Wp3V8d3itS0GwmShN9ihtQYB0Ymg99siXO0toQIghBRUilEcrmQsmhpCgAM7dsTttXX/tG7acPllIi9M25K1diPGisnMmmnnfkSgCuSFy0pj5sy9azRgJrVRdd6+dDxWwvn98Pb3+ce2rv7a+K8M5nF3//6kSorOx0AFClpTza+/+4Zrs7O1axOlwpB6FIkpygBeHmejwCASKWCIPAY2PWHJWi1PNz0wbvvj17DBEGIylesbGfVatlI9ZHn2j//5Kk/H9eGd96YyXPh9axWm+jp7jl84KF7L8SD94x97mxt/kaZkbmYkclEnM8XdjQ3fUtQFDu+DT4cDgB/w0A4iX9x/JVM1+w/vSYAGGNtDuLkyfLfw5+yF4IgCAIXgau3PSq06XFh5Lu1ILR6FNYdQUHAi2E/jbgYgdnmDyBTrUJEEGDx+SFh6DFyrz8cxhBBwxsMWfimxucPPnz/84IgRAiCWJ44Z35hyO1yjBzc3wsAuOQ8APj0H3UzftqM1PJ7V2xWZWazACAxxH1pqT78rH94+Ln6t1+vH92OFkuY8d8jGYZF9Nz4pwZdxgmT1owGXACgzs4p0RQUTQCwffS9A4888GnJrXe2yxKTCt1dnQfq3nrtBLHCw6sf3UgQROHMt977Mn7azOWecTNmWiJB0G4HQZIgSDLqYZmWTsh6e5HTXgNRMAinz4OF776ILSI5ZjHAXD6s2mEdUP1+9iUrqy6/snXvRx98/ud+GyZMLFGmZVTY+7qx+ciBn3/q6D4KAEeefGyzaeacMkVqWq69ubFm5MA+26THnx5UpmfMDlgsXUefXf0Urr9yrB3p2eevsp1yFiO0tcCSkIg9pZOQZF5/7n0TSj9YnpNx4VRT3OUAIHa5oxmHCI9QJDJGiD8kkmJErQXtaUOJmkKbwwW9mEWfxwtPOIQhrw9L01MgiVXqtTqcGPb6IBcxUIlE4Pjjp609EISYoqARszBKJdhgdSGDcKAnzIcvSEscOx9Mchl29vVjRlI0mO1xe9Bks4MX+MGXEjJ+jyy7IOLt7xv5fuum08vj0p+hWlul9K4/Ji1h+EQlBGyXqmArKuPVJBkTwvSDlsnhHx4GyTDwDwwgJBJjz/R5KPhtHaQ0DQIEyg16/J5egFfKJ4Jx2JG39w/k9nYdO1Jdfd23Le11sSwEAOCKggdmz55YdlGP2zNWpZipUsLgtuPoNbehrfYofAP96BVLf+r8dt3Fgy89PxbNLFz7wy9ijbYcAFiVGiGHA3wkAuvRI78RZyylxmchbRnZzJozLhFVDHSB5nkcUOuhKIhlTOVy6ErKl/uHhlb7reZMS001wAsCQdOEIjUN9urDyGuuj8+/5ZbgIVZEkAkm0DK5P/vCS85o/eLTMT6QpfpoQOB51t3dBWdrczT7x/Pg+QgiwQCkej2kCQmgRCwkegNN0vTVAB4zVE58VFdcmuxobYEiJRUETWNo984val994ZfF3//6rUiuiF1zuXB1dkCkUCBgtcDeWP9F7UvP3TPh0SeOMHLFLEVm1nJNVg5rra3xx0+pShntV+/m363J8xeOZXwUKan0L4tmnyIIQiDttDMHuEAATIzDygWDCHvcZnlyqkKekmrgfN6wSKFkIqEgwq4oF1CWmAR7c1MkaLPu8/T1+JMXLplpnDTldU1u/mJWrx+TnqFYlpQlJt6ZvHhZMR0NJivEGu0uAJmWI4ceEet0b8pMiVTI6QxZjhy6puHdN3/Ag/eOnefTX3nLZ5ozjyIIAtrC4iczL7oUfw68zEcOmfMuv+pmiSHOZK09tvPP2ekDjzzwafl9Dw7Lk5IrvP19R488/cRGmSmRlcYnLNFXVJ4adro8trqaB8afKyfx74G/wulK+vN7BEHQABYDuBD/uKLxJP4Oun/58TN5StpyfWnZbM7nC1urjzzp0etXqnPyqIBlBMrUDMhT05Hxybu4KujEtxOnot1iQcVgNzieh5xhkKyIrqJt84c4sVhCOwaHQVEUdkRIT828JT8OrP/ptp4N66245zYAUSsSAP8tLRhtYdH5owEXAKizcxiKZR+kWPbq4lvuXFT72ovHAKB/25avlZlZV2ryCiZGwiHBWnPsNUEQfKPfIwhCgujyBweAHk2hJ86eK888/6KNsgRTZdjj8Ywc2HfTyIF9P2ecc96NjEymtFQfXTsa3BEEQcz56Evj+Fl2wGLxuzs7/MaJkzPNhw50CIIgKFJSRcWXXfluWU9Hvs5pFq6YNPHtDw8cvHn8fsVsWS4su3fF17RMdjur108TyeTgOU4YOXzQL9bqpHHjlmXEycnooESYJiGgk4ih8gfgHBnAgsQ4gCQx1+dE55F90IroixH1KB1Dxf0PL0077cyvp378lvQMGYnQ1ImrXpgxZdtdO/fNBYCBP7YNIjpxAQAcePj+jzDKh7v9RqQqFaIHJpQ9YpSK8yTzT89J/vkbXNpwBGKSwK88jc6icvWEwd7fCZ9nzLuNEwRwPI9sjQrdLjdabE4cTEjF0ctvACmRgB8egnHt+ygJ+uAIhiBhaBTptWgVO8YCLiCm+k/ToECgw+mCRsyiesQMgECY55EfrfmAO8LDlV8IWUfzjq3NjXfOSjDsM8X0Siz+AAp0x1dX4qQSvJ9XjlyvK0F9xY2XkRQFVU4ulJlZT8gKimQAYD5yqPotllUiGFQExeJI0GLuUgN5nt4eqLJyQFLR5aCRI4fhN5vdceUVCkapRFdiGi7ko1Z41bQYA+lZ8A8PQTlpCtrSMzDtm0/LbyrKW+sLhqYAGAu6eAgRQRDwN8w5uQI0y8I/YQoIAPkvPZW250+FGzwX9o1/ba+v7VRVH9LEqZTXLVr5+DUz77ir20Ux11Y///QWTW5+qWLCpKxWTIpu3PUnPUw+AlVu/vMJVdN1sWwTEXK7MLhvL847sgsLfU4AIOq9IryRkgZxWrqEZOhfKlesPPPwk6vWA4C2sDhXk1+QTlIUAk4HKLEY0hjHU6zTgw+H4RsYGMvuQuC5iauevEBXVDLN3d0FPhSEs6MdAs+7OJ+vWxqfQPORyAkcLGtdjcPd3YWQy9VNi0S/x+4t78949a07xSoN6+7uAkHTJ6TgaYmE48NhjEqhhFzOMGKcqa6fvn9+8pPP3ZYwbUYSKArD+/YMKNMyduS+d3mb2Gg0Du/d3SlSa1LEWh0lUqnQ/dsvbdK4+C3OttbN9qaGnqzlF+4Nu5xkwGxGwqzZp9jr6+rEk6uKAMBvHjEzCmUcPS57JzYYk8ruvr/KOGHyeSGHvb7399/qe39bf5etoW5wfJ8Jgsg65fcd1GiWTZGSCmP5hHsBnBB0VT370p1FN972NC2VMs721rrMc85b0v7N2r5x7VAADgqCMBYcewf6gwRBnBE/bWa+b3hwxNnacmLp8En8W+CfyumK8Qh+IQgiBOB1AJf8M9v/d8bg7p1uRUrqItOsudNDbteINDEpVZ6WThEAjJOqIPA8nK0t8EyYDGHnRgSHhlDmsoEAAQEYC7gEQUDv7EV0T14ROJ8XEp0BAzu333Twvjs/wX13/uV+egcGDo+3wQk5naAlEkgMxjhtUfFZAI4BQM+G9dbE2fMWxE2pWhC02+z177y5BYgRc5976eVTf//j6rDfF/YPDwflKSmSmW++98POm665sur5V141TZ81WubOEhT1gaaweEfC1OlLAECZkXVF3uVXz2n66L02QRCEmW+9Xx202+YEbVbw4TBvqanePfX5V/4gRSLR8N7d74n1hgfSTz9r65K+9sILhBAgImDPSLrp7opi5vkjtdeN37fYrPIbAN8U3XDrtZL4+HJna/MXrva2tvRzz/vN09dXJE9KogDAOzgQaW3voJL0anC8gHqXG/EpqYjGkLHOjwwjq79r4M9jqM7LP9OwfbN0ccCNXn8AEprG3GTTnAtyspZ/2dK27j87Bg9OLHt6bnLiHQAwq/YgJvrckLDRZcJlVASPp2Tg12mzFeVvv1TICwJIgkCqXIbv3H6ksCLoeQFzUkx4rnQiyFgmgYyLR01GHsqajkIrZqMyIgBEFI0gx4GNCVwGOA7BCA+KIFCs18EXDiNZIR+z+6m32hDigR9nLxZ6a2vu/27nvpe7Xe7QqikTlpcZdPfwAi9yBIKpWRq1AQC2qnTYOGkW/Eo1tnd1wEhR8Pb3wWcxQxYXP7Z+ri+vLDv20rMPZV902f26uHh5wG7LHdq3p07g+SRFSqoaAGSmRIh1emy9/MIFCpPpLkoqnff7hOny7sFekUanQ1duIQKDg0iYGq34ZbU67Jx/CpZ+/X66dPa81Wfl574orZp+pyM7zzC8/LLvt+z49YNctfrKAX8ARlaEZocLrUuLIAfgN48g5HbBv+jUkhnPvPDlrvvvvng0KzG8b+9qRi4vlaek5ni6uxr0KpXWnZ6ppqVSyNQairVYMvj62s3zP13bGAmHrvebR8wSgzFaxklTsDU2QJ2Ti8DIMDy9vX+QNK0Yv7zHyBXwHtrfN8dnT0Js3AsjIaSJGLR6PTDwESai0dwJYD0ADOzY2uTu6mxRZWbl8MHgWMAFRDNx7p5ueIcG+uSpaUkhl9MzsOuPtzPOPOdtVhXlLziam6DOzQMApSYv/wGSZc+iRCJq1BTb3tjgFev1nfGTp5Z7+3vVIbf7u+Kbb59Z98Yrbads3F4gMRgAGOBsax3j1PHhMFitTj+46w+3MiNTEQmFeEtN9QujGSHTrDnJxTffoSFoGgLPg5HJOHlK6hOyxCQjALAabboyI2tMPofVG7KOvfjMqrYvP/tmzoefb9Dk5Y8R7yzHqsH5vIqu9T/ViXX6zbbami/Fet0tfCSSP8pVC9gs1vhpMz9RZ+dkAYAyI6sAvPABxk1+YhjkfN6xF4IgIOiwnxBkEwRBLP7+1ztoqZQBAFVmdpFp9rzLAKwGgMoHV9698NufnxQpVMzsNR/117zyYqGtrsYZa48HUI+T+LfF/xaRfi+Ar/+X2v63RUzXaisAzHjtnVMRiUBiiOoWESQJSiJBr0aPh7KKka1Uwtdaj1K/G/sHh1FntUNKUWh2OHZ3nXGpQZ2algMAQbvN6enpOvLP6mP3Lz9unrjqyTd0hcVXCoCYlkqJUfXmkMtpH79t//YtTkSDGABA6rJTDbPXfLJRmmgq5/xeiDVaiORy0DIZEmbMumTS6mf3shpt1vg2aIlUKktMGhNYlJkSkzT5hQsAtBVcc0NBxtnLi/lQCARNw95U3540f+EskVLFAIAsNe3q2Ws+vkyZkckUPr0CYKMzao2YRYlBfzVBEDf+o/R93Vuv/tnCo6z0jnsmGydMvhMEQY8c3PeG7awLr9zb231O2GoVInNPdeX192jz+1ppBUOjNRCCqbl2+Ghv38t/bts3NMjJj+xHvxBCtkYNZzCIg4PD8BuMzwL4T4OuBJl0AgA4gkEYnVYcYRiEBAoBksJCIQiKZTFIizCSlCY5NDwEg0QMHkA+RaPB4+VpLkQOebwgXI4TG3Y6IAgCqs0W5GqiGasUhQy/dvYgXipBiBfQ5XIGOl2ex87Jzrwlwgu6EC8wFHnc48fPRdCiMWAkFG7a8clHz44m6FbuO/QDgB8A4OqivAxzIHhjR1b+NZblVygZlRoMAFajxdCeXdCXV0KWmISQ2w1Pbw/kySkIOZ1hQ+WkDFlcvBwAxBotIdEbqJbPP5kr0en3qXPzRIIgYHDvrh5bXc2hbVddspwgCCL74stS/KkZF6jU+lUyihaNVw8HALBi9HM8AjNnXR2cWHWVPymZIGkGyVrd6Z+IxfekffDmtO6isqviqmZdmcUFwf6xDT69ASGXCzQrAkfRUBQUn1/x4KM5ACoBoPa1F48RBFFinFyVPrJ/b/+pv2218eEwWHV0TCV6PWRGIzT5hfkgyXv7Nm24WJWT/zwtlRYLfASsWgNL9RG4+/qGXS2NdzAKZZo8JXWKJieXBoDh/XurSUPcse62wcuyol738PA8fGoNBKcbp7U3INlmrrqt7L2yV6rrqgVBCBTdeOtZoclTHxDCnNLR1jpZnZVtjJ2LCLnd3S2ffnxB108/iMIuV48qJzeLVamVo0NEjZOpISkKqsysXEVKKvzmEQztrfMceuKRyfM++arO0dIEdU4eJFxY6u7p+RpALhcIRABEVfLT0tH7+29DmryCeAgCNHn5FEGSPd2//nxv0Gbraf3y0zogGrSU3ffQvZr8grGgO25yVUrPxt8IXWzplQsExgIuAGAkErBKVTIAsErVcQNZALRcBn1pWarA8+jdvNFR88rzdxAEcSnFiuMV6ZmVYbfT1vLJB1dNWf38mBAzLZHQssTEbACbx7clCIJ3wqOr2wmCyKSkMjiaGvmjqx/NwRMrx28jLPnh1xPI7wJ33BRWV1b5mCYnL3qPSkhIDDocnwA4HSfxfwL/W0HXLAAn16L/Ajy9PUelERMnCAI9msqOhELgAgEozrkQ3QC6Jk6D4pPXIZLLMWSz+/q9vkseP3Dku3dvvr0o7HavIBlGYq05tqbx/Xfr/pl9O7hyxc0Abq58cOV8Q+Wkt72DAwmujvb1da+99GZhR3u2afqsV2mZNMXd071p92033jUa2KSffvaKuClV5aPtuDraIY1PQNjjBiOTg1VrtI7mpu+0hcUzGJkMfCQC39DgEAgiItZoEwGAD4eFgGWkHwCUmVlT5UnJ+tH2eC6cPV7HLOLzQldcygCATa0D/FHuBx9daiOvW7zwYwD/5WKPYy89tx/AeQCAC88GgK0EQVwyjmAro4vyyg0S8cxAJGLtdXvXr21p7/tzO00frHloUV7GddlaNQEAKpZFikqFxR5v6l3lJe+/cLTmqv+oH2Z/oC4fmFEbjmD9KcvhTUyGyjaC+KYGbO9ug72gBEk7o5ZPGn1UGytbrcK+wWFMUypIlVIKsz+A5fWH8YVKDZcpGZqGYyioO4LdgSCMUjFa7Q7IRSIMer2QMwyKjXr8mpCKIa0RzcNm/bKXnktRihjJo5MrD8TLJHlKkQi7nB78OHMRKKUKbp/vHwb679U1dQC4u+zeFdl5KvVpo++zajXCXq+Nlki0ACBSKODp64WrswOW6iMfsWp1//h2OJ+Xyr7gorUBq83R+fOPNkoslumKSkyLv1vfUnH/Q1cJgrAdQDeAp6e99MY1hsqJGZzPC0drM9TZuYiEQmD37MAXMxdDNmUaXLt2EJrUdJA0DVdHOyTGuNO+aml/HsCeiY+uDnhy884MieWsXizRujs7Ic3Lhyj2fBcplRU5F116dsvnn3wLADE9p6bKBx9dFBwZFmjtCcVq4Pko5ZWWSOMczU11hgmTI+qcXIQ8bgQtFkjj4qHOzo1zZ2S8temCs6dlLr9whr6s/DrO7+/p+Hbt02mnnnnmmrS8C5b1tIpkIhH2lE3EkNOJ+Uf2YqbfCbCMpNSgOxtANQDUvflqPWLnev5V1+UGp06/hfP78t3d3TZlenry5NXP7Aza7cMj+/de07996x5XZ0eDMj2jAAACVgvGTazCJBNdD5QYjOB8Ps7b091uq6+zmmbM0hMEAUrEImHGzHTj5KqZ5sMHf+bD4TMohoGzvdVK0MzHEIT7QJLwDw8BfMRZ98Yrv46Oy4THnvx90XfrFxAkAXtzEzTRDBvCXi/cXV1rOb//dloioVm1usd89IjKUF6hAgBLTbVzcPfONwHA2dryvTw9fTItYomg0yHQrJgAohNXRVp6Wez4CAAWjP4ucdWlhKurY6e+tHwmADi7Oj0Cz0+Z894nqSOHDnw6nq966NEHswiCkAFIFwShDjdf+zfnuK2+7jGx3vCaSKWW2+pqd3ev/3ENbr8RAEAxzAkO7YxcofmbBk7i3xZ/pXrx8r/ztgJAMYCLAKz9n7Z9EsDRZ1dvqHzw0euH9+15VBoXbww5Hbyr7hhtnLNg7JgRGg26NQZIurrwzeylazevXPEdANS+/nIdory6f5om1t/D4dWrNhMEkQ2AFQQhgOuuwIIvvnldV1K2EACUmdkFk595cX7WeRdd2bb28wO0TKY/oQGShLWhDqrMLPiGBgdtdTU/1L35an3FfQ+JpEnJF/Vt3UJ7B/vOSl24JJMPh56hGJHS0dr8SfXzT/+M556Cb2CgJez1hhmZbJR01D24c8fuxDnzLyQIAgLPBwCIAWD7KecAX36AJI8Lwz4f2ggKOrX6guuL8399u7bxi//pGIwnyAqC4AWwK/b3D+FoabI+Pn+WH9rjMgA0SSBLKYfH779sWVrKq+VGXWaH0330i+a2vzG93drb/46Mpq/eMHUuw5dWQKVSwSuVIrRvN8oiIWS8/RzkFAWTNEqhydOosaGrF75wCBkqJSz+IDJUSkDg8NCuDWh1OJGtVqGTpkApZEhVKsDxPBzBEKx+P5LVSnyXko3a8y4HQRDixEjkzokqtejAyhW3XJafM48hiYZBQ7zq0MXXQ5WZBe9AP8QD/TMJgiD+Iz2x/q2br4ubOGWhJr9ALAgCbJs3BnU2K8sFAqBjhuBBh90SBNEm1ulsXb/8tJFRqu6QJ6eognZ7OOTxxCeUlCkBwNHaYlBn58QybgkZPBd+BsBkXUmZuPD6m1+ipZIkT3cXQJIIuz3o37GNd7a1fGWaPe9CIiMTw/v3QltYPOYTqMzIhL2lOWO0rwcfffAmADcV3XRbmSo3b6PPMmyMU43j+On0YOSKGQC+Hb+P+vKKp6QJJsZRfRQCH4EiLQOuzg5IjHFRm6v21p9Mc+Zfoc7JLQMAkVwB//AQJBotREolGLkiJzaO+wDsA4BSt7sq/fQz1zBKlWijIGBw5w7eb7M6b9m2ITBVpxrTh3KHwo7R/zUFhZL8q667SaRQqmmJZJ350IE16Wee87MiNT1ZmR7dTVatMfGh4LOHnlhZlHHW8tNTlp3aIFKpGGl8AkaOHETEHzjsbG153lAx4QlZgimT8/vhN5v5vCuvzXC1t/5imjHr8tHfI0gKAs8r4yZNmamISdVIE0yqno2/psuSU0BSFIIOh2Brakpd9B3tDbuctvq337hv8upnFoxmI7lQELaGOrAaLYYP7P2m8d037idp6mdpXHyqvbH+D0aluZ7z++6jxGKC83pYUiRSA3Duvf/OZytXrOyQJSXnhtyu5WnLTisZ7Rfn8Y4p8BIEIY2fNvMaV3vbBkEQmtPPOPvcoM32hTQxaY7AheWpS0+9FADkySkXpJ9x9iJGKjN6B/u7+rdt6REEwZt57gV0/pXXzu3bvHHXqPvGxEdXL9cWldyhzs3nWz776PaA2dw0cnD/wdHPAcDV0XZIkZ4xmaQo+IYGeWvtsX+6lM5J/L+Lv5Lp+vAfvO8D8B6AFX+h7ZMAcHj1o+8DeJ8gCFIQBL7gmu2nqxz2H+QxRXTO68UhbxDmK28F/kRs/d8GQRDExMee2jtrzcfp7u6ug4iZhdEyeca4baArLC7U5BXszDz3/EpNXsG3qsyssxm5QsIFAnB3dUGRlgZnW4tjYNvWS5o/+aAeAPx26zR9xYSSsjvvhre/v6lr/U+fH3rs4eJoq4uAu6La6zWvvvDHlCefu0WZlXOtwIUTOL/fTQDmhjVvnStSKOmwxx0nS0x+UaLXk161FvtDEVRIxchSK1EWCqPeOkJ64wyfP1U18ZNkhSzY6Xa/8PDew4/8o30uufXO+ZK4+CR7Y8PWls8+6vlH2/1X0DM4dG29VPxZoVYDdygMXzgMjZiFQSqhrijI/qPMaFCO+Pwj908oO+fpQ9U7x3+3KiFudmWcgfk8MwfSWKZFlmCCISEBaUEn3KEwAtxxbhlBEMjXaRARBEhpGn0eJ3QSFiO+ABiSgJfj4Atz8ITCcIVCiJdKwNI0dGIWP0uVEDEi9KdkjGlekRQFbVzchQBu+bixZeDSksJFI5fesEeTm0cCUXJx2OtNTD/z7EUEQWz8R4GX+dCBobRTzyg2zZ73uCzgn6tZeqqRZBjWU30EgkQCn9PZr0hJ0cgTk6cAmEJLpMuNlRNVYZ8XEr2BcVHUGMOfEolOOP9JRqQCgIJrbnjENHP29db6Oog0WrAqFRQpqRjev6el9uXnL5Ya4gb5YOBmSiJhx0sOCIIA3+DA33Br6t54pbrgmhtmiRMS6p2dHaQqFrC4Otrh6mj95M/bkzSjYFVqxM2ag/DwEDzPrd4R8rg3+BYuk/R0tHV1fv/NluJb7zqB+0qQpCBSqQgACFjMuwVBEFKXnBKvysmb5Bvsb9GVls8XKVXS0WOrKy4Rflk8N7O1MKdCRwrvqESixHana/2HDc1v3BZrs+zO+z6PmzL1TABQpKVfa6uv2yAzJSa7u7tO6C9BUWqCIBhBENoWfv0Tp80rYHiOg7evFxD4NIKiMgTA6+7pRiQUBISIVpqUdG/Lxx/cqC0oXmqcNNkoRCIY2v1HfcKsOUukCQna0bZpiYRW5+ZPGeVRsWo1YSivSFRGCfxS7ym9r7Pasc1Bi1gM79+3i5FKN8VNrrp16c+/D9ka6p7ae+8dLwLAgq++v1tXVDx63MV8OLwNQAYAHH5y1TcAoCspW8NqNHvFekNyyOn09W787Tpceh5SliyrmvfFN39o8wpov9mMyocf+7Lzh28vXPL9r4m0VEpKxvHeZIlJKamnnLExfkpVSsBmtU94+LErRUplQfm9K1bREgltmjNvm3HCpFOVGZnJxbfe+R6r1igAQGIw5B1YuWJmwfU3Xzpx1Wqu4Z03v/QO9Af33HVrVdn9D70oMRjT7A317ze9/8524q3XTtoB/R/BXwm68v/Oe04AQ/9dtex/BWgKCiXxVdOnBizmoc4fv/v/leg4arzbsOatHysffvxoJBQsZ6Qy+C0WiGbMgSIxydX1y49fAsv/f+tT1bMvtyctXJxOUhT0ZRXLJq56avvBlQ/M9vb3bVNmZGYRBIGw1wOCoqBKTRNp8gvXB+32PS1ffLpUk1/wBKvRTjOUV0CkUkGZlq6mxZLHCYLYKgiCYJo26zRtYZS7IdZowfl9F+EfLAPuW3HPO7PXfDwpvmpaBYAEAEV8JOLYfcfNj05c+cSrjrbmoZGD+6SyBJN6TnwclC4LAEAmYiBlGBikEmQoFVS3yyPV0OxDN5UWKrpc7ufXd/acsJQ19bmXV+RedtXjFMuShsqJ3XmXX7246aP3mv6n47emvvnzBctOvXRJT/9Ck0gEg1SMEX8AIEkhXaVSAoBRKjFWGPU3ATgh6LL4AxZeEKAM+DH+Lk2Ew2h3ukARBPo9HmjFLCiSRJfLDb1EDDnDoNvlhlLEoMXuwISYz2EqFGiw2hDieZhFErxDy5AeCaO7sBTNBWUYdtpAjns4C4IA0moe46gcmT5PkxqXcIL3TyQUJCesXP2badbcNQRBXPeP7gldP//Qxqo1ty79fv3QaBWbvKwCKe+/jtpZi+LlicljsuBivcEk8DwYaZTLEwkGbYgZEwcd9n6KZcXS+AQdFwoK7t4e7dQXX2/kw6FwwGaFrrAItvpauDpCCLvdQ+3rvpwS69PdyQsWrU5ddvo1vv6+e+OnzdQxUimG9u/x1rz4zGl44em/6XPDmreaEhcvXSaSyn4NOR2EEOEwuHvXr72bfh9bUs27/OqshOkzb+GCQUvI48qgCZJkejqF8PzFsySh4KzQkYNHkk4/Oznz3PMN5kMHttgb6g5rCooqg04n7+0fMLu6OmtIij7qePmZHyfXHP2g6JY7zpDGxWtM678LiltqQv0HTeAmRjNtru7uLpAE9/iBI1sIgsgBIJ72ypurE26679iCr74b6Pzu6/sKbrhlbBlXZko0WI4dzQMAAcKYCGgkFELY7zct/uHXlor7H7rCMHHyMIC0kSOHEDdhEgiS1OlKK1YP79szINZoIUR4GCZMhjwl7XJEIp3br74kLeeSK1aLdbpFYa+nJuOc8y/19PZAlRkVjHV3d9k5r+fE84A/riykystnLdVHQnETp4gAwNXZLrg62z+uvP/hN0dJ6WKD8anMs5dvaf923TGKZU9wNGdkUQ0LVWYWY5gw6fSEGXPuq3rmxVxXZ3unWKvzaXLyVLIE0yuF193Ulbrs9C/0xaV0dDxM0JeWnwfgQoHngyK1GuMNtMM+H69ITU0BALFWp9EWlzzEqjW5tERCA4ChvHJO+pnnXOgfGR4YDbgAQKzTa9NPP/uL5AWLSgBAkZy6nCCI02LB1R0EQTAz33r/k5yLLv027HZbJq584qaDqx764e9dJyfx74O/IhnxP37g/KshZfEy3cSVq3/RFhZNCXs8gSlPPX/3vgfuHnPFybv86hxFatok7+BAU8O7bx76j9r6qzj8+MMV2RddNj0SDOTTrNhhqJgQN7zrj721r798+J/1GwRBEJOeePorZUbW9KDdMdS29rMzglarQ5mVXeLu6my2VB+xKNLTk0dnrLRYDHlKypS5H37+hqe3e1f7N2ttuqKS+xiFAvKkZHChIOKrpqVITYkpA9u2LPT09lwujUv4TqRSjZ1/ssSkSbRMrgLgINkTKA+gxCeKvf4ZYq02J2b7ARAERCpVQeVDjz6RdtpZt4z6qznbWuEkT7hHg+MjMMlVYKmoEfXvXb3EHeXFt/d7PBfdP6HszKcPVe8e3VaVk3cNxUZZy/Kk5NS4KVMvAvDwXxhmOKdMaztcWblQ+vFbUAX98Gn1GBroD01jj0t2/z016vXLzlWEO5vbSnduSdmXnMowCYmEo6WpM/nQXlNmgpEFAC3L4vu2ThTptEhSyiFnGARj2S93KAzZOBkIIMpz25+aBcqUiGldbQhEBNjaWyBfeAosdiuohUvha2+FwPMwHtrPt1ssY0qPQYfdIvA8F7BZabFWh6DTCSHMgaQomGbOuSZl6alvATiKv4MKo17+1sSSdb8Eg2NBmyAIaJYoQYpEFBcKCnRMGDbkcnYEHfY4sVanDbndQeuxIys8vd0yWiKVjRzc/yUlFrOSuPjrNfmFN2oLCg0ESRokBiP8Viu8gwPQFBTB1dEGzutdFyvywJNTJz7xtkF3B7H1J7LOZlv30s8//E5JJIn9mza+kHfltRlzPv7ySc7tnkqQhFTgheFIMPDl3rtve0wQhA2ld9yzGAKf4mxr29b4/jvto/2Pm1ylrHxo1U/K9Ix8R3MTVDlRUWO/KYmQCDwkxjiECksqOJ8XjFQG08w581rXffE2KKpYrNGKEqbPiPMO9JdMePTuAyNXXr2rq7iSUKSkIm/Nq9CTYLsqJ7NJnS1oGBqCPz0DFMNkLvlxg2Pqi6+9CeDWSU88c1ninPm3xzKTOeCFF0MOBx9TxgfPceC5sGj44P4WaXxCDi2RwN3dBXdvD4wTJxE0K06LBENPOZqbnpUlJr0s1mhFRKxKUqRQQKRWcb6RwbCxchIDANK4eOhLK+5NmDn7m9Slp96qLSqmeI4rsByrFjR5eWNG1COHDuxRZecsc7Q2gxKx8JtHIpL4BGr0mAeGh1pqXntxad7l1/5GScTsyIH990n0Bv9owAVE7Znips14Z9E3Pwuurg6bMj1DR9I0AjYr7E0NXyRMm6GYuOrJn3Sl5bPDHg+CVgsUKWklEn20OFSelJwRN2XqzZFw+ISbDEFRBABYa6ofZeTy97yDA7qgwx4BQbjdPT01KQsWzRzbliRPeG4KggCSoU+JnzrDZK2r8cqTU2SsSg1nW2tf/NRpY0ubhomTl2Scde5kALsBYNITz1wVP23G+QRBQGIwmvgI9yJBED/+OyYtTuI4TtoA/ReQvGjJFdrCoikAwMjlYk1B0QqCIN4UBEEou+v+abmXXfm9xGA0hNwu36THnrrmwCMP/I85Qv8VtH7+8X/KG/qvIuZ5Ji26+fY5JMNQNS899+uERx5/I2XJqcupqFq5iaCoPTKTyatIS8/1Dw8NlN/34IWavMIgxp0/Yq2WVWVm36grLbu+59dfrrY3NbylKy651tnRRgkRHursHACAvnKCdusVF1r4MPeo1GR6TCRXkADgHx5u4LweFwDYGxtcitR0pUihQNDlgq2uxgr8Y26au7trH8/z0zV5BSAIAgGbtUKenJI+GnBFdxTYU1QO/dH9SB/uQygYQoQXwI7zV9NJWNRZbKBJwlCm196O2M0RAIRI5ISycM7v9+Ivwt5Qv85XXnHjlvseR2RwAEkH98DQ0+3t93jNiXJZUq/b0/7tsPWdtXfctUFDEllxRw+aVYQQ/5BCngYABxVaJL37SkdShGN0Pk+LQcQYAURtU1gRJsQbYfb54QqG4AmF0eXygBciSJDJMOIPgON50CSJAMehz+2FPTkd9zcfAU2SAAWIbWYcHhqCpX+Al/OCheYjItHObbX1Q0P3Ht7w277R/Wj94tNDU597eaU8OeV+Z0cHTRCQGCdMjI6bwAtChPuboppVs6aujBSX3ZZ34aXifQWFEqa7A85QCIrUNDjbWiBeuBSetpaw+eih37T5RQmc32ce2r3zXj4chiwp+QZNQeFFxqrpLztbmvbtvPnauaMPqslPPsfoiopJd3cXRrlEEp0Olppqj6uzwypw4Y3t6758ENdfiQtyM0vuqSxdoYwtTcbJJJe21zVue2dn07MAsOCr7z6ixZKpyvJKECQJLhBQu7s6H530+NMjVc+8pMy5+PInKZYlvYMDA4XX3bSk/p03agBAlZ1TrkzPyAeiE4bRZVmJwQBXVyfCsSAkYLONZVMkOoNBk5s/FghIjHFxCTr9vTUz5hOwR73h+WAQf1x3+5iuFb3pN0gTEiGJap6RSXMX3Fx8650bJHpD8nj7I0oiLvANDQyQNJ1KUBQigQC0hSWlYY/bp0iOapWyGi3kKano37YZSXMXgBIxyv0r7nlr1jsf3s4olDnjj13Y4WylZDIXgKLR9wiSJJPmL3pbW1RMAVE/Q2VGBhF0OMOK1DRm5MC+9fKU1CFWqRrTA1OkplE9G9Yf9A0OKgLWka5999xxRqwAoSza6o1RP9q58/foikqmAoC19pgncdbcyRTLQpaayret/eKINMGUEAkGxKZZc5ZLjHFZ+rKK2QDGxFq5gB8ngCBgPnTgSUVq2uvyxCSEvV7YG+prceZSHFz10A9Tn39lVsriZbcjWnWpdrS2tHp6exLlySmZIZfTa2+of4GWSlNYrW4VLRZT/Tu2NScvWnba6CTUfPRwDx8K/Tiwc8euklvv+ApR4XBwPl847PWMVXiLlCrlCceJFasAkDhZhPZvjZNB138Bo7O8sdcExq4UXWnZVaMaOyKFUqrJL7wewH8YdI1ytP43+vrfQf5V12XP+/zrz4QIV6kvq6QAQFtQ9Isg8CmxgAsAIDEYEpTpGRQAiA1Gk660fEX3Lz+tFCA8xao1dMjp4LVFJRQAUCKWVKZnztt00TkXEwRxU9m9D2zIufiKMcmHSCAI//DwiDw5eaanp4cgaVoI2G291qOHLx4dk0OrHlIV3npHrSIpJdvT09NY9/pL5QAQP22GJv30s98XqdV5kWDg0NDOHfe0rftyuPP7b7+Y/upbd4/ewAzllZlt677YxkciY6a1BEHAE44M/DB3mQgkqS8/dhDpOzePqfZ7wuEo90mrhjUQwKDHP39SvFF2YGjECwCW6iMraJlsjVinN9gb6jZ3fPPVG7jjprExSpw9Vz6nuGhdMon87nDk6PqNG89ztrf9h55prV9+uuOciy7+Xq1SnZk82AuYR2AU0YovmlsfcobCtTVma0P2yifrJPMWJngB9JuSMpcf3gl5VGMUcX4Pdg0NZJhkcogoKtkWDIydUxGeB8fzkNI0vOEwCBAI8WHkabQwSiVIUypwYHgEJAAHz2P39HkwBLwCPU7+QUcCkVAAQjg0cvS5JzOulTJTEuXSgg6n+2/2a889tz9JEMTzADDjjTUfCjx/oRCJCAM7tr3as+HXmvHbXl1avIi89qaVQ7mFBCOXg5crQAAgu7vg7uqEOjsXBEnC09/L6AqLTwn7/EcdzU3v1b35aj1BEKLFP/52qSojSwEAipTU2RMeXf0FgAsAwD88dIQP/+2wEwSxY8e1l58CALjxGgCAlKazleO4YCqWRZxUWgHgI4IgyCU/bSwkKGrs+qfFYggCD1licj6rUS8ezXzKEkwmdV7+7Ymz574csNnMEoOxw28xWyV6g06IHH9+CoIAv3kEhooJICkKrF4HT18vIqFQZOTQ/jc0+QWTZabEJACw19UcK5QwJRtHhsDo9HB1dWIwOQ2RcAju7i6QDIOQ3gDZOJdwkqZBitgcPhJZEnQ4BFatJgRBAARo5ClpCiEUsrE6vdY/PARpfDzCLqk05HFjVFk+5HSAlisQCQZ5R0vLx8BSyBISFFw4BGtdDWiJBL7hIVvD+++cHV81bY4iJe1reVISHXK7YauvW8cF/KbR6wmIBom7brthmbawyNX53deHJj721FUSveGEylxaJpdJ9HojLRG7im66LRtA3ZRnXmxS5+TlRELBSMriU55vev+dU5IXLr007Pct1+QVVHkH+iFSqSDW6khWo/lZV1xyh8RgVAKAEIksGd9+wGKGNC4eQbsNrEYLd0939/De3a83vPtmXfZFl/WqsnJuCVhGjtW98crdo9+RJ6dkjm9DlZ6RWPfmq9PUOXmTvQP9HaPSFtnnX7SBUaq0hooJS0iKyh3dXqRU8b+dvvhWXHUJpr34Wqm+rOJOIRKJmI8cfrxnw68No9tZqo98r8rOuVGelJzKRyJwtjR/cVKB/t8fJ4Ou/wTFN99eqSksnmyrr7NpC4u0Ya83ZGuof2Z0Zi1wXGD89jwX9v/9lqIqxNNfe+fdpT//fsaib34eshw9fNPh1Y9u/1/ehfG/T2iLS9MELuyzNdQPm2bOfkys0UySJSaP3SiNk6tOafns423GSVVjAUvQ6QgIPC9ztDaDkcpA0cycnIsvWyBPTiHMhw9uECIROy0WXzD6OwGbpRuIVvYV33L7mv+PvbeOkurct0Xnt1a5e3W1Vbu70bhLIEIIRInbjhElCRFiJIEQQtyJGyHugrtDG+3u1eWua70/qqtpsrP3Oefde95491zmGD1GV9W3tFZ9a66fzDm4e+csffUkTsjjhunooROFt989PWHmnHmxbbp6upPNJ45OmvvFNxtoPl/taGnZ3PDyxkIAmLBm3bXzNn/3e8BmdeXffHuFtqzcCACO9tZcasZsRdmDj3yuraxKCDrsQYFGywMwKjUx9Nzgnp25stT0ODYSgUCtRSQY7Nxz6w1zVAVFJZ7FS37kZWRr6vq6IeRyYPcHUBkXrXHSiUTwyCOK5TkZNwHYCABHn3z0e75StVWWlm4wHz/a8VfSfG5Wxg+324dmCmkKngiTIp429WsA5+M/QHZrw3uTDXEXErCgtCqAZbkcinr5j56+LHtBSQJ/2syxbjRarRkjXACgEvARYQgq9FocHjbB7g9S+weGoBMJEYww6HY4kKtRI0UmhS8UQo/LDd2owTUhBEUaNfb2DaIvORXsZVej5bstlh4WmuRRGnJIrEDI7kDq4oviEgPezZP62ucfycjljfBFkblPPfvnsNn8RO1LG8YiXjFfTULIlWlLL3mDjUQCHd9sOVKx+qkL1YVFd7IMy1hqjq/NSDJOI9PnkEhPN0SSsRIYiOMT4BsxgVAUfCMmcCVSyNMzKADl0uTkDzIvW97EkUg8PLlizMCcommI4+PHUjjtr720WamPe1OQlU1sLc1gAn6IFUq3+fix58Z38hJC6AkPPJRd33QiVKCQcQHggMfP7p84i828bLmRZdnuWR98fkSgUo6ZjwNA2ONhXV0dB7nSoinj3+cpFNdOfvH1awMOh2do3+67en796RXDlOmPB11O2JpPgeYLWWtdTZMsI3NMkJMnlsLd1QWGZWl5WkZy1w/fLtKUll8bCQb93T9991Ktz7Y6b9cftxybvQju/n60EA6EgwNQjJpqw5iCkRPHwFepQQiB9VR9g6qgcL6uvLLEMziAoMMO34gJmuJSUFwux1xX02bdtb025dwLbiCEgCsSo3/ntoAsJS0qdU9ToDi0/+SGdfeoCwqVC775+WjQ5RBxJTIINFp4hwY9tvq6+dlXXXuLIjv3Ds/I0PDg/t113v7+zxo3vfVxwqw5E8TxiVPjJk8WhL1emI4erqNoukZXOeGX+GkzhYN7dz9AaOoLvkq9jC+X05aGuiFtaVkeN3oNVIFhni9eucqZeeny7FG1eA6h6QdqNz73kKqwhE2/+NJJMYLo7GgDKMpjbWhoS5q7YExTTKSPI5b6uk51QWGq32ZjhHEGVpKYRPutFrh6ujF8+OBbDW+9Vg8ArZ9++AOAH/76m/QM9B9X5hWcRwiJNlQMDR7v+vG74b+Obf3i02MAUP7I46Kwz3dHrMbLbx45EBuz7547HubJ5WsJRTMBm/WM6Hjjprdac665YZa6sHih32oxH3/mic0xWYmz+J+Ls6Tr3yBu0hRN5WNrvhInJKaE/X6YTx63dn7/zfL2LV/8mjR3vlJXWT3bZx7Zy1Mop8jSMwq9A/295hPHn/pXMg1Va9bdGD995nWjZEMFsK9iXIj+vxOEEDLllTff1lVVX88EAsFJ6198RJJsVBKaAyYcAj1aRsQyDLxDg0/1/vZzQJqaXhVy2EcGD+x7jOJy39QUlypG953r7IiWsOgqqhaceu+tW5lIpFigVmf4zWZX18/ff0VW3MIpW7X6qfgZs+8VxSdyhg7th7215de6jesXVjy25qHxYXWKx4Nh0tRH1QVF8QAgNaaUlD34aDMTDnkzLr78LY5IxHX1dI9pBQGALDUd3qHBOZlXXH0eIQQjx492hv2BJK5MRg8f2Ptr4ztv/F7+6JN36ComfMKVSPiRUJB1trd95x0e8qsLi0xSY6rmSJwBdSIxsg/uRl7DmSVHhAACmhaNf2900mz7u/NbEg4UCeloRERMU8gXcM+Z+/nX24b2711R98rGscaL4vtWvRBXVX07xedRtubGvTfJpLVcisARDEHB50Mh4CNNLuO4gqGNv/b1XhsZ6GMoYyoFABGHA91OF1QCASx+P3qdLigFPJwYsSBHqYA8jo8Wqx0RhoGcz0OOWoUUWfQmJeRykSARwRUMjplc97k8EHE54DAsQnt3IZKcKnzuyKGn5wbd6R2pWbM65p6rkyoUUWLD5U3YctFVvHB6JphIhI4cP7YgvrBkzsxNH+/s37HtendPd0ickJBlazxVw7KsHaPp78xLl2cX3LbiA75SJQMAoU5XUHdw3215Tge4Egn8ZjMEmqiSiPXkcXOYibABm1XLRCLQFJWMnV+OUCQzTJv5fv7Nt5U5OtrDApWaSwiJins6HGNfXvodd78qq6wmYkOsCNoD88kTEr5a8xohpCQWSZi88dWnE2bPe+CdfenId5gBDhedFRMJ125bkUGoq/P/cfuV3qHBKwyTp30fdLkncCVi4jMNe9z9/VvVBUXXuXt7hmge3yyMi9M42tqgzi8CxeFAqFaL1YXFawb37Lo7JsUAAJFQkJx87umlWVdd9zGAstj7IY8HmuJS+IeGVEeeeKQWwN0AgFuuByHktivs7j9QMmGdYfKULFvTKYRcZxpW85UqONpaYT1VVze0Z/fMvJtu+ROIdrPGLuRYOpKAOKy1NZukySkX85VKWdDh8FsaGl6UpWfcK00ycm3NTaxQq2cyL73idVFiIjijc4Kzow2iOAO4Eqmg+5cfS7Kuum4NRyCg5QDkySmqkZoT1NTX3r6t/OHHywRqDbf9q81tPb//8pD56OFvZ7z7kVs/IWpcLUtN+6Hx/XdmDx888Lg4IfFCZXbOBSKdPm6UdIEWCnWS+IT4M+x5lCoCIFmcmDSVN46gc2VyNLz20m1tX3z6eeKsOVdKkpPnhX0+BCwWc+uXn14hSTJmylJSZ4niEy7iikQSgUoNvlKFkSOHzjAD/zvsv+eONZOef5kRJySWegb7a/bfc8ca3Hkrqp58tlGemZ0Z8rjDPb/9vLzjq81fAcCxNY9/X/nEM1fJ09IXeEdMybKUtIr5W74/PHL82APHn31yR9DhcAGAJCk5AwDcvT1jc0jTB+92KPPyN+XdeMvdMzZ9/HzJfQ9+d/L5tXv+fs/O4n8CzpKufwNZWnq+OCExBYimFjQlZSrziePc1MUX6fJvueM3RVZOaSQYYHv/+G1d3csvXGWuOdH616eZ0gcenieOTyzx9PUek6amaf6Sw9eO1zIihJBJL7xyUJqaXhLx+bzDhw7cUvvi+i/+V46h9IGHV2rLKh+Z/81PApZheDRfAK5IzI+bNHVN6xefrMpafs1MV1cXT5yYBIpDY2jvnjd5CsUCoU4/IWCzBPu2/n5r+5bN2yc+t7GIlJSNyYDQfD7YcBjgcEBRdJEqvyCPL1cA2VDTfP7WtMXLtsdNnro0+gTeALHeAJEubuak519+yjs02Dx85FBAmZPH54rFcLS2+iXJyWO94gGbjSjy8l4kFEccsFm5HJEINI+HkMczpkLtaG+FvnqycCylWFaRamtsAEcohGHytDmlDz56ztEnH/2q9IGHndKU1Eme/v5Tx9Y89iUAeIeHOUwoFFHm5tMA0JlsRN3BNMj//A75IgF84TCGPF7z/kHTZ/8se/j3cPl9A+BR6l1SFQ4WV8HO4XCEWt2suIlTXsOoOXzCzNlFhXfcc7ciK5qJkKWmT9+3Zxt3pscLo1wKg1gEs8+PIa8PAg5H7uxoty1cvvxV7qx5KxgeHzl7toFP0xhwu5GtUiJFJsWx4REIOTTkozeqLJUCnQ4XEiRiHBkeQeo4be4IgKNDI0iRS+EJhdFkteG89BRMpiMY3PEj3p27WDx8zU0rPtm/5/qU85cskSuVCNhtsLe3hTUWszucHlUxd3d3QVtRGfVazcicE/J6P8u++vocscGgdjeecl2+bNkp25xzVIgz8HTVk1q5EulYJEKo1WnD8Ymm7m+2/KmdOWdu0G6DZ7AfXIkUnb/+/JTlxLHN2gnVN4oMCVVciXSKPC1dCQC2xlOO+KnTJwAAT67A8MH9LC0UEUJYgMMdK8zjazTzhJrTcnBckRiSxCRoyyoKAvaHPwVwKQCIk5JnEEKAZCN6kqM10jQAyuOBNNkoj58+c3PQ6TjEk8pNfTu2XuLq7GhRF5c8nDBj9jKhTgdlbh5at3yxTZ6WNptlzqx7pjgcweC+PW3ixMT6+OmzCghFwXTo4JbBPbua5JnZFxOK+oInlZaH/H6izM6Fu79v2FJX8wMAFN+1cqKqsOjisNdjj5s05YVP9u35LmHG7B1x7a2X8qTyi0JeT44yJy+RIxAQJhSCvaW5PWAZ+erY0088CDyASRte/lmWnllK0TSCLmfA2dHezpPJcnym4TbTkYMPJ82df4emuCT2fQj85hHUbny+RJaWvsQwZfpyZXZOtqu7a4xwAQDF44MJh8ERi2ltWeXLHIFg7HzzFEohX6GcJ9Lq4Orphkgfh8xLr8jgy+UGwuJKTUnZ2IpkaelEXVj8KFcqCSTMnDufIxAQv80Kd38fPH29GDl+tI8Jh/doSiuei32Hru6uIMuy3UV33rs14HQu5cuiu+4dGAglzj1nsiQxua/75+/vybn+pn3SZKNckpSsYZjwRo5ARKnyCyoBwNXTHQm53Yyrq3PLkccf/giPnVYzMp5/4Quy1LTlnoH+bR1bvrgMGLOze3Js0N23o+zBR3ekLlmWM1onStM83ubRSwYAcOSxhz4vWbnKmXnZ8h9oXjTtTPF47xFCMliWjUx6/pWdsz/ZMh0AJm14ee/+e1dMjS1bcs8DH+qrJy0DAHlG5vVFd943r/al5w/jLP5H4izp+jdwdXY0eQcH+0UGQwIA+C1mi7uvt8EwdfqliqycUgCgeXyiKS699dCq+1b/tdNswpp116ZfdMlbHJGIG3K7Ax3fffW4zzQ8ItTptSzLwtXd9e34TpXKJ57elDh7XtVoDQmPUORdAP9p0jXh6ef+IUvPmBO02XrbNn/2uECr02detvwZxah9CMuycHV1QpaaBlog4I8cPfwLzePXSpKTi9u/3mzyDQ7WiI3GSTlXXfdmzH6IJ1P8QQgR597wj489gwPXiA3x8SzLwm+zsaL4BGI6fPAHYVxcfMyLEQAIl6fSFZcsjREims+LtY0LQMgjCbPmsDSPR6zNTW5XR5tTU1yqigQClKu7C3yVGmyEga6s0ggAfrsNfnO0fXtgz85OcUKSlhDCM9ecqBEZ4kt4EikXiHZkcSUSCKJFxTx5RsYMAL+cWPf0HwDGTGWrn33+6xnvfriE5p/uiCSEADI5PpNp6uObT+0X+r1DbQ7XW1+2tP+Tb+KoUS0DgAuAiWnrHDx24jx3aemepuuvSaKUquhsPDwElmXHwnOSJOOC8dYlhKLQEhfPW9DfCR5NodPhAkWAIa8PEi497bkpEzb+uu/wfZ+bBy5hWFY/5PXAoVQiW3VawLpEq8ae/iHkjnsvMpr5lHI5aLU5kCKXwuYPwB+OYEZSPL5v70KZToOLMtPQ4/JAyuPCIBSgcvsv2HbbA1JpatrNfKWSBwB8hRLOjrbDIwN9b8mcjg9omZwQDgfjHx5EOl2Z2GAQAoAkN086fN7SCdqycgCALC3DOLhvd0A/YSKf5vLg6ulqtdbX1bR++tE5U9PSW/STpqZRNI2+P39rT71gyZUp556/QV1UwokEApH+bX++HbCYaULTnIDNxgK4HgAoLhfihMQx+ylHe9tYZxnN4XU5O9p0iuyooo2zqwsCpRIcgQACtXZMzTTkdHYAmMCGz5RGYsNhsAwDnlQm5MnkM6TGFAh1+nLTkYMdhqkzpvIVCnj6+xAJBCBNNpZryyqjqb2mU4ipsQfsNirn+pv2aYpKuMMH99fYW5o31L6w7vOS+x+aqsjKXuQfMX125NFV89MuvnQdRZFz+AqVLH76zFdyr7tpbdaV13wr1OpUAEALhJcRQnJZlnUAeGv0DxWrn1wmSTZWefv76488/vBH4+eQA/fdubry8ae7RfEJac6O9t3m2hNiisf9gieVZ/IUyp+4cnnz+OPlq1QpxnPP/0KakpYfq4WjBQKM91cN+3ygOBzYW5qhnzBR6Ghvgzw96tblbGuFprAYFJcLnlwBr2k46u1IKNZvtRwN2G0YL3ZK8fiJqvyizJj4rUCpwlBjo09XNUGorag6b2D3jrzO779+XpWbfwstEgu5Upmneu2G22tf2vBq+aNPpqvy8i8P+/0KUZxBrE5KvlGRmXlJz++/vsARiuTOjjYQDhchn2+Ctqxy7BilyUa64a3Xr6t75YWPcOsNY+/n337nkaLb764Qx8fDbzFfWvbI47OPr3lch7+BOCm5eHxjDk+uoP4q/ivSxxljhAsABCp1EkcklqVddMnCslWPTo8dc/yM2VMyLr3imrYvPv2AEEIt/OnPOeOWkcszMmcDOEu6/ofiLOn6Nxjct2e45N4HL9GWV6wkFM0xnzz2StvmT9urn30+OH4cE63r+qfCeHlm1sWxdmeuRMLXlpRVdXyzZY4yN3+R32oZObJ61Xu4/SYkzZ2vTFty8cOi+MRzxhft00KR8K/rBIDUC5YUUzyetOOrzQcBcFiW9Vc+tmZ5yuIlr9PcaGEwxefrrPV1m2mB4LSCPSEgNA2WZTF0YN8nwwf3Dwwd2NcMYBsQrSWY8Mz6N2KECwDkGZm0Mr/oAq9pqHPk5HGhtbEhxPj9pp7ffr5UpI+j2774dG/JfQ89EvL5zueOWvCEvR5f2OMltIInAADCiaY3mEgE3GjUKpqjFAgkSfPOkcRqXDwD/YH+Xdt9KYvOV8S2L1AoMbBnp5PDF2we2rd3TeunH/YDUXPqietfXKWrnLCa5vK4lrqTA3GTpyUBsRTpUMdfz1v8tBnFpaseXSJNMmLkxDGI4xNACAHb3Ihzvvs80tx46qqNJ+vPyDNmXrY8VxRnyLSdajiSMHPOqjmff3tV0OXkMQE/JdDp3ROefq6TK5G4PYsv+biHz38gQ6kaa6IQanUY2Ll9bH3uvp7fvSOmtaL4BEIIgXd4CIs7W9QSiQiuYAip8mj6RMLlwuzzUUq+4M4KnWZjvcX2XIJEvEbC5QkdwdAZBtSOYAj+cCRiCgRoHZ+PbqcLPU4X7IEgApEIJsTpMOT1Qc7jQs7ngRACo0yC5NG0o1EmQafDBSmPCxKJwNHY4GdB9DgDpP33b775aMKadSJFdu6GsNcjEmh14AqFYFkWTIQ549onnNMdoYQQSJNT+MMH9tXSfAGHZRh3zrU3PLjvrtseGTl25LaRmpMXKLKyC+VpGcUBqzldV1kNQlGgOBw6Yfbcm/bdc3v20L497QW33FGoyMldJklIlDGhECK+06WTIZdrcNYHn33IEYpUQYd9e8jrLTbXnOAz4TAomgNZSgp8FgtcXR1jtTY9v/18L6EoLsXlZQ/s26MQ6vRJEa8XXIkE9pYmiBOTEXI6AAA8mSxBkZsfz1dEL0txQiJMx49iXLodfKkMPJWa5QqFBIDU1dMNd08XtKXlxY7WVmn12hdekqanXy9NTOJzxBJwJdI8vkKpVxeXJLAMA6kx5ZyAzSaIES4AkKWlZ5c88MgKAC8RQsTipOQMT29PLcuyWwBsSZq3ID/l/AurCCFHxtUYckeJWBAAZn34GaMrr4raTWVm6bp/+oETa1QIB/ysvbWlTFdemSVJNsLd042g2wWRPg7mmpMjNq9nV9jn6yYc+gqay42TpqSA5vHhGeiDq6cbI8eO1CfPX1gQS19ypVLYmk7B09drMh09tNvZ0VZX+eQz29RFpbMpLhe2xlN96sIienxzAQAI9TphzAkgYfqsdMvJ40JtRaVwlMAoJQkJ6+Onzfx5YPeO+wkhb0x65e1mtToaCeMrVTJCUyq/xcIoMrOo0e8LvhGTX6TTCwAg5HYHwj7vKfwF+qrqCnF8NA0rUGugKSrR/nVMDO6+3saw3z8pRpyCLif7V2kHR1vrDp9p2CTURQXwHO1t28Jej50jFunHG5bTPB54MpkeiGowzt/yQw8AJRCdI30jw93/aj/O4v98nCVd/wFObli7DzHpgEsvBAA0f/z+hyJD/Pma0vJzQi6n11pXs7ryiWc3Lvj6p5tACGVrOrXl0EMrr4j4A5bx6wr7fJa6V1+sBRDt5nr0QQBA5uVXb9JVVl3oHRqE326DYNQY1zc48E+q55M2vPxU+aNPPkTz+ZRx0fk+UZwB0157Z7Mk2eiKES4AEKjVFc6Otvt95lK3JClZQgiB3zzC9O/Y+hwTChfqqyctX/jz1uUz3/skUv/GKxNGjhw6BgDewcGjQY97Mk8crVX2Dg3C0da8u2Tlgx268kohy7KwtzQlGBed/+T+e1fMwuefAMATE9Y+X6DIyJofCQR81tqTtwRt1iRtWcXTFI/Hc3d1NsuMKQWegX74LWZQXG60VZ6QsWJ9AODK5Tx1YTHf1d2FUZVq+MwjCDqcXc6R1p6EWXMfjZ82w9P10/cbJq1/8UpJYnJp/46tLzV/+N6rSXMX5NBC0QccgVDq7GjbdfiRB97Gw/efce4oLlcZi3DxFUo4mxuh6m5HvMOOPbMXMl9+saXllXHjKx9/+uKC2+96hy9XyFxdnVaWYVSEpqEuKADLshg+sI+fcv6FakIIrI2nZrg/fX9zPBN0iiViWUdhGUbc3v5jax67Ek9FRe77t2+tKbjtrltDLtezNJfLKd75m10aiaRafH5ohEI0WKwQ0RykyKUYcHvAoQjJkMsmqTMzHuNYLUIdTSPIMqiz2MClKEh5XLRY7YECjYr/sS8Cx5SZqPr5G0zUaqAS8FFvtqHebIWYx4U3FEKcWIRelxt8+syfvScUQqvNgRPGTNBSmUCq1xc42tsYSWIS5ezsaPGNjGDWB5+9aTtVvzngdG5OX3rJtQGzCT6Ghb3p1B+RYMArSUpaLFCq4B0aRCQQHOsKDbpcoDgc0AKhUl9VnQQADMNUTdr46uyEmXMqCEXB0dKM6A2dd0anMMXl0BSHKwSA+jdeqZuwdsOHbDh8B8uyYAmBva01xPh9e0Juj9IwZcpVACBNSZ3X8smHt3HFYm3I51umKSopNdecgL2tpbPh9ZcvJ6+/TCY8+/yKtAuXzfTbrB2tn7x+naasYpZg2oz3hFqtKuhygdB0wHaqIaCvmiADAO/IcDeYSALGzZeegf4uWUpqPEcg4AFAJBTCKOGKXl9KFZhQEO6+XmjKyu/VFBWnAYCzswMiDhfC+PiLglZrr7OjDRSXi7DPj7Dfj3AwMJbaC3s8kKamXV62arXwnB9+X8NXa2hHS7NVW15RkXHJFb/n33ZnJiEEmvLKI7M/3qxhgkH57E+/4guUyvCk9S8+u3/lXev4CtXYPnEEAoji4iTdP32/QqiPyw/7/dMzll6Sw7Is7M2NUGTlYKTmBDty9PAmVV7BRTSfP9t2/Oh6SULian5p+Us0jy/09PdBnJCIsN/vNh08cJUsNe1HTUlZAgBY6msj2tJy2m8x6+Knzfw6fdmll6VduIwvik+Ar693IGAZuS5kMKwUJySmOTvawBFLYGtqHNKUlp12IScEtEgsHx8x4kqkAp5cri26e+XVC3747TFJQiJcXZ2gBQKI9IZIxOv7jQkFFwNIjv22+7b/GQomJgtYAtZWX7uz8d03/0k/8a9pYTbyrxvKTzz75OSqp5/rUGRmGUNud6Rv2x//wPIzxagb3ny1sWjFPYvUxaWXhD0eV9eP373IsixLCHkjcebcVbrKKg0AjBw7Yun947eXY8sNH9x/ExuJvEDz+RpnZ8c3x5567HM8+S+NMc7i/3CQ/z/osBFCfmBZ9j/s9Pr/GqX3PzxFU1b+MEXRfEt97etHn3z0q9hnhBA6ecGiYp95ZIQrlSZXPvH0XoEyamobdLtQ//rLV1AUfTBp/jmf8FXqooDFfLz7l5+W/519zMIffhuQpWUYAMAzOABnV+dQ0GE7WfP8uou9Q4NjlbOq/IKEGe981MWTycbShe7uLkiMKej4+ssPUi9cek2MxJiOHRm01JxcEnQ6wurCopc4QrHQUnfyhbpXNn4y9/OvGXVh8dhk3Ld9q2Pvin8oACD5nHMVxkXnt4riDJqg08GM1Na8QiLhrfk33/ZjbDzLMOjd+nvf/nvuSBp/HIQQ+eh+OQCAr1BKeDIZnyOReHOuvfFo/IzZeVyhEAGnAwGLBUGHA3ylElJjCliWxcCu7d8rc/MnR4JBTdBmBWgaAavVHz91umDsxpCdi8F9e/oMk6cmxrqL+rf9uVZkMMxW5RdWAkDI4wm0f/nZOSc3rNvxl/2jprzyZlv8tJmp3uEhcGUyxMilpfbk8a1XLKsY//Q6/6sf9ytzcifGXpuOHYGu/HTaIuhygQkEINBowBzaj3mb38OM+Oj9o8MfwPddvX/U9vYv3dN/+juU8XjSCXHamdMMhimX5Was3NU3gOmJ8WPrPDQ4BCmPD41QgH63B9/wxJZsjUZ9adCFHpc76pkIYMTnx96+QcYRCPjOTTeKVQIB3k7IQFlLPaok0YjjgNuDYa8XjmAQYg4XYi4XDMuimyfAJD4NJZ+PPpcbI14ffqyeCXNZFWLF35FQEAO7duw3Ws3xRopNaSc03OUTI1KjkXa2t414BvoPhFzO3QcfvHdj0vyFSsOMmd8LlJrJqoIC8KQyuLo6EXA5IdLpIdLHoW/71t6kOfOSAES9GTWa080bo9exKCEBtlOnoCkuAROJYHD3jk2unu6PFdk55wZstiHLyRN/Zl993c8CrTbR3dODkWNHvjz21Oqrz/19p0UcnzCW++nfsfX+PXf8Yz0hhCq8677HBGq10tne/mrT+++0VD219saU8xa/HYusDOzZ+YO6oGgG4XBlAYsZPvPIUNf3304W6HRpmpLS9RSHQ48cP/aE2BA/O37m7FsEShVsjQ0OR1fnV3yZ/GJldq6UFvBha2qEOCHRKzbEiwDA3toCeUYmun/5cShl0fmnSQUAV083IoEAE3Q5+3RlFcmx97t/+fETSiDIV6RnlrIMA5rPRyQQQMjrCanzC8faVnv++NWZNHeBjBAC34gJkWAQkqjSBLxDg+CIxKA4nNCJdWsqjRcsOaErq4jqRAUD6Pr26+6jT61OKVm5aknO1deP+UQy4TA8gwMYPLi/M66iMkWWmk5i31XDW68tFMUZ8gzTZjxPKApcsQQBuy3IRiI10tS0SkttjYcjFPoFarU67PVClpIKrkQKd3+fh+ZyxUKdHtaGOkT8fm/I42mP+HwWSUqKwtbYsPPIo6vunfzSG03x02dmEkIwuGdXT+Omt0rKVq3+Q5mbVwEApqOHf99x7RXnzv7kS4+muHRMy8Z05FDYZxpeeeCBe16ctP7FRxPnLniS4nAQcDgiQYedjqWfnZ0dzK/nz5ewLHtGZ3nOjf/4Pf3CZfOkyUZ4h4fQ/cevnTXrnk7DfwPEiUni3Gtv3AAQdHy75QFrfa3jv2M7Z/H/f5yNdP0LKLJy5FNeefNzSUJiIgCIEhIqcq+7qaXxvbdrgWh6C8BxAMi45LLz+IrTnmE8iRRCtSa/ZuP6zwBMIoTwWJYN4vKlf7utgN3eg6iFDQRqDfp3bFt5/JknPsF9dyHz0uVJugkTl3iHBxXiJGMrCMaeAGOpDUIIKAHf27/9z1ZZaloGoSiizM4xiPRxmw8+eG9x47tvTo4ucTUAgOYLzvCp48pkY7HvtCXL1sVNnByrRKbCHo/PUnPCzYTDY2bAYb8fnv7eI+PXUb3uheA5P/7OBQtMeHZD8NCqe/kBu80NwA0A87f8EB9LP/Jlcljr6+za8go5EwwRe1srY6k5/snRxx+5vvzhx+epS0pX0wKhYPjIwf3ZV1x9S+wY5RlZ8PT3QRKfkDj+2Dky2WUCjXbsxsYVi/nixKQSAGeQLpZlGUJIdumDjzzHEYoUkUBApszNz2VCwcbhQwce+mu6IBIMqMe/Dns9YBlmLBrDOh2Y+/zjkFEUHAE/dFIJnMEgZDwe0gR8lEvE84xpyW1zVz9Rk+p2FioaavDBvOn6QrWKmH1+9siQCdK/KMOLuTzkqaORTp1IiOCQSR3sc8EslcAgPl1TohUKIOTQVKpCI9aMntere5rR7HWjmwkjFIlAxucjVS7DKasdKXIptEIh3OEIvs8sxo5QEJm/fv+NLxzasiQ99U1zSbk86HTC1d0FrkQKgVoNpUiUtOpYQ9LvUjVqq6eD9fvooYP7EVc9SRuw20Z233rDBvWnHwnSlixbJ9DptO7ubhdXIpUSioIsLR2mE8cQ8fvR/dtPLVyh+HcAd4xeuWBCYWYsmsGyCDidYAH4TMOd9W+8/AlY7Kf5fHfqkmW/CJQqqbn2BLgsGzS9/dp7onPOm66fMDFXlpp2sSQpaWbAbmfYSASSpGSEPJ6gu6fnOABMfvG1lxNmzrmNUBQ8A/1Lsq+8doF+4qR5sesYAIQaXVmss5InlUKoj4sLuFwfc/h8gWHSlBIAECcmb2jf/NkMz9BgRJ6ReRlPIhMp0jOvp/l8UDwewn4/tOWV6P3ztx/sTY1ZIkN8iSQpibLUnuhnwpHGoNup5UlkNAAEPW74TMMQaLUUVyw+PWkAEGp1lq4fv7uGJ5HuF+njxBG/H9LUNDjaWs+wUhAb4sWx6z/s9Y6JwAKAKM6AUWFYLk8u13b+8O2DbCj8LFcqoRztbfajT61OybvxljyuXF59xm/a52X7d2z/xdXZ1p617NIVY9uKT4AsNW2VKr+IwxWJwVcowFeqEAn4uYrM7Eq/2QxNUbGYr1CKgSjZjHUjShISxa6ebthaWiDUGyDUaEQACs0nTzj/WHq+gmVZFo88CEJIdvbV160gNM1teu+djSzLRpIXLFqQOHvuZUwoFGr+5IOPWJYNz9vy/V/9Nf0HHrjnRQA4cP/da8ofdXWI4xMyfGbT9LTFS2fGxnGlMkpVXFqSd9OtMmdH+7G+rb+bAaDpnTfnq8sqb1BkZz/o6u743LR///+Sw8S/g6ev1wPgHwCAp/7bNnMW/wfgLOn6F5ClZ2THhAoBgC9XSMUJCbmIpQYBlD7wyCx1YdH1ibMXRExHD3v0lRPEAODoaA/amxs/Hrc6TumDj3xN0Rxu53dfX2VtqDON31bYH2SdHe0gHA4iwSC4IpESADIuvSIh64qr/5ClpuWwLAtdRRXMJ4716qsnJ1JcLrG3NEOWmgpXT3evMjvvYprP14yXVeCIJcmSpOQcAAfHb8/e2mLhyeXqSCCAoMsJa13NVuDy6HEqlZnjxwo02ozGTW89pMjNezVu8tTb2QiDwT07j9dseG5JbEz6JVfsL7nnfm6sSFyg1fKM5y3+ufvH7xaNHaPP5wWgiL0mQG/3j9/fLklMKnL1dB09+uTqLWX+wJ/KwqLZLMPAXHPyUMjh+IGJRG6JRe8iAT9oHg/e4UGHDOljfXkcocjoGx4Oxgp2gy6X393bc6zqyWeWS5KMlZ7+vvrDjz74LhtFCLG2fAB8pUosjk/Q2E7V9+LNV8+4BsIeN+u3WiBQqeHq7gJo2kd++lYYmDoTxOHAjB+/RLZUjB6HE5MNekj5fAy4PQgxDCScaJowi5LrdAd3zJ1s0KNTxBuLVGlFQuIMhdBpd8ARCEDO5yPCMKDIGfcVxImE4FIUwAImrw/G0Vosmz8ALk3BGwqjy+kCywJtVhvSVAoYZVLUjVgg5QOBcASTDHqMeH3ocbmRLJXAIBHCO+8S2O3WivqktF19YjEddrqgKY0qGXgGB+DvbEfhnq0BK8Ni2+xzIM/OAwBIw2FYak+C4nB4AJB73U0Pxk2acj0AiOMTMbBz+4gwLi4ScjhCfqvVamuoP3By3ZrbJEnJHJZlHBSXO5EjFhsc7a0ibXmlkebxSPcvPx3SllfkSxISJbKU1FShTjd92/KLn5j2xqbHBUqVdPDAXqjyCsEvKuVZU9L+ocrLj15DFAVtRZXWbzKBIxKHBvbs3OsfMb13Yv0z2wgh1MIf/7g0RpDF8QkJuuqJu4SGBNV44uwbGe4UJyaqeVKZEAB8pmGoc3InccbJE0iTko3ipOQHdRWVN8d8BP0WM9x9fRBoNBBqtHB0tA0Qms6SJBtLQi4X1bdze6umsFhlzM2fM3LiOACEM7o7oAr5OUNl1ejp7+8UaHWpMQFfv8UcNB098nP2Vdd+GrDZxGBZEJqGs7Md9tbmNklSchZHIIB3cIAJ2O1mAHogWkflNQ1BpIte+36zGTy5HKajh+scHW2DRXeuvFyRmUVFQkHW09f7Vun9D8/OuvKaLXylSmmprQlJU9NoNhwKDR868MTJ59Y8a5g6fbZvZHiFUBst6/PbrVAWFJXrKqpEAKJpPZEYPpOpVpGZXRzyuM8gfYQ+gx/CNzzkjwSDAmXWaVF7aWqqjK9QZgNoAqJ6fojWrU0FMAnAnp7ffrYAiP4gH4o6TllPNewUJyTN5ctk8JnNMJ889gmWL8O4dXwKACnnXbBQW1Y5VZps5LAsC2tD7cjUl9/4RaBSK9y9PW15N95ywal33jgFAJbjR94F8O7Y/hMiBBCufOLpS2RpGQuCTmd/66cfrhnct+dMrY7/BRBCCEcskYc9bsdZy5//+3CWdP0LjBw9XOfsaG+Up2fkAoBvxGRydXWN1QXkXn9zbvZV124RqDUqALA2nmrr+ePXPo5QRA/u2/Ng9y8/NQEAIYQz7a33LHETpwgIIZBnZfeJExJ1nv4+e2xdIp1WJ0s7LYLsN5uSAUBTXLpAlpqWM7oeiOMTIdDqklo//3hD0OnYzpXK9e7uTrm9rdVVeOuKd/1WC/wWS6yDD66uDmfaRRc/O3H9i38cvP/utbEfuL3p1BR1QUGN1JjKY1kWYbdr4sR1Gx848MDd6zz9ffsV2bkzCSFgIhG4ujr2jy53h6akbAMTCoasDfVnmEHzlcqU8V15PIkUPJksZ/yY4SMHv2OCgZtooZDDMoyt59eflnd8+1UtRifK+Jlzrqlc/dQcoTZayyoyxFfXvPh8SffPP2xSZOdexxFLIp6erkGeTNZqOnL4yUgg8JYkISk7EgqB5nIgijPwnJ3R2nnT4QNvCNSa/OSF575Gc3mEKauAUB/31JxPvjw+sHvnilNvv94GAFVPPrts3uZv3+ApFGpbQ/3Pyrz8ZbZTDb6MS69ISJq74GGuWKryDg4i5HKBIxKhYtNr3GwhH8M/bkGVXgseTSNZJoVRKkGjzY5cHg/xEjGODZsg4/ERJxZiwO2FjMtFhGX/iVDRhGCOMQlftbYjRSYDC8Dh8yNZKoGEx4UjEABFCOIlYhwcHEaIicDi94MCgZzPw4Q4HdocLsh4PAx6PEhVysEwLLyhMAwSMUa8PiRIxWi1OyDkcOAMBtHn82EoLhGEEHC1+qS4OMMGZmiAo5w2FhiA2BAP7iebIt5IxGzmcDIo4envluJwEAkEAta6mrex/GLwVaqxFDNXJIIkMan7t4vOrQSAu88/98sChex6x/XXXP8j4X1z4IlHr5v90RcNUmNKCgDYW5o8zZ99fLM0IVEujk8Y8zJVZOdOS5g1d7LPNNzvNQ2Dr1CCL49ybK5Ecma0MRQG4XAQsFm5Qp0+XxQX/1jVk8+AZdlPFnzzkxWAGoimMCUJSSq/zQpHawtooRBsOARKICy0NTfWhz1ekSQpOR8EiLjdYMJh8KRR4hUOBhD2eQpEhtNpYIFag6DbDe/ISMT043cbJInJ2Umz510AAEwoBIaJZAo1Wnj6eqGvqkb65+9zru1vByEEI980+dcXVotISRlGjh4GVypDwGo+5urqsAfdrgJC0wg47BCoNBCq1Uzrpx9d6RsamivS6XNc/T16gUqjHdizi+arVFLf0NCQs7vzw7iqibeybAT2pqZOSbKxhCeXFxbf/UBN2OOhWZYFzeURZX7hrQKtLkWgUiuZSAQckYhrb2rwuvr76vhS+fzqdS+UBGy2m3r/+O09dUnZVYSiYG2ob8hYeklx7LiF+jh0fvPl19ryyrm25kbWazIRz9AQxAYDJEnJCDodfa6eblocn2BwtrcF5FnZAnt7Gxvyekms+89nMoUCdtuYVyUATHxuY+Tc33dSAFD93IvMwfvvOpO9ATj62EPzSh9c3SlOSDCCkAhHKvX/dcyk9S9uL1xx70zPQB/sLU3msNvzpzQ1zShQqScBUa0s/cTJtwG4bfxyo3I9G8/7Y/eNIZ83zEYiklhhPi0QJAK44q/bAoC8W1bsMkyeOo0j4MPW3BQ+/PD93L8bF0Pu9Tdnzv38689F8Qkl3oH+k7nX33xZ46a3Wv/dMmfxPwtnSde/gG/E5Mu9/uYLDVOn30fRNG/k+NF3mj9+f2yikBpTKmKECwAUGZkZtS88t2TowN463HLa6SJ18dKn4qonC8YU38sruWkXXfwqgOWxMZ6B/u2y9Iy0aOGx0+/qaP8TAPxWi228lU3I40bQboW2oupCNhTKHNy7+0FXd5dQX1n9lL25KcCVSvmEomBrPOUNupxWWVp6oiw1fQYTicyI+P1mAO8AgKa07AKpMZUHjJE5taqw+NmyBx9tPrFuzWPV6zY6xQZDvruv9/Chh1a+jlVRhwzzyeNdf3euhg/vX249NWebKi+q82quq8HIiRMXAVFxTElKytOZly6/iC+XI+TxoPfP338aJVxjkCYnL44RLiDaSi5JSFiqLi5VSpONxN3bMzh86MBlTe+9vZ9lWXbyC698Lkk2Ps6EQ/CPjICvUIInV8DT1wMmwkgVxtQ5Y52cNA1xfIJeakw5hwmFvwFQBACqgqK14vgENQDoKicsyrnmhpsAvJRy3uLPNMWl07xDgwi53WDCIUS+/4qdF6flZCjliDAMDg2bMMkQjS4QQpAoEcMaCEAtEMAdCiNbpYTF50e2SgGWZdFks0MvFI5Fm7yhMJjRh9xUuSxKzACAZeEIBmHx+2Hy+VCgjl5iMh4P7lAIfS43FqUaYQ0E0GC1o1KvxcHBYSRJJUiUiEEIQbvDiXS5DC02O3gcGpmKKGFJlIjxM0cIb3E5wn4/uqRKsujANg7P48VPVRMR61oNul0YKSijfUuvmPDLu69ZmP4+NWLyDC1NQFvzIBOJhADA2d72hzI3/ypOlEzDb7OmVj357JLc3X8WrzSolwkoBgj7IOHRl4RuWzEv5PUqXd1doPl88GRycdblV24UqDUqe1MjpCmp4AiF8JtHkL700ue8I8Ofmk8ccwnj4sbCTpLEJAzt38foJkygmGAI7v4+ePt7IUvPgjItXQdAJ9RoXo+bOHmPpqziJZZhX+IrFHTAboM8IwshrweK7NPPA4TDVUiTjZXu3p6Qo6vDK0s2iqSZ6TDX1SDs9YAWihD2eRHx+n72mUyTuCmpo+bbTgRsNvjNIwN8uWJIqNNdEFsnxeWCKxTB2dkRUuUXcAGgZKBnrBxAy+cLUgd7BU3mEeiqquEzDcPaUDscCQQ4AqV6LHLkaG8FEwpR4oREQ80L656euG5ja841N2Zw+Hx4BgfQvuWLB069/fpzo5t9DADmffVDPVcg5I76G9JMOAx3T3e0bjIU8gesVuLsaEfY7wNXKoU4IVkk0hsmxLYpUGmm77rpakPV0+slypzcxdKk5Dy/3c4IFAoKAMw1x/tSL1x2IUcgoELuaJOEPCqYi4HdO1ts9bUXd/30Q0fW8qvWpl982a00lwd9WQXp27HNK05IYJhAIDh85ND94+V10i6+rL505UNUrPyAp1BSqRctO9r59ZaK8XNE4Yp7H8q+5rqU0UYDjmdg4E5xfMLzsrQMj6qgsDpgtZQWr3xoJlcohNgQj5DXqzmx7qlvFTk5d8bW4RkcAEVzZk16/uXPORKxgw2Hh7q+/+alorvvn5owa+6dsbnWZxpGyO0aTbVrJuJfIGH6zGnqgkIAgDQljVP6wCO2E+vWKP/V+PhpMx5VFRSVR8+1ujwSCKwGcOW/Gn8W//NwlnT9GzRueqsZQNSo7cpLzvjM3dfbEHQ6PDyZXAwAnv6+zuGD+/5JrTwS8A2GAwHEJhQmFELY47GNH7Pnthtvzb7+ZpYnlSUQmnq15vm1fwBAzfNrvxXHJ76szMm9mYlE+EG7DYq8fHB4/DQAaUwopBfq9FqpMSUNAPwWc8hSV7vd2d76mKqo+LOI3w8mEgGhKHBE4otnvvdJjqur8xDF4VjO8EgLhcARiogoLi59tFYtNpHDeGj/izPe+fBOjlgCe3Oj/+gTj/yTjIX1xIldPdv+/NzV23MxGwoxXT//eKX9VN3JikefWFxw24oPgi6XfCxSIRZDkZ29qOKJZ/5Q5RfMQoRhzSePfWRrbtzg6u66IDb5u/v7oMzN88tGj02abExKWrBwp3HR+T3lDz9+6/Fnnnh68ouvccXxCZVBpyNDZIhPszc3Qp6ZjcxLr7hhcM+uljMiIpGoHpNArS4ovP2uyfWvvbT/nB9+P0NxniuWiAghovO27qliWRZhrxfyUcsVNjWdDLy5ARleB2iKgj8YRoRhQI+u3xkIQsrj4uiwCVafD8cGRzA9ORoZIYQgRSbFoaFhcAmFBrMVBRoV0uQytNoc6LA7cG6qESP+ADLlsrF1GmVS7OkbhEEihlEmQbvdCRGHC5qi4AyGoBUK0GixodqgR2SU2OWqlKAJgSMQhDcchD/MH3+I0LkcoLf+CldmLmTzFmBXWTkKXlmPsNsNl8cDEIJIIABxXBw4AgHpnX2O2NnTPRL3+QfaiEQOyZwFkGflpMjNIweL733gt5oN684pfeDhnLhJUx8jhBB9VbXaOzz0tnKo1yPwWse2G+eyQTT7XKUqN5qm9Fss8JmGw8rcPC0ACNUajBw/Br5SCd+IGRyppEqXnDxBoNHA2dkB0/EjkKdnwdPbw0hTUym/yYSA3Q6/1czETZlGRXx+ODvaIEvLAE+hlCbMnrcx7aJlFzKhMJztbVAXFiHocbMAIUGXayyKxQSj6i/ixCQuyzDc2HWiKSyGo70VIoMBg7t3vsURik6ajh45HLBaKjgiMU0oAm1JKVw93UnSZOMLw4cP9MaOlQmHEXA6QmGv16XKL1ABgEMsBjzR2mmWZeEQScYcFkT6OChz86eF3O6G8ak6WVoGOr//ZsBaV7MbAORZ2ekxtXaxIR7a8soVhJCNk19647g02ZgTCfgDXsuITZ1XOLYOisMBG4nAbzFHBvfteVGenXN/LKoedLkwUnsCCZPHZM6gKirSGxcvfSph9pyLx5pM6mrg7u70h73e/e6e7t1x1ZMfBwC/1RrT3wNF01Dm5mWyLPtV1YSJR3zDwy00l4eQ1wNrQwOkSUlCv8XaPbhnx4ymDzadIYnAlUi1sfkRiEZMuWKJYfwYQggpffDRieNFW/kqFZGlZ04tufeBh+QZmYUBuz3kHzEhLBIh7PEALAuOWFJorat9XqSPy2ciEQXN4zHS1NQcidGYI9REH/J4MvlkV1fnJ+M7qTliCcIeN7gSKUIuZyP+BoSQ3EW/bj+9jEAAUXy89O/GxkALBPJ/9/os/ueD+o+HnEUMZQ+tfnT2x5vbZrz9wXH/iCnc+8dv11lP1W+z1J78qW/7n5f8tTsGALp/+enlwV07ugIOO4IuF/p3bjc1vff2ivFjqtdtbMq99oYbMy69fKE0MfkTMsqGSlaumkPRdG/nD9+e1/zhuxM8A/0fjZ902HA4R5KUPNZtI1BruD7T0Ed8pfpGvkKVGvb7YW2og7Whnk2cPXeOvqr6ntQLlnzORCKk59efDri6u8ZSLUG7zenoaN/91/3PuOiSO+MmToamqBjJC88VFN//kOmvY6a88uarxbffdZlx/kI6btIUr76yqhcA1IUlK/hKlfyvApSe/j6SNGf+XFVOHq3KL+Akzp53HRuOsG1bNj8+fPiA33T0cKDj269e4MtVw+OX44rEHEVWdpqmtHyjrqo6ueXjDzb9vuyC+a2ffXLV0MF9kGdmgxo1KDZMnZ7V9cuP26ynGoZszacg1OlHNaUiRBSfkAuAOFqbO5xdnXB2tMHaeKrLdOTQZgA+v9ncwIbDGK+tQygKVtHpNFu2So79g8Pod7nRZneiy+nCwaFhlGo1WJyRBg6HQnicHpErGEKZVgOdSAQpj4tWuwNHhkyot1igEInAINpt6Bln1hxiGPA5NDIUMoi53KjOGkXQarODGZXGylMrQRECLkUhTS5Dw4gFTVY7+t1uzElORo/DBUcgSix84TA0wQDOrT82Fk2hNFoYFVIUb/sZHB4vQnE5oDicqKQHAA6fL2ADge+WtNazIq0G9OjNUaDRQltWuUBbXhnHFYm75OkZRJaWDkJREKjU6l5DUnAkfLoF/6hUOdYZ6WhvRcjtAqGpM+pZBGo1ZKlpEBv0oDhcIjWmgCuWQF1QBEIoDB/e7xqpPfGaOD4B4oREhHxeGKZMp2guDzyZDDyFEkGHA7aGeiZ18ZILaS4PXJEI8uxsdP/288+d33z1D3tj/aVDB/cN2hpPwVJfC3F8AgDAOzgAgVY7pikHAL7h4Z8PrbqvOOz1tWZctvynjKUXT5AkGWmeTAZFVjRaxoSi55avUGqG9u/tdHZ1wNrYAKFWx9VXVqmsjaciALB95kJspfg46QuEPgiyg63RqoUxUBRF+UzDJwJO59h7AasFAzu339z75+82AGDCoTPOV9jr8VU9+exHCTNnF8gzMjmq/EKxQKHSegcHxn5w7r5eeIYGQWia5snlCySG+LGbPE8qBcIRjDcIDznsrMyYoosRLgBQ5hXANzIiUObmz+BKpYWu7q4BAGAjEYwvSWJDIaLKzcuQpqRexhGL0kaOH91qPnkc+soqyDOyiH5CdYp+4pQzmlsAoPunH+aNnDg29nrk+FH0bT0tGAoAFY8//ZpuwsRz3f19Y+9Z6mpGMi+9Il+ekVkY/Q4U3JDHzbCRCKTGFEhTUpF6wZLFDW+++tuJ9c+WD+zc/opAraFCLhdihAsAZOkZszq++/qIo721HoiS4pGjhxt8FvM+09HDm3t+++WWv+7z6LhG38jpKSrgdMLZ2dn7d2NjsJ1q+CzkdvkAIOR2+WynGj79d+PP4n8ezka6/pMoumvltenLLnkyptLMEQl3bV1+iRLAlwDwrzoTAWD/fStSlfmFc0FYka2+/nvcfbqcIH76zGurn9uYFpvk4mfOVuXeeMumqqfW7k5feunbHJGIq6uaEOj59eerfSOm90Nu1zKuRCoEACYS3m+pq83lKxQpYFmwgN1vtamzr7zm+jG7nLZWeAb6hikOJw4AaD6fAoe+XVteWSRQqRFhIhjeu8fpGei/sO7lF87oSCSECM/5cUzMHTyxBDJjyhkdVwAgSTKeG4uaCVRquSI7ZyGA/SzLRIDoDdrR1gqOWAy/2exx9/e1JM2RT4gtL9THQRyfsCji87xMcXlVfIWi1DB5as7wof0fiBMSpgvUGnXAZgXF5YJlWQSdDuOUl99sA1hm8guvPM+yzCaBWhMGy55xPTtbmp85vOq+XdPefK+JZZHB+APgiEQhNhzOq1qzbkXi3AWTYvvdu+1Pq2HKtPuTFyxMsDbU/cSEgl3hgH+RKD5BQAiBu7+ftZ48TlrFQoRoGnsFMhhVfHQKRfCMmBAnECBRrEKYYcDncJCnUuDgkAnpChl6XR4EmQiENAd8mgKHojAlIUpq1HY+PjSkgt/RhGSxCH1uL1i3FxohHxZ/AIFIGN1OF/yRCGgAKpEIdrEUHaEIcrzO8YeLUCSCIZ8f842JcIfCaLU7IOFHCZ5awAeXppEql+Ik77QaP6+pAdlBP8ipmtAvu/fM1jyw+kvCROJcPd1gwyEwDAOuRGLYJdc6+B6P4ozrg6ahLiq51NZ46mt3b09H7AHA2lC31U1z/nxt4uy1WU11xC0So6agFBzzSPR6STaC5vLgaGvlxnSpvCMmcEYJXcDu8HElkjMiqnyVGurCYmn/9q2i/h1b35QaU8/zDA4KCCFjHaYUlwdLXS0ESiU13nGA5nBhOnTgmfYtX+wHgLJVq9OUOXlrCEVR1qZGRqCQU1yZPKomb7N6JYlJop4/fvMQgnxFbsE1ipycmRyBgIpeyxoM7t+DgMOOiD8wFq3yjZhdcZMmp8auJ8/gAAiHC5rLpU3Hj4IQgi+nnwN5RgaXL1cYxF1dfmtzI1+VnUsCDjssDXXv8RUqqenoIRtYyCkuN+zsbNvUt/X3nwgh3InrX/yDFkuC9tYWgVCnh6O9hbHU163VlVfePd4dgCuW8OpefbEwcc78b5Q5OVl8hQrq4hLYmxpB8biK0HhRWZ8PQadzR9+2P9MUObnJkVAwYqk9+aq7t/tTd1/vtZLEJA4A2JsaETdpErgiCaWrmnhRyycfvKTKL5SBprKd3Z1qfWV1dtjrARMOQ5qQCFd3F0T6uOQ/Ll48e/anW7wAxmQe+EpVAv4Cv2moRl1Wtijtwou/Bcui47stF3oH+saiS2WrVj+YOGfeLVyJBI72NjCBACwNdUfbN3+2IOe6m84kLQxrEunjxjqZFVk5hbqq6pKuH749WHz3/d+Evd5/EJrmRgKBsYeqgMXcazlxrLX5w/fmGiZPWxp0Ob1Hn3jkG3FScrmnt2dXzHXi79D25RdPhL2+1RyRiNiaGux1L65P/VdjAeDIE49sLr57Zb8kyVjq7u0+UbNx/d5/N/4s/ufhLOn6T0KSnHz+eKsbkSFBQQjRsyw7/K+XAuImTjboJ05eoZ8wsafpvbff+OvnHKEojjPuBkHRNLgSiVyRnXvJaTV7KV+alnaLvbFxv63xVC0LqPwjpu19W3/fUHjHPX/Goha2xlNWWVp61viidorHAxOJdAMYm4gkcfFpsU4/ClxIko3SvXfecjpOPgqWZX1zPh2TJkPI54O7p+efungiAf8ggMTRZRCwWIYBwFxzYp1QqysS6vS6oMPWWvvShit7fv7heNKCRU+6+3onSBKjNdjO9lbW1lD/WtlDq5/UlpYvHF2tgQkGBxrffWuiMC7uPF3VxAdUuXk6V083tKXlolEVbNowfeb9A7t2bHa0tjwRsFof11VU0YSi0L9rR0hVUHiuqrB4/8DObXOS5i/coauoSgXAlaWl3z24f8++sRtkfx/4cnmprqKqDADkWdkLO7/96tJjax6/surp9R/zFXK1pb7ujUBr236zSnnA/PwbiTx9HHoQ1Swjr24Ap7IaC/ZvA9wuWCxWEJZAKxKiy+FCvkYFGY8HbygMk88HwTjJgjSFHFKJBBN0avBH0xutdgf6XW4oBAJkKRToc3vQwuHjHIUUilG19xQmjFMRFgeHTChQKzHk8WHI68Xs5Og9TcrjwuIj8HH5SBcL4A4GQQD8FGTxR1U5kr/+AkaKxeT2RjB+P/rdnp9OHj++p/ie+y+Sp2es5YgllZFgkCM2JBBFRta5PdNmgGz+hI0c2k+CicnwjAwDIOCKxQ1N77/Tm3LBkguyjcZvKalUE0nL9FpqTnwczszuaktImyZOSLhNoNYgYDGDJWSMqMgzMjFy/KjXOzj4YCQYKFEXlUz3jYyMDB/Yt0GZn79BoNMl88QS+CwWcPh8UBwOEmbNuf7oE49MACFPpFxwUa21oR6q/AIwkQhMRw8hfvos2JubTg7t29MfN3nqIgAY3Lvri6h7Q9RRS11YPFWalEx5+vtAURTlGRz0+evqTrJMZJP5xLFdjrbWXxPnLsjgy2TigNN5t/n4kRFFZtQv09XZAcPEKWNpa/PJ417PQH9bwG4LEELGrBxoLg9sOASvaQiKzGwItTq4urvGrHVkKSmC/l3bv286sF/GMBHGbx4ZyLnquk0AKMLhQqjR8BQZmUvKVq22TXz+5UuT5i1I85mGQXF5YCNhaEsrKEl84jP9u3e2+i1mCNQasCwLz2B/oO/P3xrmfvGtiCeVga9UglAUhFodQm6X29bYsAXAMkJRrO1U/S+HVt17LnDa3irWbJNz3U2LdZUTNoBlE/k6vZgrksDV3QWeQoGiFffcaT55fFvdyy/MGzl2xDv1jXebNMVlWUKtDsyojZK7t2c3ANY3YgqHfT4eRygEEwrBM9h/Ouc8Dpbjx38BEGVBq1eNvU8IES36dfuq2HylLiyGq6sTIYfjuczLll+jLauY7+rphjTZiIDdHrLUnnxdkpz8IE8qEwGAzzRscnV3tQNAzcbndk5Ys+4OZW7elcMdbRqR3sBjmYhp5PixVaM1ZkMAXi1Z+dBzC777xSbQ6uHqbA+nXLBkZtf33/wtOer+8bvHATz+d5/9K4wSrbNk6/9SnCVd/0l4BwaOhLzexbEOHL/F7APwT6m28UiavzCj+J4HTipz88Rhvx+Tnn/p4v333Tlz/Jje339Zn3LBhQ8bpkwXE0IwcuJYuPf3X2/RFJe+OH4cC0xLuWDJ9FgtiqWuxqzMK8yVpaaNaUQoc/PSBvft8Y8vvg/abY7+Hduu58sVz/LkiryA1XIk5HZXAhjLHzChIKvKy9dTPL7QUnOie3wbc+/W376IhIKXckVi2JsbQyfWrVGqi0oEmtLyif6R4aHuX35qNB06eDuA1zgCYby7t/vnQw/f/wYeWonjzzy5NX7azBKpMSXb0dZS47dZMePdj/u05RU6R2cHBg/sDRBCnP3b/7zD2dHWT/P48Y621mhEKxIGCEls/vj9VgAv5P/j9l/dvd3r2QgzTZKUPFY3QfP4RGQwLDj4wD1rZr736e3ewQE9y7KInz6Tazp6+O7My6/MFKjUtWyEGWO2FIeDkMudEQkE4O7rgSQxGUw4TMatk5IkGctH7VaWlq586FxVfuErofIKRUNbSzjpq8/hX3YZaLEE1r17oDp/Keb9uBnVbBgQC5EiFqLebIUrEIJBIoaMF33QF3E5IL5o2rDd4YSKzwdFCJL7usDnn64nkXA56He5QREKDAsMhUKh9tKJXMXA6ZJBDZ8Hv98PPp+HQY8XhBBohafJOwDwaRo+JoC3Fl0MXUcr/PGJsE6aDjVFoffYETbr5y2kIxhAh1zl37d0rmjnlu938pWqT3bfdtM0Qghv+jsfvKPKybsqds6GMrJ8fJWaJ1GqOFyfF0MH922pe/XFP4U6Pf/uOTOOXOMYEMABbBroPj80cUpV13df57h6uv6c8e5Hy0U6vVyabISrrwc+iyUoVKt5AMCEw8NcmXwWY7NorfV1R+peeeEm79Cgq/ju++O9Q0M30yKRUV9RJY6lOwFAnpt3nVCjTdaVV2j9NiuGjx4GIgxA0czQnl1r+ndsfafj6y+HCu+45xwmEo40vP7yb+NsckBxOAK/1YKg2wVpair4coUw4HBM7Px2y5cd32xpm/vFtykxY2V+NG0psTU1NkeCgQyWZYmMOi2bz5VIOp3t7V/GTZq8pn/3DsiMqRDq42CuPXkkEvRvoXj8q4RaXbTD5C/qAEwwVKKfONkoT8/A8JGDs0RxBuLq7oJ09FjF8Qn6uElTHgr7fSCjtXYx8gEAQn2cjgkGv/eaTJPdA/1gAkHQPP7eqiefXaKrqtZzRGJY6uuiPokMA4FG6957+82XxE2ZtpoJBPzDhw92xdY1Wss5hqb33v4ZwM8AMPXlN99hMjJvADBGGrVlFbPzbr7NFvJ6hs0njl8jUKqeJBxOmndgYCDocn50+OH7X6l84tkPpcZUken4MVA0hUggwHZ+89UFuPNW/GchSUoWcsWnBeoIIXC0tx1v/eKTHVmXX/2nz2SCJDEaXXP3dB8/9vTjT1U9+WyXKr/wDpaJBM01J9dY62rc2dfc8D0bDnlbP/3ocpZl3zpjI8suOOOltrzy7litGr+4lBN0OjcD+KcI3Vmcxf8bnCVd/0mcfP7ZZyY8va5YkZ2zIBII+If277v1P9JYSZoz/xllbp4YiBZZqvILZ+TddNtiTWlpiae/r/7Ymse/Ylk2TAhRF9218guOSCRs//qLa+1NTaaca25YTfH4qXy1uijksAt4EikVI1wAINIbyoNOu97e1hqhuVya4vHAEQjs5mNHXutLSvJIEhOXBV1uZ/+2P27u/GZLA4AxxX/9xMkZPIW8Xpaazg/YbLA3Nx2a/tb73RSPxzMdPvgOIeQfsWNrfv/dywBcFl3yAiTNna8se2j1T+qCokkht8tf/czz957csPZ1AJUAUPbIE8NzN3934/yvf4L1VL1nYPcOCYBBAJjw7PrP9BOqdQCgzMyCg6a51rra1zMvu+ql9GWXrXO0tFiSF547VuDv7u8bO2BCiC5+2swFTDhEW2pOQF1cCgCwNzdClV9EAwBPJtNIksYEvhEJBJA075xzaR7v3JDHw8aeiCOBAGRp6fqRk8cDojgDn+bzwYRP17WEAwE4uzpqACB18UUZaUsv/VZTXMIhhMCTnAJq/07MWfMgnCyLfpkaQ2XlkAbP7F6X8rhgwWLA7UGK7PT3FmIYeEIhZCjkaLLa4A9HUMLjevoiQnGiKEqa+l0ezEhKQIvNAZVUirA/yHVk5ODESD9KQ9H00GG3DzIeF9WG0zaJ9WYrOhxOpMllCITDcIVCmK9RIrTtF+yfcx4iGi0i7W2QZ2SCo1KTE6uj/RIsywp4NTXzOSIx1IVFU4vuXslnWfa1qa++3TfukMAVS0XK0YiPIiMLQbvdBwCTLlp28hrviCAmiXE940ddKBCXtGDhywcfvPfq8keffEORnXMPy0R4HKEYTDBM2VtO/UkInaMuKk7lisSpvpERsCwDoU4/s+iu+9anLb3keYFCCVtLM3wjI9FIDsNgYNd2n2HS1JvDHg/cg4OQGAwQVFTBbzbD2d3l2n71pY/hthsBbAaAHwkhukkbXgnN+/J7ymc2MafefWNu6rkXvqkEM4EnlopiJIIvl0NdVLJ2xnsf30RYRDBubmRDId/wiWMrMy6/8jvf4CAVCQVBc6NE2m82H+GrFLm2hnrET50BABjcs5vZd+ctU1mWDZQ//PgwyzAfEooCxefDOzwEoU4PR2uzVVVYZBTp4+BoaQZXJCbsmRaW0eueohB2u8GyLHhyObzDQxDp48AwDAZ2bg8ZJk6+MRIKImC1eQRqVe3g7p13Jc6d/w3F4XD95hGI4+JgqauBpqQU9t27YvIvTf+0oX+DvXfecnPxPff/aZgxaxPGPayJ4xO4UmNKIiHkwz8uuTARAOImTSmQJBunZ1557RXJC8+9giMQQJGRCVdPN3gyKVv/6ov/ZCIPRAvl/24+dfV0W6a8/MZ7CTNm30QoCpaG+pbuX364beJzGzuVufmSgMMOe0sTNCVl8PT3nQCAw6tXfQzgYwAgFy8WTn1jk9MweSqHjUSgrai6kBAi/HdzN8XlnlHrzBGKBP9q7FmcxX8VZ0nXfwGHHn7gdAvjFWf6bqnyCgyK3LwLPf19e4YP7q8DgEg4eEYtAMMwbOYVV30pVKu5kWCAqV674Z6DD977EsuyAQBRY8enHwcANH3wbhuAiYQQ+bm/7egFRUlDXg+4olitVktj5uVXPSGOM9AA4DUNh9u//vKhgT07uxANd0dXdMNV/3Qcwwf2tQEQEEKylfmFzPS336/ny+Q8ADBMm3lTwW13fk8I2fF3jQHJ55x7nTI3fxIQ9URT5hc8TAh5g2VZVlNR+cTk9S/pYtID4vgEcdaV1+5p+fj9qQBA8/lnTF4Uh0MlzJ7zKE8ijU5yDGsYX58i0sWd9pLU6uIpDod29/ZAmV8Ad3cX3IMDkKWkBkaOHj4oTTaqJz734li4KBIIgC9XgB6NMnHFYuLoaEe4uQkhlxNCrQ7Ozg4fRdF8QghYhoW55gRovgAhlzMUcji8lxfkFl5QUnqwXafjxPZLbIjHoCEZiWIxpFwOKDD44dfvcCQtG0WtdaApCiavD0IOB+5gCHZfAIeGTIgXi+AMBhFhWKgFAtCEQMbjQcknoS9a2m+dlBj/WjgckjAsC5VAAFcwiAjAvjd1Ppm2/WcUdDbjo2nzcayzBUQgRK9Qgsu3jzkzAQAkPC7UAgEODQ5DLeBDwOHAEQpj9+LLICuMSi0xoRAGD+yzChQKGoAcAKwNdRAnJkKo0QAARQuFT8VPm7GFjUTWEpqeKk02TmUjYdCCMzshKS6XTwihFzz5dAbbagJi3bAsC6FWD9pqnVi26tG5KectvpMJhXkBuxWEosGEwxzv4FB/4pz5c2LXs1CrxfDhA9CUlOqdXe3XxfxH5ekZMB05FOnd+sdev2kYqUuWTY9Fm821JxHxullC0cRvs7Kuzo6X8RdUr39pIHHufCr6/eVThFB/7r7lejrjkssHU8678FepMWUsF8+VyvjazKxc07EjQUtdLSNOSqI8A33h/l07rtQUlaRz+AJKYkyBq7MjakxsNtlbPti0Qpae+W3JfQ+OPSwYpk6jcq6/6Z0pL73RpcjKNvb8/stv8vTMKsLhqNhIBL4RE/gqtVI8GtFSZOfA2dmBvq1/WPlqtZji8XhiQzxx9/X6OUKhQF1cipGjh0ALxR5XT1cXX6446BkanJF2wZL0mKI8oTni35csmsaybHjhD7+LvSYTmFAQ3IAUIp0O3b/+/MPR1auexD23//UUAQDyb10RFKjU9PCJ40f7fv5+wvjPRqOEX05a/2K2JD7xcZrPp1w93eCr1LHfqQ4ASu5/aEXVk89uFMUZKGdnRyTsdpOYQTRPrkDf1t8325tOnaHxRwghEze8HDnn+9/Igq9/hOnEMffxNY+f0QG4785b/1F834O/c0Qipaevz22YMv0VVV6BBAAECiX8IhM7dGDvpvYtXzyAm64547jybrnjJ8PkqRxCCAiHg/jpM/mJ887ZCOAuQggpvPO+p3hSqWJg9451A7t29AKAvbmxVpKUXMIVieAbGcHIyePvjz13nsVZ/C/iLOn634Cc626aM2Hthp9lqWk838gwU/rgIw+dWLtmXed339whNiTO15ZXqIIuF+zNTX3J8xYkAdEUljwj8wJ1UckX8dNm3uq3WzpbP/nog7+um2VZx8T1Lz4RP23mMz6Tied0Oc2RQGDH8KEDP8dNmjI2XqTTc8Aw/yV3epZlm+OnzyrgCIVjha4UTUOamv7+eX/uls3+6Iu9HV9tvqzzh2/NAJB/yx3nG6ZOf8Y7OICI3w9RfDzIuFSLJCHpIsG4riCeVAqxIT4v9npoz+7HpcmpC5U5ufxwMABLfW1zysLzskNuF/wWCwIOOy+WGmVZFgGnPXfu519vHz64/w53b88OcWJid1z1ZCOhKEhTUiFNSUXLJx++am9pbk2cu2A6LRQ6nB1tckJzwDIMgg67FcBY4X/QZmmSpqTlKEd1miKhkEKengE2EoG7pxtsJCoxwVepuDnX3/xtkccWmhr28552u0+fM4aBwOkAEBU7VQv4SNq/E0FDAjYHQjAGPciWywGWRaPFhly1AiM+P5qsNiRKJdCI+PBHosrzgUgEHELoNJnsvnihQCLn8aAcJTatNjtOBiIOidup8FME0+qPoT4tC11LLh/bl7qj+2EM+8DncBAIh9HlcMIdDKEqTgdCCGrNVrw/YRY441JSFJeLsMfdNlhfuzLi993MMmzAZzJNUxcUjanzShKSlFJjap4ozkAToNFnsxap8wvkvqEhBOw2lq9QEr/VYrXUnHxHoNYofAlGzkc2M64y94EFsEmsBpOdC/fXm0+ocvIW8GRyobOjfUxeAAAc7a0J3sEBC18m0wBAyOMBRySGd2iQZcLBXpZl88ioITpXLHHvvOGqGdPfem8NVySaPu76hbu/r4bmC1JUeflykU7/j8rHn6458vjDY56CYoOBHk/khRoNBQBtmz/bk33NDYspAf9zWUqaxjs4AIEyeqloyyp4++6543rz8aO7U5Ysm580/5zvEWE4sSiTLC0d9pZmiHRx7sF9e1zGcy/YHQmHZsc6i1mGAcUXVEtTUq+kuFzwFErG3tryG1+pXChQqRFyuSFOSDxDKdfd2+Md3LNzZud3X9clzJprkBpTckI+rz/1/AufdXZ2VBKapj2D/ea2Lz5dZD5+tHvi+pdOjrcz4kXToQkAuk0njn4nS02/TVtWcTpq3NurHZ9iHY/q5zYyudffTDh8PvTVk6qMyy5p796yOf2v4/avvOupzMuWn5KlZ36or54ojkXevaahEQDQlpY/IoozUAAgS02jracawgKNhgMA1rqaoaOPP7z8rxGm4pUPeRNnzyOxcgjC4UgIIYksy45FWVmWZeWZWVvLVq3enrHssvJwMAB7SzMUWdGoayQUDDPB4Ej2Vde+UrJy1V6RTs9nIhGm46vNH2oqqs7YHsuyYBkmQgghk158rT5hxuw8iqahKiy+Jm7y1PyhfXu6Dz20srT47pVvCuPiS53trR+devv113AWZ/G/CWdJ138BhbffVaCfOOU5jlCocbS1fHPg/rvXAkDc5GkvyNPSeQAg0sVRmtLyBwCsMx06YCGExKdccNHygN3akXX5VUsAjD1q+q02T/kjj7ep8gokIZ8PE5978bID9981/6/bPbDyrg3JCxb+ypXKVB1fbT7Ismw48ZMP9N7BgV6RIT4JALym4UFnZ0ftX5ctvPu+fk1BsSHk9aLty09vH9qz+/Xxnw/u3tFgPn7crquaoCCEwNnRBqFer4sEAhCo1HMMM2Y/CuBOADBMmfa2pqjktOHsiWOst79vfWwitTWeus7e0nwoRmrcfT2wtjSNNQ9IU1JlHKHQ4+rp5kdCIYbx+T4x19ZcJVAqMqXGFAji4tD9689/iHQ6pUCtrtSWlCu9QwMzDVNnHCSENHX//vO7qrzC1XyFggsgahrsdnUV3nH3IaFWpzfX1bgECqWLFokEtlMNw+rCokRnRxtYhg35rZZfe/747e3sK6760dnZQSRJyaB5vGiNSEc75JlZkBGCoMuFkNMBisslSsLy9BwK8/78HjsC8xERieDo7WFTT9UMDfMEBkEkjO12N4xyORx2CxQ8HgKgYA8EMODyYEFqElrtTkxJMIBDUWBYFnv7BiHkchBiGKgFAvS63NSSzNRCAOhze0AHCYKRCFzBELIpKHT7tyECwCiXQQxgfOiUSTZioP44TD5/VHGdx0XBqF5vhGHwZXYRROecB0dLM0S6aBrSZx6BpqSsiiMQfiZQafj21uaPhg/tv1JbVr5VFGcQAYC7p2uYcLmy1PMWfxH0uIQsw8J69HAk6Avssrc1fypQqQPu3p7jjZveaiTrnyFM0H/kQElV5dHBBIR9XjBpGaxv5/ZTtRvWXVq97oW7WZYF4Zw51Qg12o7hwwf2A+xjAEHE5wXhcNC/d9dHtc+tvZWnUNcoM7JS2UjEO3Rg3024bAlcXV371cVlYZ5Ewgk47BBqtGG+TF4Sk6LgSWXacHHpOgBjpMvV1xtWF5WMRSq9w8NjxKP5g3e3EkLijedfeJPxvAtfHTlxDFyFEqrs3Iizo22b32LunvPplgZNYTEnuuwQhg8fZIRaHSVQq8PDB/e/onn8oWlCXRyn9/dfTElzz9ERmsLwwf3hjEsuzww5HOCIROAIhZSlvrZcV1EVrbXMzMLgvj2MtqKKonk8DOze0XzooZXlQYfDY5g+c0L89JkfhH2+YNPap6qlySkdqYsvmjZKcIw8iaQegNTe3PiaprTs7Vi0zNnR7mNZthsApAlJAaFGi/FkU6BW/61SOiGEnPP9bySm/yVLSUXi1Jl/24GXfvGlxZmXXfmxIjNbGHQ5MbhvTyQS8A+fWPd0PlbcAkSL8cfgt5qdtqZTSprHJ/LsnLgJa5//DcC88WMEGg1nvD4WVyYHgPkANsXeS5gxS1J4xz0H9FXVeQDA4fEh0GgQdDgAmkLAYhmInz5rVdjvB0cqu1KRkUkAQJKYtHTP7TefqykqcRimTOOwkQgGd+3092/9/T55RlaRrqIqL7ZtVV6+OHn+wkcwqstYs3H9P/7uHPxnkbb0kqXqwuIn/FZLX91LG/5pTj+L/3txlnT9F2CYOv19VX5hBQBIU1Mryh96rO3YM098RdHUGeeREGpsFhlNHW4CAOOi8+ppgTCVr1BUhdzuU96hQcowabIEALhCIVQFBXMJIfzRZc5Az2+/nIr+F+3A6tv6x3DxPfdfpC2ruAcAZT5x/OWuH787owYn7/YV9ZlLL48fTRuBJ5G+BuAM0sWyLDvroy/2uXu6FwEATyYHy2JMxyngsC8jhNzHsmyIFo7zg4muj3U4HfWx146WpsNpF1/2YtLseSsIh4OhA/t/6/7u60din6uLSi6TnpacoMBEltibGjdrihY/AgBcvgCaouJKV2fHO/L0zEqfeQQ8mQKSJKMEQIVArc4a2r+nXpmXXwqKYm31dd8aJk2ZIdRGGYU4ziB19/Za2UjELtLHJfHkCvCjaSpu31t/bC28/a73xHEGwrIs7C1NiPj9Jp5cLqX5fKHfPIKQywVC0/CNjCDkduNUQSkmnzyAc31OTPn1S7w5cxE4JWWkNRAwjAgEqK45hEy3C8U8Ck1WG+LFYkRYFidHzJiZFK27VQn44IwGAylCoBULkSAWsbv6BjsNEnFasfa0p3aiRIxDg8OIl4hRpteCZVkcGhxGdXw0UjXj+AH8lpYJjloDzsmjSD1Vg3q3b0TKhCUJUomw0+5Eq90BAuAoTwyfPj4kJIQrMabA2dmBoMsFcXw8eHI55GnpCaL4BIgTk+7xDg3t6/r6ywsKM9K/T2AioqqG4/qdtGBjTzAg5Igl8Az0g6NQ0QztmCXQ6KopmnqQr1DGA2hMW7LMEHa7tzGhkD8kVXQ6h4ffr7368r0sy4Yr/L6XhPq4RQO7dgyBIjyxIV5FcbkIOOwee1PjDxShSNjnZ7UlpWPswG8xC2Z99EWbIjPL4BkYMPf++fvVkYDflzh7Xnzftj9+qXxszXJ5ZtZ5zs4OQdqFSy9ydXed8TuhuFzJ+Pqgww/eKyUU5ZYmJtNe0xBzYt0z2bj9pvHXfyjjiqvDQo0GhuqJ8Nut6Pvj90Fne1s3ANAC4dhvW6SPg7O7yzF8cP/N/hHToEAfd8/kF15dJ1BrYGtsiOx/6N6X9OUTKrIuv3IyIQRClRrOzg4INVrwpDL6DPFNkYiyt7WAL5VBU1qeWfbgo9frJ07eVXznfQdUBYWEZVlIko1OJhQaPqOWUxcnAYDGd998J/8fd4hVxSV3hVwOd8uH78/CjVFDeyYSDjKhIMYLIAfs9sP4F2AiZ9TQI+L/p6oCAIBhyoznFZnZQgDgSWUQ6ePYXxefk4AVtyB18UUJsoysY6I4w1yhRgvv8BAT8fsdypy8064dmdkzCCHU+Iib9VT9Nk1x6XzJqM2to6UZLMtuGr9d46Lzr5OnpeeNf4+NRAJNn370StjnPZF+0SVPAVEV+RjhAgB1cenM5HMWVe657UZRxqVXfBoJBt2d32y5nmVZVmQwWCOB03WYLMsi5PF4/tU5+q8g44qrb8655oY3ZSmpCAcDeRPXv+g4sPKusyKoZwHgLOn6T4MQQi/8eetYfoTm8og4ITETAExHDj8tTkj8UGyIpwMOO6z1NZtw8QXIuORyg3HheW/w5Ip8v8V8JOzx3rLtqkvOjd0Uqte+sHn8NliGBYC/TQHEz1nwo1CjLDbX1C91NNYdBoCaF547glixwfKL/2kZRXpWToxwAYAkORmEkMUsy343ftzgrh13JsyczeFKJGlDB2vYlHMvGHOnVRcWG5IXnlcC4IijpWWn1Jh6LofPR9DpBFckohQ5eUsAjIl5dXz5+d0YNZQuqq2pmrnp4/d9VovB29//kyw17YxJjQkGnRgtsh97LxTyOTs7/tSUlt0e9npFwuTT6cqQ2y1LPufcUpZhAJYliDBznZ0d+1zdXWAiYUT8AWjLylUAVEw4DHdvT6xwnhEnJuVxRWKdq6tzVHU9GLHU1X5oPnGsS1Nafj8biRhjSt2SZCOGD+2PDM8/n17LsEimgMHEFPjyixHq6YZh4hTwZDIcy87B8FefocpvR45KiVa7E1YWkPLGgoEI/6Ve1xMKodZic7VSnKYJEnGaxedH3Ghzli8SgYLPQ5I0WqtMCIF/XLRihsuKto/eQhEiyA75IZeK8QuX33OkoeEKWzD04uI04wKGZdFqd6Iy5EXi3j9tfyYkqlFcRktTUmFvaQJXJmPtjadYjkhMuXt7wEYi4MlkC0rrjrru842MdYlpPba0py0W0AI+1AVF0X0fHIQ0JU0k0ulfDvt84connn4k68prL5dnZBYBgLWhnnvqzT8OsiwbLnv48adTz79wRUy+ZOjQ/u72r7+8XRyfkO7saNt18vm1e6a/sWkdEwwQV083eHI5+HIFeFLZIm1pebReR6XWpF5w4bdSYwrPN2IylT346OXH1z61GcDm1PMvTDZMmTaFJ5PpPYMDEBviEQkGWXtz43vjU1gsy/oL77jrJrFe/yBPKg8nLzgnHcAZzhHxU6atV4w6DwgUKqiLSsaM7l1d7X3yjMxkiqbhdzhgOrDv1ODeXcO2xlN753/1465Y/aIqv5BOv2DpYr5MtosQMjm2PKFphHw+1tXTtSXgsN8SK9xnmQi0+WPK8ZQ8O+ea+Okzr1YVFJLYd6+vnsg58dyzkfjpM093I3vcTOn9D88+8dzT2xrefOXFyqfWPqDOLzRWPf3c8ISnn7Meevh+df+Oba/Gz5hzcdDlThOoVAi6XLB3tAXxN2BZlq14bA3Dk8kovkoFy8kTOPXJB0/h/rv/dvAZL0fbMQtuuaM4bcmyrfLMbA0TCGD46GFv39bf/2GYPO26kNuV6rdYor+5YDAE4Ix1tHywaUH29Tft05VWVAddTrb2lY1luPnaMzZLuFyOOCERtuZGKLJyEPb5MLh/76ZTb722EgDmfPLlcgBpFJeLkM835v4R9ngCQYfdNCoHccYE6R0c7K1eu+HruElTLuKIxBg+uL/r5HNPr8S6NX93mv5LMFRPfEoWtWECh8eHMjtXRgjhjrc+Oov/e3GWdP0nwbJsZNYHn+2WJhvPA4Cg0+FxdrTtAYD61178NOOSK1olRuMS/7DpQNOH734PAEnzF67VlldeAADyjMyMSCAwCODe2E2h6/uv75IkJsxTF5cpQh43rLU13/zdD7NqzbrAhCef4fGkUtga6g4lLlh0V99vP7/0H+2zZ6A/EA4GRLFak6DdBgDf/3Vc46a32gEsAIC8G3+cHPJ6d3FFItrV3QUmHGZyrr3ht2lvbOoTGww1Q3t398kzMhNpPh/ihERYG+rdf10fAGRcfJkx54Z/fBdyOgy6qmoAmD+4d/e24SOHdioys6b5RkY6+ndt36wpKV01cvwoVIVFCNrtXmt97SMnn392a/lDqy/ka7RLPAMDV4jj4yUcoRBe07BNmpKqJKM3IIaJyGSpaSWxqNzIyeNwdnVClpIKisOB32rxEpqOWOtrX/AODVr8FvOYKjq6u+iU8xavDLkc7o5vv3o6+ZzznsCoiCMhBDQvKobpmzYbdXY7xKNP4uGAHwIODVdPtHyuvqjC8kZ7o0of8JO9HKm1U6rY91DzyfN6XW4kSSXQCgXYPzCEOJEIzlAQXIqgQh8nM0SYhV12e0RGUfRQIAgolNifkovymsMIMww4FIVaswVtYjmyWcBAgE6KRvfkWZjz0xeQy6QY9nrR0zOw/XuJqnfO5GnGNOswDorluIkQEEKQDuhCv30b+djh/Cnocu4e2LltD1g2kDBrzssJc+ZPiV0XFJe71Ld322lBNgAELAL7dzlFs+bLYu8xoSCkhqhCCUco5Chz8m+QZ2RmxD5X5uVXq/ILz5/y4usJkoSESykOBzGSyxVLE46teezzUT0oOmt4yGiYPO0fusoJIITAMziAkNPJhL2esXBQyOOG1JjCAwChVqdTFpWslCQbCz29PYdYlj1QsnLVpdrSiruDLqdg+MC+k+Fg8BZNadmq+V/9uMp6qs58ZPVD2vRll07Kv/m2d2K1RgKN5ofSBx75RVNatiASCESGD+5/QFNadqYTORV9WbH6qQvVRSVWW+Mptae/LwBAknfTrZMzl1+zq/rZ52sVOXlnLEdxOBzTsSP7JalpVwkUSoQ8HngG+oKmwwfvr92w7h3v4JA8ftr04pDHw5EkJWePX5YJhlxBlys0Xu4l7PXCWl/zaN/WP56SpqQkR3w+EJpDpZy/+Nviu1bOtzQ1nFf56FNxMYstUVycKuPyKz9q++LTq2Zs+jigLSk9vW80uQ6jD0N/xdEnHqGF8QnfS4zGGeaDB8pYlm3/u3GOzvYW4SnDXJ5YgnAgAFtjwwksXghdVfVNArVGw5NKAakUAo1GRFi2uuPbr+4T6fQHFdk5HCYchqunKzR387c7yh9+bM2xp5/YGltv86a3x0gqVt0HQghHXz0py9Z4qidgt7nDHo/G2dXJUlweGTl+DEwkDKFGM2al1rf191tYhlnPEYmTzCeP+1QFhWVg2Ii1vvap7l9++lsLHwA4+OC9S5W5+flcmdQwcvjQtr/raMy++oZt8dNnzCI0DdPRw131r2z8t+KnABDy+c7IVDBRR45/KbB6Fv934Szp+i+g9dMPrw57PQ9wxVK1rbHh25Mb1o0J3LVt/vQwgDNC+DyZLGn8a75SOfaaEMKZvPHVWwhF7+/45kt6cO+e1/v+/O2Hv26TEELmf/MzL6YbpCooQvK8BRsA/Iekq2b9s+Lq5zZG5BlZFBMMYujQgb6/TiyEEHrKS2+8IElOnhVyubpYhlkxsHP7QwKt9h5ldq6OJ5NRAFSSRJcq5PEUhQOB+pDHbWKBAmtjA1eRk3vLxHUv9Bx44J6XAaBwxT2VksTkMnFispINhw2K7NzTXV1Tps2u3bh+/sGVdy2NmzJNmn/zbTWSpGQZE4lg5NgRBOyOOqFWN3vhD78/qy4q7fIM9HfrJ1RLCCHwmob9lrranykef7kyKxu0QADv4CATN3GywdnRDsLhgCuVgo0w8JlHQAixDe7eMb/xnTdrWZYNVKx+ai/LMnB1dwHR1A36dmwFT6aQaMorn/X190GengFCCAI2K7hSCbG3tYBQNEJOB9yDA2GBSs2JeH3wj4xAakwBEw7D0do89PnRE9ONi87/MWHWnNR8geC8bV98jCtaT6LL6UK72wPC4eCETAVewIPzhFGik05ToLlcOkUmRWuYwXt3PARaKMRISQVa/vwR0pamUMjrD4WUbMfGi67IV4QCxJOUAm7dCYg4NLqdLsh4PBQkJ18UZ8w+6Vm4OPczhx05TXUgttPBQ3UkTKuMxnPTtv4yIdlr5dy9++BzhXH6Ts7C86fExghUauUfQyO/VqSm3niO1w5fhMEPRVUwtXder2tr+UienhF1QPiLnRMTDNhDHk+QKxbzAMDd2xPOuGz5B/K0dKGtpRnOrk7E6vss9XVs6QOP3Lvgu1+fovl8nqW+1ipLz5CN7wrt+O7rj3kKZYbfbJ4s0GgQGSfjEQkGEXLa5s/9/Ov5IbcLVU+ttZ9c/6wSwE4ASFt6yafFd98vjREQYVycJmH+wtf1ZRXeGOECACYU5KWcv3jxOKmIV5o++mClOC7+eVlaOgIOO6x1tf2z3e5flPkFsyRJSXyuWAJCUQJlbh5NCAFHKISuelJR//atp0Tx8Xk8sQTunm4MH9z/mCw1NcCGQnB1d4Hi8aCrrOYd+fVRMnfzty5ZajrlGehH/46ta/xW8zmegf5SvkZDIRTy8ZTKPN3EyS3927f6tZVVAiYYhOnIoUFrXe1HqRcs2SfQLKuVGVNFgmjkWirLyJjmNY9Mjh0vAPAkUgjU2qLRX/YZXxbL4J8IxXj4Bvov+HefC7U64cz3P70mFsEJOOwImEeyK1Y/tVRqTIn8kwZZOByInzZjoiI7hwNEdd4UGVlyvlI1XaDW5OgqJxSZjhwyVT+z/mZlfsGDAGA71fDc4N5dX8359KtvFLm5U/wm03DZqkffTr/4sgdj5vW2liYoMrPR+8ev9ti2Rr0cxyJZhBAeokG8/zCyZGtsaADQ8HefSZJTlkx95Y1ZsQYQcUJiStrFl3/f8eVn//ZcNW16a5pArWnTFJdSAZsN5rqak/+RvNBZ/N+Ds6Trv4BRD7QH/7PjnZ0df8ozs2dSNI1IMMA429v+jH02acMrjyXMnvcIIQTqohLwlarjAP6JdAEAoc58EP9rUfK/w8H77z5dSHLphf/0efXaDXfFz5y9YvTmV8AC1LYrL1mUe8M/TugrJ4ylDbkSKfwWCxSZ2dnNH226svCOe74YlWMQBe32DXM++/qxkMvpNy46TyFJSBIFHHafrfGUXxQXJ6BjXV3hMJhwyOszj1gqVj85V5KULAOiHZO6iip0//JTetyk+bF2dX04GCh193SDp1BAoFILpKmpy8Tx8fCahmFvbQbj9++xtzZPV44Su5DPh/5d2xGwWPppDufYwO6dbbH6OHlmVqU8LRqUCft8MB07jMRZc8dIlqOzA3j1eTgWLYmacmdmw2exoPOn73ppDreVsOzzIYNhAV+luUNqTCFA9EaiKijKa/96S5WqsCg11h7vvvRKPP27Clp9HOwiCWSZWSCEYOp7rwHW04QoNg1ncigwP31nZhaepwwnp1Jbs0tedxDBm/HTZ70bcDpKuCAkoDOA9XoRDoShEQoR08RyaAxpPLnikqDbDXFyCnojYfTVH0MiYcGyLGrTsiAwpqLviuu1E82Da16YinPsTHjqoeYm0EIh+HIFrI0N0M1ZsHrHRRfjcHszQgIhkJ0H3ntvh2refl0XYtntQp2+zGs2UyGnk0hTU+EdGvSMHD92l2egv1yenXsfGEYX8nr42pIyDgDQfP6Y8jwAqAsKuSwTWStPz+AAgECt0bp6eyA2xM4FCzYU2jG0d9fDbDj0MkcgynZ2tjfwxNLJori4hOGD+xjD1BkUIQR8uQJMWURBCDGwLDsIAAKNdsJ4AiJQKCGJi5vuHRh4KOCw3xsjWT7TCKPMzj3dcZtkJM72VvuJDWtnqvILHw66nI70JRcvofn8BEIA79Ag5OmZ4IrFZ3RB0nwB2r/8fKV3sH+iUBdXYms69RITDJL4aTN+DTodCNhsUdNkr7cxecGiR1V5BRQQlcBwdnas0ldPpHkSKTzDQ2zQZhUq0jOFADQjx4827Lrp2nV+q7k5+8prebM/2Xw4+5obSmg+n0s4NNx9vRDq9ax3aLB96MDe26yNp+piJuL2tlaYjx++HwCG9u1aKdbrf5CmpPIcHR2sd3BAMPO9T7zmE0c/rHvlxb/1Evx3UGTnZkoSk8ZqOvlyBRiGkWtKSj/r/eO3VbrqSd20UGgU6vSwNTV6CEVNCDpdCePryphQEISmIdTp9eL4hPS0C5dqSh94eGPM1kykj3shEgoWqIuKpwCAOCFRL8vIviZGuIBozWn/ru3fNX/43qu4dwX+DizL/m0q9b8KVWHRRlnaWCAX4jgDZCmp8/7NIgAAe3NTJyFEoC4tu9M7OLTdO9h//H/H/pzF/wycJV3/jTh4/91rI36/SRyfUODq7jp89MlHP499Jk5ILDlDkyouvvTv1sGyLDth3QthYZyBwxNLYG9pRt+2P57Hiv/yvHkGCCF8AMGZ739qHL8fPKls4YxNH/eaDh+cbmtqPKbMyS0HAFdXJ4T6ODjaW09KkoycmP6Vq7sL8pwcDofHVwFRM2MA4MsVQprHO2I6cihOXVKWRAjFDu3b80rLxx/sw0fvwzs01B50u4I8iZQHAL4REygutwWABgA8A/2QJhl5Qq0WvhETBo7vQuKM2fyY/QqhKPyyaM6t8774pnY0ZQWuUAixVoeUBYsSACTI0jM6xYlJCd7+Pu+C738bu9FyhELwpPKxmwFfqYLQ6YR9/nng2K2g1Wp4h6LkKO/q65P8FnNSz2+/DO2989YrCm6/y6EpKX00tiwbDhNdRdVi9i/FyKxWj3B+IeiB/rHtHKmehszvPkEaj4tWXwBiOrpLtTQPdpBjNTdfdwdXLCaD+/a0zP3sq99UBYUTTMeOQFNcMrbeSHwCHnXZMcMyCFXAj6PT50PmcifZTjV8xoRDl1MZ2XjvwuWIO3YITpkM1nnngQJACQQICQSUWqud+ntuEWiRCNKk5OhxUhRkKSklAzu37TEuOn8qIQQjx4782fHV5l9dPd1BAFUl9z14Yc41N3zDsiyCdhukKWnixnfe8NdsfO5lQsg75/2520rzeFFbJIoCVyhEyOMGTxItAg/7/SxXJhubbzhCIbwDfQyHz6coHh/Whto9R5989JNRZfSLYuPSl16SKElKLhXq9Z8TQsTjl+dI5CkYrQm0NjY86uxo/yxWl2dva4WlvuE+87FDv1Y89tQL6vzC6xiGYayN9QfURUWLYiTM1duNojvvvaXn5x/Ob3j95bkz3v3olCIziwBAyOuBvbkZo//3jNScSNQWl1Isw8Dd1Yn0ZZcqj6157NHYPk1/632frnLC2EPO0IF9EdPhg0sN02YcGH9tSJKS6Nh5EevjiN9sHvtMoNHmT3h2/TPO9rbtArXmfFV+oYLm8hB0uRD2uGFrOuUb3Lv7uKO9fcjV3laffO4FdyXNmbeW4nDY/p077kucPT9uxlvvPynU6HYdXfNYtiTZuMx43uJ1ibPn8gFAkmz8R851N3Y0vffO+tIHHpklS0md7O7vaz625rEvCSGEr1KncyVSR/kjj78k0GgWhNwev6O1+QNZRsYBe3NTnyq/IBEAfCYTJElJkBlTuVy5/LGmTe/MZiLhyqS5858V6uJk/GTjJI5UxtpbmiA1piLodIBlow8qzo62Bmt9bW38jNmTYoQLiOr+URyudvy5oigq5LeY7QK1RgEA7q7O3/fefvOFuP1m/HfD1df7jndw8ClxfDyAaHTPM9Tf/J9ZdjTK9vx/5/6dxf+ZOEu6/hvBsixLCHlPZIiv9g4OtODJsfkZ3qHBWlV+wbmx177hobp/tZ5DD9zDzbjsyhqBVptkPnHs3qE9u97/f7tPhBDOtNffff/c33deGHK7TSPHjnyizM0PccVi7qiGDeImTEwM33jLey2ffLAwftqMf4CmbxLFxSeEOtqD5uNHPzEdPvSTuqj4sDInr4plWcRqgwCA4pzRmd5a/9rL07QTqp8WKJS5Ao22R5aWzgEQ4kqkrKXm5LBAo42PBAKMp7fnqG94+LOAw17EhsISv9UKnkyGmIo8LRD4CUWNiatyxBJM3vByg9BhP+P4eArF2P+6iip58vxz7mjc9PbaWR994Qp5PUquSIyQz4eQ1xMCwAWiURYmHALN5UFaVon+ndu2c8TSyfrKKj4ACNQaqItLlgK4ouG1l9bqK6sfUBUU8kJuNyLBICgup9U3PAS+UgWeVArTkUMsaNo2fPBAA6+rIyc8MayluVxYB/pRZ3OgUyiEn8tDe2ouAhJppEsbH5Tk5c6vKCrZ0v7VFyvKH3miXJyQmOrsaEfE70esUBwAAlYLuOcuxjYOF+7+XihSM0A1nioFTamHDh8MBp0unkCphG3aHLj7elk9TRMAkB/YDZXN7Ny0eLksyDDQjSr3i+IM8Nus8DgdIDQtHti3xxfx+6iQw9Hs7u0ZS88EnU43Ew6D4nDAV6oQ8rhDtEAYX/7w42lpSy855BsxnVDlF060tzaDK5Ei7PGYrAf2/awpLr2a4nKpkNtFPAP9QZkxlUcIgaunG+6BgXcj/kCzramhsfHdt37FXaeN4GNo/2pzH4C+tKWXrFbm5m+Qp2eCZRhYamvYkMs+RmaGd+/8oiuv6EFtaWkRGAb2jra+iMdZRwjhsCx7L4B7s666dq1Ib5jd/vXm4/rK6hKAUByRCPqq6nKwzJ+T1r/0EVcuS3T1dENkMIArEiMSDNiGDux7d/jg/k366klvuHq6Z4JloSosAgv2uaIV95qEen06X6FUUnw+b/y+c2UycuqdN06V3LfqY2my8TaBWoOg24VIMBQBMEbOmIA/AoBmGQYRvx+KrOxEmsu7SppsHNOj4kmlGDlxDLrKCUK+XDHZOzy0q/SBR94su/+hywQqtcDV1dnoyxvJSluy9E6Kw4G6uGQlxeNe2vn9N0zp/Q+PPVWJ4wyQpabfUP7I4y0p5y/ewpcruOFgAGUPP75gxqaPFsozs/UBi5nliCUkds3x5LJVmrIKCNVqmI4eNrMMI+SrVGJFRrTfRqw3SOUZmZN1lVW3yVLTZQAQsFmBSJgocgrhMw0j7PfBZxo54R3oP9C25fPXC+9aaRbpdQJb4ykoY5G6lqbj1ob6DbqKqoni+ITEsNcb9g72v2xtqD2uKihaFnK7bR1fbX7h7wSf/ztgqzmxpnjlqjt15ZUaiqZhrqvxt370Qcn/Jxs/i/+xOEu6/huhyi/UTXvr/W5lXr4g5HCgYvWar48++chSAKh7ecPjhBBKFGco9Q4P1Z5c/8wjuONfP721ff5x8f+Ofap48tmbxIlJy5lwGEK9PlVTWn5x98/fX6bIyfuCJ5FyxjSPZDJN53dfmyau2+gwzjsn5jvGA8FdIkO81m+19nZ8+1VzyOtRieIMi2KpNb/NEhKo1Vx3X19d39bf1xffff9eXWVVOROJwN7SdE7xylVFAK7WVU14Xl1QlGRvaYamqJjWFBVP9JlHslo//2RFwvSZ69QFhVogWkzt/X/Y+88wKaq1exxeVZ1z7p7pyTkHJs+Qc5SgopgTiCiKAmJABQElCKigYBbFjAqCIEjOMMRhmJxz6jCdc9f/Q0+3g+LR5zzn/M77nHfWdXEx1b33rl2hq+59h7U6O0C53acMdbWjRTGxhLm9DbbODnCC1Ug4sg/VJAGHRA5jRzuU2bmBY3Xb7XD09moznnk2W1VQxHSZzTBUV4FksiAIC2dor5eCweXCZbMCACTxvvwjlkTa4XW5b6gipbweLwBQFGXNXbH6MYrAmxyZjNdbXvrtfcXHXbqOpvrz10tkWp6AiL51ppDOZEo1V6/kMYqGsPw5ITYuF3s6OjDMqMWtZh0y2uqsW2PTSiXDhvtCqhQyEh54ZB8/NIynLS3xCqKiIYyOgaW9DZqSq6CxWRSdwyW4fV4Sl8lE6avKCQKAOD4xXCkQ+BLSrVZ4dFq4rdae+m+/PJDcq5WlVl1vfCssWiAelHMfo6b6hnvC43CAExTs9rpcWRKrGTmadjgd9vmcu+8xEgThp/w4FMFhf1PkccyiKApnw6PJsHETd9HYHFKRk9/RvG/3HI/DMZPO4Ujajh7+4eraVV8kPPDw0xETJpMgAH5IKEQxcczab78y8ULC7MbGuvdL1r3+yt/Ndan//tuNkdNu8yjz8l919uqtJevXxKp3fb/Y1tN9Tl92/ZQoLiEo8b4HUphCIbxuN9gKRWjEhMkNbrO5O3f5a/O9HveLyY/MzWHL5LB2dcLa2aGTZwwK0Blwg9TJTLF0jSAqCnQmC7011eCpQ2DtaC+ztLddVBYUfu51u8PZcnlAFYIpEKqV+QX7/DxgpqZGj59A1eN0wlRf1wkAV9evnh9//8P18ozM59lyhcTjcND9hp2husrSW1tzjsZmD/c6nXRRfCKsXZ2wdXfDV/Xnm59dowFHLveyRGISALiqIFIUF/+Iy2RiuUwm0NjsJF5oaLDX6QRJp8PW3cVWZOVu44eGN9o6OyDoy8VyWSywdnZelQ8aNI8l8vHd0ZksCKNj71flFdAAgC2REsaG+sC59y+kWBIplDl5cs21q4DPI0nru3+8poY6T8zMWYFYHEsihb6y3EOQJI0bFAyPy0l1F59/4+KKl7/O7+pqDBkxik308eJ1nj8Hj82ytO3IoU/qf9zRGX/fg0PEcQnDuq9cjuGHhs22drafvrp+jY83qx/dx59BmJq2Lf62O+/zOBzU1bWrJlMUdeDv3GM3Q8kbq3/zvM38h6lcAxjA38KA0fVvRPy9Dx4ILhrCBnw5Jh67/Vb/d4a6WheAFwKNn5wLgiDYABwURVFh4yaECiIikw21Ndfajh7u/Dv7i7n7vi2hI0bNJWl0dJw9s7/yo62Tf9+GLZE8KIiMClSMeV1OxaWVy34sfOOtU9Ix40eQdDochl7oy8u+AgA6j8fp399jswWFjZ3wEuBLrG7au3te8y8/94ri4ke5TEZt/Q87Zhpqqk3G+trOQc+9dKsyNy8b8OVtCaNi4DIaJ/UVByjdNhuY/fJwOHKFjMkXhPJCwgI8FwweH/qqSlPHyePL3E77RllK2gb1sJFJiqwcAECFXIGwXd+hZ1AObKC83Vcvk7KkZBAgoL1+TV//w3cfjv36hwPSlDQeAHCVKh93kkIJjkKJtmOHW3qvXnkv7uE5y0kGg2HXaSinyTze67IzjU2NEIRHwNLeho5Tp75K+GXfiKa9u6/ywyNOa0uuqHNXrl15a0P5E1MjQlmAG6N17VinHGSlMXwvKVtPN0uamvbb8SmUcA0dgUskicsVZV73Tz+8Rc3IKpD0fe+2WsELC+d1XTgPksEgHVot2HI5eOoQGJsam+x6nTN0xKg4oC8Hyu0h6GwuBBGRMDU2gCWWgKTRYWpphmJQNgAoXRbLHSU/fDd5269HDm++/6Gn06zW+9giEazdXeAqVbB2dcFYX3uFHxqRxgGFu08fRrFSjV6RDNEW+wvsb3a+SNBo0J85dfmZ1sqoaK7vdhhUY6Z9/sCTMHS0AaCCpWkZdx558G6fC+LOGch0OYewFcq7SQYD/pAwCALCmFiBKjdfQNJI1e8NroK1G73ihETC63Kj++J569W1r93AC+fQdH/CEokVTIEgbsTH2w2KrBy6Q69H7srVB11m00y3zWpnCoU87bWrYMnkYPIFdK5SpfZ63Bs8DkckW+a7rbiqIPRWVQj9RQC2nm54XS5wVaqA11YcF4+u4nPghoRFqPILv+IFq2kA0HP1EriqYLitFjCFIpBMJt1QUw0amw3K66V1nDmt46nVPGtnh1eSmNSZ++rrd1xY9uJ36qHD04MKBysAwON0wFBXi8afdl2ns9n74u64a4n/GDXXSsANUkGZ41s89Fy+6O04e/rL7nNnzoaOGbcKfQoLToMB/LBwpp/fysdpJxSbWltg1/ZAMSgHdDZbLI5PyGw9dsTitJi5NAaT0FeUN11/9607h2x+fz8A+ItQCDqN5jD0BgSt/fB6PPA4HCD7QuEURYElFIHGZtM01642Mrhcc2911ecel7vN1NRICSOjCACwaTVUz6VLKwkaPZrB56uNdbX7/OkVLKlU4g+5MwUCcOQy/DLt3tf9IcPq7dua4u9/OCl59twXhBGRcBgMqbmvvj7lwrIXQ/EX4EVGbSh87Y0H5BmZoCgKwsio/QRBqP25fwMYwH8aA0bXvxFMgYDff5tkMombCbvG3H5naNT027+Y8uvxPIdOW5bxzJJNg55/eR1XqQqydrS3pi9YfNu1t9f/KbkhAEhSMybkr1ozz883xFOHTAqfMvXV5p93L/O3IQiCPXn/0dT+FWO669fK+8Kgo7JfenUzNygoyVBf92PJhrXvAkDX+TNf88PDH6Y83jiSwYDX66V0FeVg8Hi+ZOmIyPxD995xb2Aicx4M/JmxcInzxkRaFzxOR1vElGlKc1NDryAyCm6rNdDe43RSLou5ztTceFGWmp4LAHadFk6jiZc0+7FjLpOxs+PU8dNcVVCSvw9FUei47xEw+QKoALL7YjHY+3djVGMN5Dazac3XH91PPPXCjZImBAFjQz1AkvC6XVxWsJqjr6wgSSYLdq2GCBk+Um5ubgJJo6H5wC9wmk1Xkx6a/YBdp3047u77nRylkqkpuVxC4/HSc0rPEuirSAwjvEigEdxGnQ5smQyihCSYW5shjPR5Dx1GI2w93VAMygYZHkE6wsJerD11Yh0vNLSQKRByXFaLvftCMVuZnePzVmh6YOvpBluugKW56aQir+AeXUW5zztnNoEg4bF2dRKCiEiSHx6B3upKcFTBfkkYAACDx2Pxw8JyUx6b3xk9Y+ajXWdPQxgTC4fRgJ6LFyBKTIStu2eFPCPrHe6lcyE7UrLhGj4KDL4ALpuNYHR1QhAZBalWkxWt+01lSulyQHv9GugyGexaDZwGQ8C6jL3znpiUx574gS2TK3urKiBOSAJFUWg/eRS8kDA4DL1gSWWJ/S9J+sLn7PH33k/0o7HgEgQRTVFUwOWS+PCjH6vyC2eaGhsCnhuOQgFZSvpYa0e7sfvC+eeZYvFGeVomgykSwdTcBJZYAhqLLXZZLBQCfiOAxuF6q7Z9NIIfEbU0eMjQyWyFAvid4HQfGSrNb3ABgDguAR0njyFsvG89033hPBRZvusFAB6HneAoVc6g/EIBgCyuKujD8AmTq5IfnTc9sG8mC5TbDWlKaojbYpnVf59el1PDVQYFFh2C6Bhy/7SJKxw6baPX4y5iSeV389RqUldR5goqKArE8jlyBawdHZDEJ6Dnshl0NhtejwdOvR7ytAzOwVkzgiOmTp/ICw0rTHhg9jjK43qVxmSOUuTkMeh9RQ+6ijKKJRITls4OGGprNKamRqfX4zFRHk+HIienyOtyMQ11NRDFJcDrcqH7YrGOwRe0GepqNYkPPvIxjcUijPV1cNtsoHG5RNfZU1+Wvbe5FgASHnhk+OA33/nJaTDo7FrNbmlyyr1smdwn5dTc/AcyaPXQ4YuFfVQwLJEI0tT0kN+3uRlibp35lD8HkiAIqAoHI2TshEYArH/UbwAD+H+FAaPr34juyxdWCqNjPuOHR8DrdkNfXdFxs3BK+ITJS+WZg4YDAC9YneP1eNZwlT7BPG6wOlSVX3h4wo97W3Vl114tfvmFb262L3FC4puimN8qbfhh4RDHJTwOYFm/Zk6P3a4BEAb4DBZbj6Zl3I7d1gm7fmGaGutKT86fm9V/jtXbtzXlrVr7bdS0W18iCAJeh4Mrik/wEXfqtDDU1Qboq1kiMTPvtXVHecHqFIeht93UUD+p/fjRL4MHD73H7XRAe+1Ks768fE7srHu+l6VnFpqbGmHp6rA59LpOBl8Q7nHaaSGjx33WfGDfRoIksxh8Ac3W3YXQESNJACSUyjBTS3OetavTy1UF+Xi0NBrw1L89j9lSGZ5urYWCTQfY4vAIDufdAx0dLE9sPGgsFuw6LYw11R71yNE0kk4HPyRUZqitWSpJTCIAn25e98VicFVB4IeGgSWRwGU2p9I5HBrlckEQGcUEAFVeYUb3pQtopTMR2bdvh5eClsZwGBpqPU6zievq7YXDbIZTrweNxwe8HvCCggIvaFZyGkRdXfk1X3w2gqsOSemtqW6Onn7bQZJOJwDfi7Sn5IpHc/nSflFMrFMUFU1Y2lph02hg12u9ouhYmsfhgL6qEpKERAiior31P3z3jiQppUAQHpEHAC6rlTK1NLuDioYsFcfFJ4liYtFz+SIcvXqoCotgbW87033u9EG2RDK31+bYIckbzBH2hS8ZHA7sfV4qb0wMWo46nGFsX97S+2GJEKWl+xn/0VV8LmBEiWJiczgKpdJ3XybB1NIMW3cXBBHREEVFw1BfB2tH2w2LCF5wMKN/biBbKgWYrPsAvOr/jKNUDQMQENb2g+jzwjh02jJxfALD7z0VhEfA2FAPY33t16a21mBesHoGVxUEc2sLOk+fXF3x0XtnJckpM5lC4RtshSLL2tGRrCocLKKz2dBcueSmvN6j+rLSOlVewWOB8LmmBx4P1awrLwsmCMJg7eqqI+n0gEA0SyIVm5oaCFNjA4TRsaAxWUJV0ZDVJJ0ecOlSXi8YPD6E0TESbXmZxFhfB4JGA1uhhKW97ZorOXWUn+DT3t3t4oaEMos2bLJKU9MZ+spy1P3w7VXNlYv3CaOiD3BVQWrAV2XJC/H9DkgGHb11tSAJgKNUwdzaakt4aM7WyFumz2AKBLD1dM9u2PXD426r5XM6i/WIf140JtNY8/23x4Jy80aEjR0vB4Dui8X7jz50zyRV4ZBIVX7+YzF33vs0QZLMnisXnZFTpmUByJIkp0z2Opyk33tsbGyAvafHkvzY458kzX5sNeX1mmNn3XNIEBZOpygKHSeO1dXt/OELSWLSVLumx3Dh5ecTfp9a4fV4bnxO3lw28g9wGgyUP/cQANw2K1x267+kmnEAA/hXYMDo+jei8pMPP4+95wGzLDX9OYdW01yyYc0dWLQg8H3ynHkp/LDwLH5E35KuDyRJ3pCQyxQK+YLIqES2XP6+Kr/wVNf5szfI/QCAtbPzZ7tGk8hR+FIQHAYDrN3dV/q3oSjKm/vq6wsAbGLweDJ9ZcU38oyMe6RJyUwAEEZFZ+YsW7k1YvItL0dNu20ZQyBUGaorfxZExwT5vVU0DifguWJLZeCqgnr942e/svKnkBGjivo2RRRF/XJ89v3J6pGjt0RMmvogNziYC4LIEcXGDSEIwi9azWk5dMChyMrxexPolGvsEx6n44wgPGJof/4ft90OJo8nbdz700lVbsFwECRsXZ1wOxMDYSGX2QQF/TeWDDGbxZczaLD1dIPyeEDncsEQCRtIOj0WADwOO9x2G2FqbgJBkuCHhoFgMGDp6jCyxBK+pvTqSXF8Yj4AOn7T9gYAsMQS7Bw1GZYTByAhCRSHhNur7Y5nPA0NNK/d8TadxaSJrSYUnD+G0oRUaLl8eMMibhjDbTbbS999O8DxNu67n2xej4draW0BAHidTpp65KiJrYcPHqYoCh6nEx6XE/zQcJIgSYhiYtFbXYmm/T8f0Fy+vKzz1PEraU8vPt514TxAEHCZzUT4hMmLLa2tJYCv6lMUF4+eSxcam3/5+YuuM6fXd18stgDYO2rbl2VusznnhnumryrT7HDio/aeF8aK+Pcbg9QZ9YogBIklgXY8dQjLL2Flbm0ucxh6jSyRWEiQJOgsFqTJKbB1d/vuTZ2u/NRT817Ak7/J22kryirkg7JT/FqCvbU1gNOxov9cXGZzLQAVyWRCU3IVLIkEbpsNxvraWoqiqGFbPhoM4sZrZKirqTvzzPz5FEVRqsIh43lhYXda21q3dJ4+eREA9OVlNvTpoQrCI5gRt0xfTJAkt+GnnavNzY2WEU7nxq5zp8EPC/d5at1ucKTSnYdmzXiGoigqec68RGtnxxFuUHAwADj0OkIxyHcKW48ehjAyErL0zIlshSoQyjO3tTqDCoqYXpcLNDod/orLniuXbdWffTKNAPWFKDF5nNfhdHRfPP9i4oOP7FDm5DEAQJGZBQaXl1HxwZbr2S+/+rUyN38RSaODoNPh1Ong0OkgikuAvqrco8jIogGAJDGJ53E6p/jlhLxuNymIin3J1FS/0GWx3M/g8Rhumw29lZXtHqu1QRARFUhekiQmjY+954HXIiZOWURjsciW/XsrtaXX3k2e81hAU5WrVJE9JVfAD/PRELptVkqZm8cDMFQYFVuouXLppCAsnA74vE+i+ISYk/Mfzaco6j4AwEvP4fdoPXroZW5Q8FpxbBzsOi00JVfrcPvUP7T7Pao++YAlS03zKHLzCcrtRlfxOarrxHHBX3YcwAD+H2HA6Po3o/bLz34E8CMAYP3qwOdZL7wyIeH+h75mSaRiXUWZzWHodbJEYqbbZnNry8s+46iC7ucolApbTzdofatelkQq5KlDQgH8wejqOn382aylr9wvz8xREgQBbfl1c+2Xn/2BU+bCshd3EgSxG33s65P2HgpobhAkCbZUHhp7x92fKLJzpwCAKDZuesOeH9+RpqZRNAaToNxu2DQ9cFut8LrdsPV0d/n7c1WqG1i2WWJRSOS0WxWRt8z4QZVfEOQbL/4OXVlplyqvQAUAbpvNTWdzKAC+HDOnE26HndG464e7nUbDJwyBcBTJYNDYcjnMLc1Q5uaLlbn5w7XXr0GSmARZaho6zp0BSyj0um02wlxX6y52ej15TF+l4xWDqbXbS4UK4NOTNLe1wtrZeRlALABY2tqgyMwCAPTWVENbVgp4qVZDZcVjF19+odjS3qYp2rB5BXPYiBe9LifptttBZ7Nh7ezwecEYDPw05c6e888vzLHr9mkdep0lZ9lru2RpGTSGUAjz1UvoksigMBtBTZ4O3aH9sBAEGAoldGWl9vKP378XLyz+7TqeP7PUZTFtUObkk6AoOA0GkAwmKY5PTGg/dngDgy94UpWbzwQAp8kEW3cXaBwOPFbb9zVffX4+/amFtwojogrEfaSkvTXVcFssKl3ZtUvC6OhCr9st8LpcVOiosZFOk3EhncOtAfA5ANg1mj288MgcbWkJWGIxrJ2dsBt6HdauDmfX2TOLe4zW3cfo7MPB6uiPJUHB2R6XEzSGb31g1/RYATgBoOrzT6/nvLLyQXFi0rMkjZbGkkj5dq0WDIEADqMRXreTnzz3iVgAAbbw6k8+TE2e91SrYlCW2m2xoOqbL576vVe4/fiROZTX8wbl8UxUZOWQANDnQW0EAGtHWxWNzYLDaARLKIS+qhI0DlcVe/f9+QDOdZ09dQDAnyZV99FjvA4A2PwmAIDGYvF4oWE3cI5prl4WRs2YeST2rnuEdd98VURjsSbI0jJu93o8c1UFhcrA70GpAlcVDGtXJ2hsFoTRMfB6POitqmwFEG1pb4MoLqC4BcWgLE7o2PFDG/fu/VFQVubRl5Wu1Vy5VDz03Q9+u0EAABRRsHr9M+K4hGk0BhP8vkrU7ksXuoVR0TJTc5PTZTTpAaj9Pci+hYixvhbc4BCEjRkbaqyvXVa/8/uFgvDIyWy5fHTE5FuS9FWVSW6HA34BbJtW0xUx6Zbn5ekZPhHpsPBUc1vrYLfdHgjXej0emOrragQhoZE2jUbP4PIC54AfGkbvPHsqyE8lAgBui8UDwPhn1wEA6r/9ap0kOeWkPCt3ja2r41DrwQMr/1H7wJnx3TMkNzq2kbKYu21dnXl/p9/fAdG32hwgOh3A/wYDRtd/CLK0jDksiVQMANKkFE77yWNnvA7Hj+a21utX31h9IGrqjE0cVVCheuTolfL0zDgA0JdfP9t1/uyVPxvz8msrVL9t3fKn++7jQrIBwLD3Pmnkh4VH9rG+e3XlZZ9ETL7lXX9bOodDF4SEm5p+3v2oMDpmmL6ygqcePnKqIDyCTlEUTA31ASFac1vrNXFichSdzQZFUbB0dNSpR4zew5bLg4wN9SAZDPBDwxhus/mArqw0kqDR+bry62UE4O0sPpcgS00jGVweSCYTvJDQULZUZpWmpNEceh2010qgzPnt+SlNSUNvVQVEsfFAe6trdL2ZwXfaURqfyvhYImKUVVy7JmlpPHv8vnlTg9Mz4LLZ0FV8nrK0t37WvHf3Exy5wsCUSgfT6IxkwMcTxlUF+fOhQnmhoT/R2OwPqtesWn5m0ZOv5L22roAbrB5j02jAC1aDJRKDIRTC1tPjNdZWrzPU1TYDgHrYCEXGwuemBkJcg3JQLRJj0K5v0dzUYJWMHs/VXL3S3XX0kCZ05JigorVvnhq0ZOn8K+teOwQALqPxujInnyQIAiAISFPTYG5pBuV2m50GQ7sgOjbgBWUKBHDotLBrNGU1X32+J/jX/Sn8yMjI/i9ycVw8Ok6dNJubGj+t3r7tO3lWzvrgwUNH+/oLuZKklPkMvmC322I2AFiZu/y1FqZEOlpXWWHzWMxfX12/5ggAFHR3P5Rw/8O1TJGIp68sd8lSUmGoqwHJYMJh6IXm6uUV/V9Gl1a+8lPq/KftlMfD8zidYeLEpCc4CkUMSWeApw4NJwuZLwK4r/99Wb5102+J0s/8kT6i7L13KgBMmfjTL4H90JksCMKjUgHg4splO3JffW2vXa+fLE1MhiA8ApKERD6dzf4WQMQfBvwb0JRc+UyRnXc3R6Hk0zkc2HU6m62n+4Hsl5aTJIMB9bBRtpOPzxZRFPVKwZoNaSSdMR3wLSBIFgsuixlepxOm5ibYuruMHpvtOlupCjY11MFuMIItV8CvT+m2270kk7kyf+XqbI5CAWNj/a3xDzzyAoDloqiYz/nhEXA7HDA2NBgipkzbSBAE3FYrzC1N4IdFwG2zWotfen5+2lMLt4liYtX2Xj3YYglcZrNdW1ryLY3DvZeg0Wn0vkWcMDo2RVt2PZKgkdnS5BQGAEgSEtF5/oyHq1C2elwuU/2PO95LmfvEO/7zweDxIE5MStGVXNkCippHMhikoabqWsepE7Nrv/3KYmpq1E/4fncb+gwyt90Ou1a7rf3YkQdF8QlJHpvNrbl6ecPfYosvLzsLYPg/c92s9bWR/0y/P0PBurc8E3/aT3o9HuSuWG2/8MoLnL/uNYAB/BEDRtd/CF6Xy9Z/mykUtR26Z+YG/3bD7p3NAJoT7nuw2GUwPOh1u13N+39+39Le9oek07+DlMeevFWelb3QbbNZqrd9PCdp9qMLOMqgHHg9B+t3fa/kyBViXdn198re2/zjmC++mwcgCADcDjtlbGqkLr/+6kcAtjz0/gAA1g5JREFUPhq25aNXeEHBtwK+UIEwOmYaQRCPURRFlb694U6CJHdyg4IHObSaRn1lxfqkR+d97w/9WTs74DQZYdN0Hzr51GPbh77zwUfRM25/hCAI9FZXORlcn5wML1jNlGUMesRts/UCvvJzXrAaboedorPYvoe51eruPHvm++6LxZo5HQ1zxxG+MFhEXRV+DY7A1ah4U09oDBGZlBwM+PKTmEJBy7FHnn8UgLTz7OlHAWDEx5+Xi2LjktxWK/zixQDAVapotzVUzht725THag2G4m+SU7M1TQ1gyRWw9/jCZN0Xz9dpS0seq/jo/YCOXNj4SXcRfdxYAVAU9BFR0DbUH25+d9MbsoxBmSmPzN3Ut3CWMtvbDs58ebmni82t9no971FeLwL6km43euvrbF67TcuPiFrttvymGe7Tvytvduh15Xmr1jUIY2I4zb/sPeyyWbxMniDgCdKVl66o+ebLGgAY8eFn1wCMDkytuTHzsfnz9RaKsl/x4JXiZS++AeAGHjiCIMiJP/3yGlsm4/UdDwMAAlQYF7pM7ceOfjJk09YXSQaD2XHy+GdDNr+/TD1sxAPG+jrwwsMBjxem5kZIEpJ8npHmxiKCIMiiN985yxSJsxhcHuG2WSu010rmlGxce86/b/XYCffFTJ3xMclkkl2Xzu+s/OC9mXat1ibyMbjD7XTA1NxwHQDi7r4vV5lbEMJWKCDoF7Fn8HjiP/4iAKYq6K78V1Z+xQ0OhstgQP2eXfWNP+64oeiiZOO6M8lz5uXqK67PoXN5ZMvBX+ML122c5CcHDh4yjEh98pnrACLOv7D4dpLJPMQPCUsnCIIvSU7x60ai58pFShKfJGTLZEW9dTWUMDoWQviqB+0MhpOg0Vy60pL1qvzCV/wpAsLIaKiHDn/l2Oz7uXH33K8VRsW+xpHLmSypTOqx2UR0Lhd0LheOul7K43QSisysSHi8X0oSkxiAbyHRffGCt7v43NjGvbuui+MTb2UKhDeE2njq0KkcufwGQlK2VO7dN3VCJAAQt08lIiZNeYstldEBwK7XwanXawmCOHPqybkr2DK5LH3hks1Fb7xV7DQazB0njy9oP3VytTwjYyFJZ9B7rlxukCan3m3XaWv3Thw1GEDv/zVPUdKcxxuTH51H+vPs2DIpW5aV9Zb28uWn/7MzG8D/RQwYXf8hdJ45uYYpFucIIiITzC3NtV3nzqzGPTP/0K5q+7YG+JPh/wGP1z9C4sOPjom7697v/FVYNAajQj1sBBcAJEnJwzpOn3z3+NyHpisGZUeo8gvjBBFRj7it1q85qqACgiDIqGm3Pp+34vWa4lde/MKh0/b0r0j0OB2S0V9890vq/Kc/KNq4+XEagyHsrapaee7FxVvyX1v3UP/kaKZIjNofvj1csva1L4OPHs5Nnf/0Xf5xSAbjhjw2r9OR23Xu7HQaixXPUaoG2XW6ktZjR8tlqWkP0fk8OLRa0tLRtq/u6y92JMyc+gS4HCwVqmCYfDcokoRL0z04PDtvsLGxAQSNBlF0DOxaHX3Czn1WhlBIH/7+Jy12rXanIjsnobe6inIY9AaCJMX+UI332hVMolzgsZhEjlKRv+f8KQ/99rtBZ7HgNBnRcfJ4mamhYUHIiNH3jPzo8xltx4+sq96+rcnR26s2NTWCGxQMOocDU2MD7AYDWjh8qIePusWu1fzIUSgFBEHA63Kh62IxCA4Xyttm0dR0ehKj9Oq6ll9/+TZszPg7vZSX0l67agsdPpJLEMTQ3ppqsCQSdF26ABqdDrtG0yqIiWGEx02a6TKbYO3oQNTUGaMb9+6+rszNT3UajbC0tVo5MrmbIAgGRVGu9hNH32bL5KNEcfEZvSeO4bFLJxnpDJ8W9HYvY13y4wvGlm95+/dhaYKg0QMXksZio7em2i2MjqEbG+sdrUd+vT1j4ZKdfvkWks54QJmTF0mQJEgmE3QmC6Ymn8EF+OhD5JlZUalPLtwmTU3PY/D46Ms3SmXL5V8TBJFEUZSdIAjB6C+++1ye4RNrEEZF3x5zz31rXTrdaK/bvZfB4/Mcep1LmZOXOnzrx9cib5mRwhKLSLfdAW15GWTJKfB6PDA21F+82e8i57mXvgwZPjKwTQHRN2tX/uHWSoIgnhsZGpxMRcYvI36XyA+KIgmCoAliYtPPLnpqCgDrhJ179egL4QOA2+7oZctkEgBg8vhE7a4f7HQmk03n8S/Vffn57Z1nT3VTFGUdv+OnV2448TQakTrvyQxxfMJI9bBRcRyFggcgQJoKAJTXS/gNYIZA+FtFo0IJp8FAlW3ddDrt6WffkGdmCSytzXD06sEUiqC5ermCJRJxWRJpwFvmNBrRXXy2eozVZ92nLXpuS8PuXVPcVtt2ksXieV0uetyse8Z43e4xJJP5OUGjxSqzc4sAgCWW8CVJKSv2z5gURlHU0sxnX3w5avptK1giESiKymAKBCWnFjwefrNznP3KSqcicxADNBp6Kyuoc88tJG/W7l+JnFdWzOSpQ5NNTY3nL69esf/P2rHlcpnf4AIApkgCtlQ56t89vwH8d2LA6PoPoez9d68TBJGpHjEqvv3YkWqKouz/qH34xMkTo6bftoPO4TB15eXHrqxZ+acaYFFTZ8ijZty+mSkSJ9s1PReFkdG8/mXvXLWa2789WypLKlr/9qtDt3z4Ikln0DrPnPyAIRTpRDGx/gcfUxyfeCeAL4pffv4DllSazQsJu4sgCC5LLGFyVUHjQZJDZKnpPADgh0cOyli4pMra3n5IPii7ThAeEQMA2tISrSgyqqpw/aafQ0ePneiymGGsr/MlEpMkOs+fhSQxCQ6tBjQOD53nTjkEUTFOfWXFpZqvv5iZ8tj8soAkTkwcSZDkJ7Vfbd/+7aQxFx1OZ65l1lyIQ33JvJ7IKNg1PRDHxUNXXgbNtRIDWyJRiGLj6ADAVarC9NVVT/FD+pJ/HXaRsbYGpqZGUB4Phh/8Gbx+CfmuhGSaP8+FKRCCLZU1K/MKvuXIFTIAYIrEBQRBFCTNfULLkkrh0Otg63GDowqC02wCc/Bw+MSSuVxd6bU9oriERea2VqkwKhoskThQbaVIy2RVXLzQVPzy8znC2LgpybMfW+6fA0+thrWzE4LQMHB9xa2hxoZ6eFzOgDamx+GALD0z0eNwgCngQzx8JJeiqI0cpSoLwH3V27c1cVVBBRmLn9dm0Ulun8EFAJjgtuDsyNvHpj21aF/ppg2T/J9TFOUp2rDpXW5w8Es0JosASVy/+OrLtxMkKTU3N11V5hWkSlPTAgLawqjoSI/L5SUZDLK/PNIN9CFOp4MTFBTidTrBDPrN+cILCY1UFRRFAyiXZma/7Wcr9x1/CKQJyXMuvPLCcwCkY7/6/kDIiFHjAPBoLHYQSypDoMpQp0Xzwf0mZ2/v/ksrXr4Tzz79+58JOArlDdYTUyj6QxsAGBmmln02deKpPBE/scVo6l1+4pg3ZNQYkqDR0Hn2NNpPHL9t9PZvtcKYOJG9p9vdfvLYFpfVKvB6PCBpNJjbWmHXaBoBSABAX1mJ8NHj2EyBAJrSkiySzQ6lKKoRADSl1y5zgtXZLJEYvTXV6Dhz8oeEex447LZYZH4PGAAw+Hyqt7aGAEWBG6yGrbsLHKUKTKkU2tISmywtg+M0mdBZfObkqM+/aaWz2bKOUyegHjocdq0WusoK1H731eywcZOWiGLjIkg6HfqqSnfdjq+/TZr92D3+ggZuUPDiK+teP3RszgPKUdu+2hKUXzgP8Mn5yNMz7/+DDixJikd8+NnGzEXPfy+Ki5/t18MkCAKCiMjQm1HmsFVBi8Zu/5bhr0Lmh4QRKY8/ZS7bsomPfxMK1258JmrG7RtoDCYhH5TtzF3+2gMXli+9aWW4tuTqKkN+4RpRHx2P9tpVtB8+MP7fNbcB/HdjwOj6D6LP0Lr2d9rG3X3fXsWgHAIAhDFxY1OffObT65vffOhmbSOn3bpWmZvv4/+JT0hv+uXnU/2TY506vZfyekmCJEFRFDTXrtRF3TJjKZ3LpQGAesTouQ0//VjC5PMBgoDX7YLbZtP2zdlDEMScoe99nKAePCzwomXy+P118egsiXRcycZ1hxMfnD1Olp75JDcoeLYsPVNGZ7MfN9TXARQFlkgMt8VKdZdcsTOYTChz8jiWtlbQOFzYa2srsl5Y1qTMzmUAgDAquony3lhGzhT4tPw+Kq14kKMO/pQtVwSSvmgsFrxuNwCAwedDX1HeLoqLvyHR3x8i8v3NIhxGg1OaksbUV1WgOjoexppSCGkEWr0UrHQG+r8BnGYTiykUyvzbwpiYLEV2bjQ8npNum43iBqsJgiDgdbvhJ4Htra4qaT9+ZEfT3j092S+v2CSIiFxO0umgPO7AuBRFwWO3Nzb+/NOl9KcXi102m8fe3UUDAJfZDJLJ9BtcAAB+eASMdTUQxyfCbbfDUFdrJZlMrkOnhSqvAC6zCXatFnQO506eOuRxS3ubKebOu/MlSSlcu6YTHq8XtL4E5246E+LYeLhMpj+8UM4seuqVtPlPH6NxuLOUefn3Fbz+RnlvTdW50wseH27v6W516LQGtlwhAgCmUORuPfzrl6Fjxt9LYzJpuvLrBpZYwu48fVKjzC8I8dhszq5zZ5fZOjvavC7nSLtOS7ClvlNpamgo6Tp3pgYAuCrVRVtn50P8viR2l9UKW3dXy2/3GTcI8BGDWtpab6AOcZnNoLM5LjfT+pvl/DsY6qq9kqRk0p+DaG5pumnYq3DosO+LmEgEgCixSDz/0K7aly8U62gspqD6s4/zh7z7wS/yzCzfsQsEdKfZ9KgsLYN0XDiL2PoaGGl0dLhxvufShXqCy43kh4Vm+ysJ5WkZRNi4id/J0jMHR0yemilJSr5a8+1XNnlKWpo4MYkfMW7SJAASgiTgdjoCVbpOoxHihMSAEdtZfJZyms2UvqJsV+WnH85W5Rc+aNf0VMbf+9AOWVrfYqhPEF4QHgldWenBpIcefY8bEpLWffGCzutyHre0tnzBFIqm+g0u3zUIgiAq+k4AB1xGY88NJ4YkwZJIA1JdbrudgtfLUxUUPS2Ki3+g8+xp3Q1ecYcT8LHYu/sPwwsJvZ8tD1CTgc5mg6MK+rfyaglj4qb5hbQZPB5THJ8wDcBNja7mfbvXRk6/PSJk5KhHPQ4H6n/YcdcA2eoA/lkMGF3/YaQvWJynyi94gaDRmNprJVsvvbb859+3IQgiasqvJwKrcpZIDFFs3IQ/G5MpFN4QJuGHhHa0Hf71kCguYbjX7XYb6qpfs/V0OXihYTm2zs7yrrOnf4m57c45/vYkjQZhZFSsn4DSbbejZf++A3joHgBAwdqNz/FDw4e4rBYwuDxf0nx7W6swOiYU8HkZZOkZjw969sW9lds+OpG3cs0VWXpGwGYRhIXD1t0FXkgoSCaTcJuMXuWQ4TzAx63Uc+VSs/bqZeegJS8GQiXKnDxGxbaPtNK0TBmDwwFFUTDU1ZqGvfuBUfD+5wKb2USZSq9ClVsAwCeYzRSL4TQYfNQJRkO3oabKKoiIzCZpNFja22Bpbw3k/nRfON/Tff78CnipB7mqoMzOnELaWwnJEGu60RWkhsVohKeuBgSdAWt7ayudx1fbNBp4+nLB7Dpto668rLu3pqqdJZMv9rpdK+hsDkNfVXHEbTK9Y25uEnedPb2/ef9eLQA4tJq9HIXyJZLOoFs7O8ENoYPOYqHt6KHysi2bPsC7b+PaW+sPF63fdCp07PjhJI0GU2O9PejEYZZJqSTIPuZwe083KArQlpUZAS9dlpLGBYCOs91wmk1w6HQQRERCEBHJGP38Ul3KvKeGC6OjMwiCgDm7AJ82N6KouhRmkDg6fhpIBgMkk/EH44MgCEJVOLgk/ZlnD0qTUkgA4IWGFeUsW7XxwvKlT+WtWD1Xmpb+KkGSLH1F+eZzLyzeGDJi1FqSzmC1Hv61BAAXgDV42MgUl9lk7Ll0odl3/y9i8yIin2EJhCKKon7tPHlsFUVRrtR5T2Zkv/DyKo/TCb83r7eywn79nbcCcljG+ro9nGB1usduhyQlNfDyNzU1gq1QQhAeIXU7HbcSFPUFgHt+f0wXl79Ey355hUcYHUNaOzup4hcXp9xM/xFB6jTo2gObJJ+vqPtmeypFUQ5s+wijPtl+g0eGxmSS3ppK72MnD5CxlM/T9zWD++CxhIR9ZZvfmjZo8fM3VB/zQkNVIz/6vN7Y2OAVxcSSLIkUfjkujlwhMTbUA5QXpvo60Lk8uMwmi9NkYvuF3r1uN6wdHd8ef+T+eymK8uC5hQDwJkEQvLQnFwYWQwwOB16n62rdTz+8yOQLV1FeTxqTL4AyJ1fqOnow6fiKl3eHjB5rs3Z1PuA37K1dnTA3NX4/dPN773KCgqZ1XyzWs6VS0tLZxWCJRFw3xwK2XI7W44fNLJGEpsjM4gAAWyaXuCzWD3ouFj/NUQWxvG4X9FUVeyiKusHgAgDdlUvjtKWlncpsH9WGubkJmuvXDv/xQvzr4LZauvpvO02mrj9rCwCNu75/HMDjAIAlz/z7JjaA/3oMGF3/QUiSUoSDN27+jh/mW8rz1CGDE+5/aHDV55+W/a5po0OnBc9HBQSXzQZLW1vF78fzw9TcdFyckDTCaTQAIGBsqD9+fumSQEUiZt7Id0MsforsPHPym+ChI2YRBIHOs2fOyjLSC/3f9608A/cKLyRkujAiEubWFtg1Gpga66837t41ns7llrLlCimNyYQoJo5vaWtbOuGHPevZcjndaTI6mQIhEwDMrS1OblAw0+t2w6HVQBAWcYPcC43FqnHZbLUumw3+XAqXzQZTU9PbjXt2TRdGRiXburp0HpezPXzi5Jy+lTTRduwI1XJwv4MhELJBEKDR6CBYTNhaW1wXV7w8BoAnf/WGcp5anchWKKHMzkPrkYMULySUUGTlKLgq1bP7poxLHPvtrlKvyxnTzWTDmDoIJJMBursJdp0OLLEEBI1mDsorTAR8xl3nudNGh6H3xKSffmkhaDSa5urlt0/MfTjwIiYIghUxdcb9brstHcBRALi+ZdPF5HnzFwB4myWT0Q0nj8LS1nb52sZ1uRTlY4IkCIKYuOfXRLIvqZ5kMNn2mDhwL55Du0AEhjIIJIsFSUIimvbt2R8+ccodgI/5n8ZgQHP1MqRJqYHzyh4+mi6wWHebGhumCaKinS6zmdkwYxbOF0dS3KBgQhARCbtei97Kyp/6X4+cV1ZOGf/Dz2+TTIbK1tNN+sv/CYIAUyzOBIDiV174FsC3AIBpEwEAbceO9L9H/RUA1/uPfceFE8aMhusUSRCWcp3+4rMnzzcAgCAqejBbJg8QgRkbG7w8dUjdhF2/OGxdnfqmfXtmNu3e+XLiQ3OU6c88O4cgCFASL0xNjbBperyCiEgS6NMVjI0rwJ/g0spXfvOEvbAo8CdBECxeaJjA0tqinbRhU2O5QSNL9jhh8nhxOD5VlLOqoC1n+apyh1azDQTtLV5o+Cc8dQjhslphbKi3JZw/cTyWzwz80IaYDeySpJRbEx982KQtK+3kqIKCGDwe9BXlEMfGkXQuF9LkFNLUl4PYH26b1Uxjc/iSxEColdd6/IjBWF8nIuh0eOx2UE7nUYqiPOpRYydGTp76HcGgExHTb1ts6+nS8kPDZIBPEUFXUfZ5UF7Bj6r8IrbbZkX3hXNQ5hYghEYmvjty8KuPH/p1afYrKzukKanBJEnCpunxiBOTRqlHjH7c77HqOH2yWhgTq+AFBXOdFjP05eVec0Pj87yC4HkAUvruQQoe98X6n3bGi2Jiv6FzuTzN1ctv3OwaUBTVJc8vfDJ+5l2baBwOOs6evtS445s/XVT+K9B+/OjzJJ2hZPD5yQ69rrhh5/crMfemgYMBDOBfigGj6z8IQWRUIi/0N7ZMlkQq4oeGpwK4weiiKIpKnf/MRq/b9TSNxSYMNVUdV9e99qeJnGcXL1hBbNg0RpFXUOS125zoWxH/GSiK8hIEcW/604u/I5lMRvn77+4Z+s4HP8szs0YBgLmluU5fWX4EAFLnPZmhHjEqAwD4fflTpsaGI83797aP+2ZnuSA8IhByZCuUo8QJSXRxQhJ6rlzS05jMSxRFWTtPnVhL5/HHKQZlL6YLBD5mfK0WHJkMTqPBrC+7/n79jq93FK576yF5VnYUAaDt9ElN9LRb55FMJlNXXrr14vKXFg5794Ma/4vA3NoC+aBsgiUSsd0OB6xtLRBExYDyetF2+sT2yKkzcu1abcfFV18qHP/DHr2gL2E+bPQ4ovtSMUg6HVx1SLgyvzCit7qqQZqSGiOOi4etpwcthw/aFRmD2PyQULDEEujKr6sAwFBXA15IGOSZWUI6j3c/s4/JPXjEqCV5q9ZGiePi2b1VlRdHfPLFAmV2rsxpNiN/zfrvzz+/eCYAlG99ZwtTJPoseOiI22zdXSXdxedKsGHtDdd9ws69BgAqm6YHdB4PnsEj4AHAqq0GKyg4kMPEEAha9eVlV6QpqYMM9bVQZOf69DU7O2DXacGWyuDW60CwOTKSTo/TlVy5y9re/qjTbPR0njixmCmV3iYICxth7ez4gcEXnB3y9tZF1s6OlitrVn4/Yee+d0WxceEAIAj36TwKo2Ng7exAb1Xl7n90b/0jDAsJVq8bkv+BnMMWA0Aon/fmY2lJF94rrbho7eyoclutbjqXSwcAp8noVObkpQCAODZORTKZh529+piWQwdejr7tjgcFEZEMpkAAr8tJGX1C0wGOKq/TGTlk09bWko1rk0yNjaa/mlfeitUzJ+099C5DIJD2XL7U2tbebnozvUinMOpEDh6fpmNzEZqZJWMJhUMdvfqhTfv3vmHpaHd73W4GSaMhfPwkUXvJRb7H6wyEbntYbNBYLJAs9mSWQHj16pvrzrBlclHwsBHpDL4gkKzlcbngNptA53ApjkJBuGw2uCxmvttq9SA6hgYATrMZvRUVv/LVIXkMNkdu6qz//uKKlz/mffSeunDdW/v8eY+C8Mitpe+8+ZjHaptH5/OFuvKyrzkK5aSgwiFsgiDA5AvAj4iCpbIMOdcvQcDlZhMEQZu451eVsM/LLQFolMczrX/xAFMkCuMFBXMAgMnjg87hOM2tLZepM97ZlNuznsZiSQ211d9dXr3ih8L1m1pCRo4OoTGZUObknoi6dea4hh93BKp9/dCcP/sOAB81xRNzfv/1vxwVH7/fAGBkIMfsgbv+7fscwACAAaPrPwp9RVm5ubmpVhARGQsAdq1GY2pquCkP1/V33lwEoG8p7uPgIgiCTH708XEkk0m//s5b+/2u+/SnF08OGT1ucJ+HhBU8ZNgaaXLKt7ryshtc6JEzZt4ZOmrMFlAUwife8nDJm2/sBACsfQ0hI0bfGjnt1nk0NovdefrkgfAJk9+auHNfgjghySiMimH7OZpcZhNV8uYbG/H4bHQVn10IkviAweNFmJubqzlKZb4/MZ1kMiVej5tDZ3EYHFVQsMdur+Kq1RRbKiPMrS3ovniu06nvfc7e032t7P13r+a89OoktkqlonO4IOk0yJJT5ByFEhy5AryQ0GdS5j15xW237xAnJr/AVQXB6/HAn7RLZ7FA0Bk+o6O1xUZFxQ5NmjDlYcrt8nScOfUB+bvkXwIETI0NcBqN+vh7H5xD0Gjx4j6uK45C4ZPY6RMJBwBzW8s1XnjkYICg09ls2LodN9BN0JksQpGVc4cgPALixOSp5j62e5ZQCHla5m0EQXAoirIBgNNgsKCPnPRm6Dhz6nmHofcHyuUhggqLAp9zomKgL79ul6VlsI0N9eW9VRVWaVpmXNeF8+CHhFJ+IkdeUDA0Vy7BbTCAIgiEDB2OLibzPd31a692nT+7qOXX/WV4cQkArAKwKuPpZwsjp996iCNXyLxuN0gW6006lxtI8iFIEqbmRsqu03oNdTV7y7ZuXv9nc/8rSNmscBmbJfZv8xgMlpzDiQRwsWTjusMFr69fIE5MvN/jcBoJYET/vlyliiFJTL63/fjR1alPPP1QUEHhGoLOYGhLrmzpvnBuN53PP8sSS9gESUAUE0cyhMIQr8dTCgRUm24KgiCICTv3bRCERygAIHTUmAhjfS1EMXGwdnY6rV0dNKFYAlafviVLLIE0KeU+tlTG8Fe+Wrs6YRgxbujW4lPWEZp2yiSR8Y6OuQUURYHJ48sVGYPGCKKiXVWffzrE1to61R0X/yKdySIMtdW9Dp2Oocov4OmrKwm7VgOmQABVbgGMDfU0S0ebx1hfR+MFqRF96+0zeyvLzSefeDSMoig9Hp+DqFtv/0SWHoi+QhwbB1lq+oJjcx/qc5HNRN6K1cf6G1AknY6hX3yCIjEHR2z2MgBep9HoMdbXkgSdAa/TCbtG02TXamRsmVxCURSc+t46AAEXKp3LZUdOm37g8N0zRRRF9S26JoFY8oxAmpQc4s+dFMXEEcGDh24EkP5375G/ulbKoiE6r8dr6zl3Wv3XPf6I/2v0FQP4v48Bo+s/CFNjgzl13pO3qoqGPEfSaEzNlcvvV3/5efXf6UsQBDFk03ufqIePfAAEAXnGoD0EQdxKUZSbIRAIyH4hCjqXx2EIhEIAAaNLkZufnfX8y99I+pjLeeqQXdK0zDRd6dXrANB27LABwBoAGMXmfKnMybvdNxYXFOAVxcSRAKCvrGjOXb7q84k/7VcLIiL3HbxzRjYApD+zZJ4ivyCfzmTBaTCAZjVTvOCQTADgqtVbtSVXu9hSmY/lOjQMLrNJ1XR9T13lpx9eFcXGiXOWv/45PzSU6zekpEkp6L58ERy5AiyRCLyg4NHGxvrPSTrjBVNTIxw6LdCPm8na1ensra78wtreTkVOm/EIy5cDRWOIJHPbjhy8GDX9thw6iwXNtRKXqaXlkiQ1vUAQGSUBsLDj9KkbE4Yp6NqPHf6aG6TOc+h1lU0/7XrW0WvYocrJGwsAvJBQGGqq4WeB15Vds/DDI3lelwuWtlZQXg+MDXWw67ToEw5ko4+cdtCSpRclKamZLovZU/f9d9Pbjxz8pf+uxTFxE1Q5+YRN0wO7Xge2RAoAMDc31pRt3TxdFJcQTGOz+LGz7v2BLZHS3A47TA0NhD+p3OvxwOVwQBoeAZJGg9fjAZ3HY6XOe/J1t92+smjDppVnFj0V0DeUpqXf6q/I7KtQm2NqbWFwg9U+I7ajA45e/XennnzsIb/h+M/iQlfPlXJdb3GKTJIHAE1GU22VvveU//tzLy7eAmALABRtfMcsTUljECQJp9EIl90OQVTMi+N37H5NnpXlrt3xza2Nu3f+jLtuRf7rb8xW5eaz9ZUVEMcFtNHBVQUpfz+Hm4BOYzEDiuEEQQQKLrhBQUxze6uL8noZ/Tt4XU6bsb6ujhcaFuPQ6UCQJIILihidBUWMLeXXvd0Xzj/CbWubLGSybxX11XIIIiIZkqSkp84sfuqR/DUbFwqjojh2TY84qGiobxIs9g1cY/zQMNTv3VMtT05JEvZprHIUSn7uq6//AqAAAJyG3jNOo2F8370Ol8UCu1Z7w/Ok6ZefZwtj4irkGZl0r8sF7bkz9rao6NY39Lqak1euLaUoihr6zvsGeXqGHPAVdugry6mGXT9MlCQlT7FrtT0dp07sYvD5VyTJKVJbTzfoHA5INkegHjXmtrBxE6+0/PpLHUEQHAA2j+tG2UOPw277M2b3mNvuUMuzciY6dFptycZ1P/0jg4ggCKLorXe96qHD4XG5xEUbNnvPLHry304zMYAB/G8xYHT9h3F96+ZSAPcCAO6+/W/3C584JTt46PAH/NIayvzCW1LnPz0BwM/68vLrXRfOt3EVyhCWQgHNxQtfdxefq+3fX56Vs8ZvcAGAJDEJiuycNQCmEARBy355xX0siUTYc+nirqjptwUS83khoWg7dvgSSyIlPS5XMIPDkTN4/Ah+eDiE0TFP5a1aW3l+6ZKtQze/L/RXWjkMveCHhQeW10yBkEt5vTfQVtDZHIIlEkkAgB8aHskLDZV5nb89sCmKArw+0VuHTouQkouGmsqqs+ETJp+VpqQVsuVyaK9dBVMigdfphK2j4+vzS5+dnbtyzXX/SwgAuAoF6bbbbL0V5WBJpRDFxjFcJqPXX9kJAGyFXNpbW20Vx8ZzHYZeZ+eZk++J4uLzSCYzhs7l2oMGD12gys0bSxAknAYDGEIhnGaTq/KzT55jSSQmksF4giWRZRob6iGMjPaz3IMtV8JttWDEh599RhDEjNSnFv0cM/PObLZPw5DG4HD3fjB62KsARf3S1PrhztqGDo4qKA/wiV9b2lqhbWuFQ6+39Fw4N6fj5PHq6Ftn3ssJCr7XodPSSDoDlMcNS2cHSDodJJMJj80GrlIFvxGuKyuFsi/0yOByaar8oqWy1PQPtdevtQOA02js7X9dbDotRxQdA1NjAzxOJ7weD2Rpmfn/W4MLANrMFsf0mMipk6PCH6cTJON0R+cnO2rqO2/WliUS7Ws/eXwmUySE1+WGpb3NFnXLdH7f/c8gCHInAB8pqKbb1ltTDZu2BxL4jC5fsUf7X1acURTlGvLWlm1cdegCkkaDsakRLLE48L2lpfkzj90+BRQVxJLJYG5udrWfODav6tOPjuWuXPMJjcmcEDHpFqm/vSg2jrz8+gpazMxZbQSdBlNDPZhCERgiIbjB6jEZS148HDFpCocgCLjMPlknnjoEDB4/EHIHAHNLM+Xo7txCy8re7B+bIAgwRSKBP0TWdvjQitxVax+XpaSpCJKArrzMWL390+lxd9+XGT5hykGmSCRNnfeUtmr7J7dormQ84jAavDEzZ41sHDoi1tbTHcuLSnwbwFxuUDCz/z74YRGx555fdB7Aed+ni5H25NOv0UXCDXx1KCiPG6bGBu+Qt7bsMLe1WEdt+wqTfznCdfbqzd2XLl5jCITpLLEYPZcuOsyt7e+N/+HnOpLB4A3e+M7HZxY9uTRy2oyk0NETfk544OFwYXQszet2gxcS9haAP81Yj39ojiNkxGiQNBpoTBaCh40g1KPH6tsPH5T8WZ+bgSCIpJxXX79G5/HIzrOnv2v4/tuBOOMA/q0YMLr+z4JyUB6PF3S6z+qiKHhdTmfkLdNVKXOf+E4QGRUCAN2XLlSenP/oQ79fNdq1PRedJtMYf+m6w2iEXau5CABD3/ngk+BhI+4nCALi+MQne65cPiBOSCwgCAIep4Ny6PXv09mcAlVBUbZ/PGN9LYTRseAolKEAYGpsOOEw9JpZIjGfqwpCb1WlUZKYJAQAS3tbi7GhbqMsPXM9SyymWdpaYe5ou9Rx6sRRwFdg4NBpXW6TiUHjcsHg8WA8eZySetyE59wpFF4+C6q77equinKq7fjRGG3pNavX7d7qdTjKJCmp2Q6dtv780mffTnxozjBFVk6yuaU5oE9nqK91x95+51CCpMHa0QY6hwNHb6/Qz6kEAB6bjUay2dy240d73WZza+xd965wm0zwulwQZWapvR5vCrxeCKKjYddoYGlthsts3H71jdffTLj/ofzUJxemMTgceF2ugMEF/Cbbo8wvvCV21j1DRLGxQ9j9RKM5qiAiRSZeruJyoebxpmUp5cPF6zZVAsgEAK46BA6jAeqhw3n80LD3+JHRv4SMHvcMQRCwtLXCodOCKRaDoCgv5fWSnKAg0Jks9Fy5hJ7Ll2zC6GiOy2xG//ASQafR6Xy+YsQH294i6PQxbLnc03n2TAs/PFzq7NV30xiMEK5SFXCbmpoa4TKb2v7Zu5YgCC2AHymKmgMAu+oau9BH/vuP0pgrP/ngkbh77q8nKASbGur3CqNjPif6CZCzJBL6pD0H2u1a3QV+cGi9OC4evBA1ui+cB8lgeq1dHY3nnl2QjMVP/eUcTz/zxDMZC587yVYoXxbFxmXYPW64LRavuaX554ad3z9NY7EWStMzR2hKrjK7z57aRVGUB598CAD3pDz+1GtOs+lFf36ftasLMXfe/UTk5KkZ/vnqKspB6nUIHjxM5TSZXP7rweALYGxphk3TU0LncGg9Vy4dEkXHRnucDlHPhfPvlH/43veD39qynB8aJiNIEubmJti02tAxX//gmLj7AGXv6T6ruVicfvHl53sAIG/lmtnjv999NHTM+BxFVra/sEPhcTrePDb7/qQR73+6gsZg3GGsr/WFSVNTH81Y9FypMCrGLElMFgIA5fXC3NJ8HQBSn3j6bWFM7G3Wzo7q0s1vjcpbsTrJ63Dc6tDqaMFDhooAgHK6uAG5rtAwvsflkhx98J4sjlKV2XOp+PvJ+4828ENCZQDADw17Pv2ZZ0/LUjO2cFSqcL9nj6TTIUlKfpggiCV/JhdE53CI/tefxmSCxub8j2gmCIIghr33SXlQ0RAQBAFxbPys8KnTLc27d83+n4wzgAH8TzBgdP0fRN6K1XcnPjx3vr6yvJ0llqh5IaFkx8lj28rf33Iwa+nymYLIqAAflTwzKzFs/MRUAJf6j9Hw/Xcv5L227k5pSloUKAq68ut1TXt2LWeKRIKJu36Z5X8RCCIiY7WlJW837Px+Ez8sYpils7228acfvxn03EsP9B+PoDNg1WnNvdWVw/JXrz9rbm15renn3TMliUm3uiwWjbb0WpPTaHgagLfr7Olnyz/cui/ylulHBTFxD3OUygeF4REZsbPubSIIImrUZ1/fzwsOYdjITvRcugBre3vj6Lrymgc5tDFsGo242qM5tuBK6XeDN221hQwfBYIk0X3p4qJzLyyOs7a3+iRsljyD9AWL+ILwCJhaW6C9XgqPwwZhVAydweMH5qwrL0Xw8BEp2mtXnHQOj+lxOiGIiAJLLIaRyRILo6LFgC9h2NTYAIqiQGPQmZygYBhqa0AyGLB2ddY1/PjDS0UO51FlfmEGg8OhAQBHqYKxsQH+pGRDbQ04qiB4HA6Py2w2WNra2t1OR3x/7iUV1+cATJSKs3KUiryDn338LEkQs1gKJWw93VAM8tm5wqjoRGtXp5cgCB+3l9MZoBkQxsSSvJBQWDvaQXk8YEllRq/b7QVBcNgKBXprqiGOi4fX7UZP8blLSQ8/OpsbFDRTEBUTMMhafv1lpyxj0BCPzXaDUoCjV6/pLj73FO6c8T+6Zwmx7NSwdRsG33LkNFxGw+ysl1596PKqZX/7+dNx+qQJwPN+r07O8lUrpOkZCQFvqlYLVUFRsDAqZmrHqRMtpqZGgKIgTcuAqaH+6JlFT43BohsNLoIgJLmr1mr5oWGEqanRe3HZi3SqDwB+IAjix6gZt+cQNBqz/vtvL1MUZcMj94GjDklnyuRbKS9VTFHUD/3HLNuyaWnmkqWT1UOHZxAEARqHA1l6ZkZ/A4HO5QYEtO0azc+Gutq5ophYgvJ6YWtv059a8HgmAGDG5N8GftRnkp555glF3mtrLSyZkuNx2qHKyRMKo33KRaLomOGU1/tKw64f5mcuen502LiJ79K5XIa+8sZCZwaPFzXo2Rdn0ThsNcnmQJqSGijIgJfayFGHMLovFoPO5cFYX3v1/AuLp6d1dnwbM3PWHRy5HG67PaRgzcbO4ldeCAIwZ+jm914CsBLAHyovaUwW39TceAXAFUlCUhhTJAp4AUkGg2BLZSqmRKICRd1AnutxOk0APPgTNOzeOVqVk3tcmVsAiqLQcfI4Wvft4f1Z+5tBmJD8kywjM7BPUUwsgnILHgAwYHQN4N+GAaPr/xgSH5ydkfzovA+YQhEPAMztbdozi568s+3IoSMURVEpjz7e7rbZ3HQOx1f1pdcZrJ2dN3gmCIIgw8ZPHOS22sYVL13iCzvO8BGQu4xGu8ti0XMUUAG+la5dp+VHTLrlnr5cn0yuUkW3tLedFScmDSUIAl6PB71VlUdBeTPj73toCEmjQZaeuafm6+13Xl694tGUuU9kxt/7wHGWRCoEAKZAsIogiAMURZXkr90wK3LiLcI+olYZQae3eF2u7W6LGTQWC0GFg2GoqQ5tuPX2yNdbm+G4eun6hX2Hp6FwyD71kOEIhFezcxB3591nASj6jpGev3rD9J5LF1x0LpcBUHD2GkrYUlkg09jrcrmF0bF0h1ZLSBJTmJb2NqfLaGD6w0m/f4EQdDrcdhus3d3dXpfrJFMkHmTr6b5St+ObeaFjx+8LGzshy+NwBFj26RwOLK0tJ/TlZZdZUulsYWQk39bdSWlLrn7YcfJ4rV3TM4MpFp+XxCfw3XY7wg/vt8OX7wW902lvnrvgveF6jULLZkNTUQY6iw3K4wkcs8tkaqcoKpnyetG/OIAfFo7WwwdPy1LTsnrraimOQskFSdINdbVg8gXghYXB1NQIh6HXYKitmR9UNPQFkDSYmxp9hJdiCXghYVkcpUph12hgam4CL1gNY31de9uRgw9VfPzB5f/pfZv77HOFwUV9OdYKJSi3+x9W1P4eBEEQhW+8+Wb+mg0PFK7daHCZTLOb9+39UBgdHerQ6yFJTKIDgLW7C2y5ItTvNdFXVaK3trrhZmMWrHtTGz5+EkGQJOSZWSSNyfQACFhHfcbXBd+WjzczaMSYRYM3bFovS02Hw9A7I3fFGueFV56/wTDlyOXN3GB1ht+QsXR0wK7T2dhSKQcAXEajm/J66drSkiOdJ48t6a2u/EGVV7DSodPprr7x+jQs8NFBBQ0fvo/G4qnbD/5S2C+cS8jSB5mEkVEcU3PTH46JIRAEAQAvNDTFd98DLpMJbrsddDYbLpsNNk0PK+GBh7+mKArtJ4856Gx2wEPEVigZJEkGxOU9dtt5iqI8Iz/5Yiqnj8CUzmZDHJ+g8vdpPXzwU15o2B3iuIQ0t8PhcRqNNKZQCJfVit6aqkCOYm91Zau+vEynyiuQAYCppdlramnWspWqFlVufmxvdSW4wSFw9uodutKSJX7qlJvB2tJ8ghsWPjz29juPeD0eqmzzm8r/aVK8pbVph8tkvsXvlfR6PLDrtH/gERvAAP6VGDC6/o+BFxIa7ze4AIAXrJbRuTyL/4FT9sGWU4VrN74gTkx+kvJ67Lrr15Zprl4O5MkQBEEf/v6n3yjzC2/z2G2uovVvv3Jm8YI1/u8pinLlvvr6U5TH8yaNwxHrr5d+ww0K9viTqwGAHxY+9ufxI+4pXP+2gRsUnGRuaiw+v3TJx5P2HrL4Q3TCiEiocguWAfiOrVSOdvT2Cp0mEwiSBD8icpAkOTUUQJMgLELmNyIIggBPrRY27tm1PvKW6Q9Jk1N5ACDPGEQ3NtSDkZAMenxSKruhcZCxpbHL7XSAyfDlNFNeL9xORyAUUbjurUWi+PjZfk06r8eD7kuXPteWlkyXpWUMdVksjp6rl4+oaLSJvNAw2Lq74LJZKY46xGtpayV5IaFgikQw1NWaRDGxAq/LBWtHByivF2yptNrRq09gikThBJ0uUw8fuUMYHZtFEISP0ywoCJ1nT1nsGs2z9T9893nqEws2KXPz/eEdwq7VpY37dmctW6lU9VZUnKr4+P1bm/bu6Vm/df2jNTLJEoqivN9n5AvEI8fEcc8cQ3VdLYJHjQGDx4e+vAyC6BiYGurONuz6/l7K45nDDQ7Ot3S0h3LVIZkkjQZzS3O95tKFB2q/+zqicM36Q/6CBYfRCM3Vy9BXlhcz+YIf9VUVB6+/+/bl/NfWHeSqgqYp8wp81Yktzeitr/XQeTwQBAGPy4Wui+e9yuxcddys+z5Jf2rh9GubNt5Uz/DPwBSKbpDcIZks3EwS5s+Q9vTi+1lS+QJFdi7cdpu4+/z5n04veIxPURRVsGbDApZU+iYAwthQ7wnKLwwYdKLYOHRfOJ99szEFEZGBEBVJo0EQHkncrF1/RE+dvk6e5rPb2WIJZGnpNyTVh4wYLYq778HU3qoKsMQS8MMjYG5ubNddv/aALD1zir66MthhMA5t2LOrpe7r7eP7Ko4P9f0D1r0GAChY95anaN3bJJ3NQeeZW60EQUgpitJTFOUtWv/2u7xg9TKSTicdej3lcToIGpMFl9XqNVRV7gEAY33deX94X5mbh5YjB8GRyWHv7UXoyDEAfL83jlzBsmk0FEcuJwDA2FBnUObk+UKFFAVbd3cTALgtFif6FgQA4HE6KACQJKdwMhc+9xYoRLafPNasLbmynMEXigQRkePMra3n2o4e1gXt3/dq1+kTywFwuUFqvrGhHgSNBqZQSEqTU2Jqvtg2xOty7nHbHVGaK5eNpqaGl6q3b/v6r66FtaX5BPzvsE0b/6r5H+A2m7fnrljzsSJzEINksaAvL6NK31rPxZs3pRMbwAD+JRgwuv6PwVhfW2zt6GjjBgeH9G1f762quEFK6OxzC9cD8JXy94UoCIIgc5atejB35epRqsLBtxEEAZLHZyhz85cJwiM+NDU3af39Ly5fuqNw/VtFsvRBj8syMu/sPHPqB6/bHfCmOI3GFgC2M4ueet3fh1i6hPA4HIE5UBQFp8loBgBRdOwsf+jLaTJBd720SV9+vR0AbD3dFgCBxCe7Tmuv3r6tafwPPzegX1m602QEALgtZrujV9/Vefz4HUXrN3mChgwlaUwm2k+eQPmWTSF4920AAEeliibpv70PSRoNsuTkmDOLnhobOnrcYEevvjti8tRFftZ9njoElo52C08VJHVZLTA1N8FlMVPX3lo/PHjI8NnStLQ5bKWSYdf0mA31daLoabcmkz6DT8AUCIbatVq/hA/sGg3sGk2Ltac7NvGRueVej+cGxnIGn5/GCwkVAoAsPWNISMfY54ds2ppD3vWo/POq8mOG2upNaYNHnuIDaI6IgTjEA/9qXJqSipod37gqP9w60tLe5sh5ZSVTnJA4kasOpbUc3K/1WK2v9lZX/WRpa/EIIyOn+Q0uAGAJhaCcTtC5POvJpx4LEIIVv/Tcp1N+Pb6RIEkmANAYDISNGhvB4Plse4fBAEtbK9lz+TK4KlWILDPri9g77hpe+93X/5DFuz+6L120iuMTePyQUJ9ntKaK+p94Jug8/kPK3Hxf8jiPD/mgQVxBVHQWgEtuh32ivqzM4/V6qJ7LFy/LMwbl+71MTkMveGq14GZjOnS6G7btet1fzucP3k+SuMF4THjwke3KnLwoAHD06tF14bzL1FD/XMmbbxyKvuOuoQn33L9AFBMHl8USLE/PMAD4Q0hMGJ+0ctTHn5HMvjB48JDhSF/0XAvgU6I6s3jBipS5T5xgy+Qqp8lgMTbU3UtjcxjWjvZtV9au2gMApZvfPJ/94rJZ0pS0u9x2m9Gp11PqIcMes7S1kf3zFwURke7SLZsWBBcOmey221o6z5z+gEanv8oQCKMt7W0nyrZuWo/FT6F+5/eTGQLhcYZQQLptNrhMJkvGwiWPJ895XKgqKLodAMTxCQK2TPHor3dMKwTwVtH6Tfohm94V05hMdJw6+fzpBfPYLrOxUpqcmgEAbpvNbWlrK28/cawra+myPeHjJ73Klsrkdp32q6wXliVcXv3q8r+6Hv9bXHjleSZBEAoAsRRFncUzN1EkGMAA/oUYMLr+j6Hm6y+a0uY/PU2Zm/+o1+12dpw8/mZvdZX1r/oN2fze++rho2abm5tuSKQmGUwGjc25ITyS8tj8MaGjxy/oM7IYIaPG3Fn73VebVPmFEz0Op7bt2KEVBWs3zstbucZRsn7N9swlLz488pMvUjRXL1+lsZiZDKEIuuvXbBUfbR1DvPw8a8qBYwEqbaZAALtWs9OfIHt59YpEks6o5apUHLtW46r89KNCPPYIjLXVH/PDwjcyuFzC1tMNllSGruJzvbauzpeaft5dCQBnn11Al+fmf0symeLu0yfHUxRFCcIjmElz5t1PECSLzuNTAAjAJ5Wiq6iIyXxu6VVLe1tJ1fZPZ43+/JsbXrJ0Lk9g6WiHrbsTLIkUHrv9aNeZU1fTnlgQK0vPZAAAFR7Bd5nNUX0GFwBfbpgsPRMdp06ALVdAmpQMtkKZYKyrSZSlpsPc0gybVkNxZHLCZTbZnIbeQAjD43SAxmbP5yiDmDQGA+phw5KdRsP9nefOXOKpQwpIBhOU50YtdCaP57W0tzkip85QxcyctZSg0UiXoRdh4ybKmvbuHiaMjGpMmj33U4JGk/XWVHnFcQkk4EuCl6algcbh5kdOnZHDC1bLXVarKO+1tXd77PaANeF2OMAN4gW2mUIhhFHR4IeFo7eyHMrc/ASSRnsfwPS/uu/8qN72IT/mvodNyrQ0rk2joUreeJ2BhU/+3e6g3O62G/mlGJAkpWSlzn96evw9D4z3F4QwBcK85v17K+WZWYmUxw27vheUx7PvZmNWbP/0I4JGm82SSGHXalD1xbY1/Yk5CYIg8l5b95gwMmqIrae7tmTD2tdkWbnbhZGRD/QZTtBXVnj9BhdBEPRJew+N8PdniSVw6nXbL61a9gUAqIeOeMHveWXweBAnJN1QwRs4NgZD1X/B4POgcm6w9sref/dYv80/SIcBwKXXX90LYK9/O/rWmR+DILjqYSMeCBo8bLbX5XR1nj61ovqzTwLUHH0ySLcEBnncl97UduTgKUVWTkLuitUVkvhEOgC+JD5hc/vJEzd4pGgslhwAgoePfL5w3Ztiv+EYMmIUM3nek792nDh2r9fleo3GYkt6qyu/vrLutf0AIE1Nn+dfILClMsjSMx4DsPxmx/WvBkVRPQB6/rLhAAbwL8CA0fV/EKXvvHUJwFwAwCP33fBd8qOPxwcPHvYKjc0W6SvKvrywfOk3BEEwJu87fAdBEOCogmCoq4EoJg5etxtd58++qx4+Mjrr+ZeLei4VH2k5eEDPFEtE/XOEGDw+q6f4/KeXX1+xIHjIcHH604sPSRKTsgGAo1AuUuYXJtEYDMgyB1EVn3z4bMOP35+0trcW+19G4775sYKnDskGAJfV6u2tqjznH9vW2dlRtP7ttTx16EuC8EiG5277PGlK6sK0JxcmmZsa3R6nk8GRyyEIDYO5qfEDS0d7cd6KNS+YWpvrRnz0+T2SpJQpTkOvtqv43HSCIH4a/sG2b4MKB08HgMZ9P+sdvXoOjcn09FZXtUZNv3U8SyiE225PzH/9jQR7T/eT/PCIKRy5QuE0GsHk8xj8sAjwQkLR21AHQ01V65gvdmynsdk5/vkSBAGn2dTqslojGX1J79b21l5+aJiYFxICUbSPQ4nB4RAskRhetxv8sHB0X75IdJ09/Zixod4aOmrsR26bDXQOB7rycipk+CimqakxwMvEFIoYwqgYRdPe3U+yRGKp02R6ha1Q0hgcDnTl19H4y97HsOQZRM+4/V3FoGwS8IVPzU2NYPIFQm5s/Iv+cLDbbCHbjh3WsqUyGUMoAlcVDJfFzIm7854vZRmZ8U6zCdb2dpB0GsytLaBxuNBdL93hsdtiJAlJWQBgaqgHLzQUBEFAFBsPq0/X8jcWzr+Juu2f/OZx6guj/V007Pp+vjQ1bZYiM4v0ut3QlV1D1PTbomzd3cP9BhcA8ENCifYTR9sIgkikaHRwpFI4tD3Gm43ZffrkHAC/WVm/k4HJW7nm0YhJt2zx/xZIBkN64vE5D4ZOmFQpTUl/2d7Tran+/JOAogRFUe4x279z+ZPk3U4HLG2t5wPf/06wHbi5Y6237Nqjgze+Mztk1BiCpNOhuXIZNd99PQ6rlv2tc/VnqP9xx2UAIAjitKqgaL3H6bT5NTDDJkx5U5yQOMfa1Vlb980XmTfrL05MmiKMjAo8GDhKFek06F02TY+eI1dIvG43DLXVO4AJIBkMlb/IAfCR6tLZbF7JxnXXAUzzffqbbUe53TcQenn7EXwlzX5soigm9g5LW+vF0nfeCsiZEQRBi5w6I8dttRhbDh74U1m0AQzg/5cwYHT9F4EgCGLsNzu/kqakZgOAICJiTPqCRa0ATrttNi0AIZ3NBi8kDFVffvauU6/fJYiMyk+e+8RxOptNU+YXlkRNnTHRrtUckKWlX5SlZ+ZQFAV9RbkneOTooQCuqoePHOs3uABAlV+Y5BevpjGYRHDR0Pzrm9+8gaW8/cSx+x0Gw9dsqSydYNDJyClTv06Z96S8bOvmd0NGjIovWPvmywwejw4A6hGj53qcLmnwkGEz/f2N9bXwOB1eY0O9U5VfcJqnDmUorFaAIMAUCsEUChVuu32dMr+wQpGVMx0AzC3NCBs7TkJjMP0nJ87PIk5nsyGKi089/+KzpxIfnD2ELZePCho8bLM4Lp4O+EKRboMBkdNvu5/OZKG3uipwLC6z2UmSNLu9pxt2AC6b1aspuTq35df9raKExNtE0bEL/W29Xm8fFypAYzLd555f9P6g5166VZqSyrS0t8HW4wZLJCKcBgOcRgNMzU0ARQWMr3PPL3qHIAgRgJWxd99/kWSz41wm45HOY4e/BgCWRBrwIJI0GlxWq9dp6OXyQsPye6ur4LHbIUvPgKGuZgedyysSRkalA4C+sqJLmZ0bDwBMvgAOFgu8kDB43S449HrUffvlOl5IaEv0bXdUuq1WsXxQFmh9L1CP0wGSwYCzs+Omygn/LvRWVuhHfLz9UvfFC7kgKChyC9C6f2+3uaVpp71XV8QW+4riTE0NXkVWLrs/sajLbIpJemTuCLfdHmvr6vix9dCvuj/ZzQ3gR0QW9l98cFXB+ZnPvnBL1JRplKmhYVL1558c798+csq0uJi77pXoykpBMJiw9/SAxmZH+b9v+Hn3bI5K9bksJR0OQy80pSW9I3W6LTQmk6ctLdl2Zd3rR/1tzyx6kpbwyNwOpkDIady7e4qxuvLkX8037elnncpBWQyXzUbV/7y7ofXnXTE3a9e3GArc1AmPPHo646lnivjhEXAYDBm5K1Y7Lrzywh/oF0yNDYcsHe0eXrCaBgA2jYaytLZ+3rDz+82i2Pgx1q7OlsuvLf8Gi55C++GDCzvOnJyvHjqC3lddTNV++9U0bFx301y+rnNnFjFF4q8EEZFMU3OTs+v8uUW4906kL1g8J/6e+9/jKJSky2J5MH/VusHnX1pyN0EQ9OEfbNuhyi+c7rbZ3EXr315+ZvGCgCVPEASRtXT5exyVKqK3qnLb9Xfe+uavzt8ABvD/AgNG138XhNygoIAHgsEXsPnhEVkURZ3KXbbqSQCb6Vyu3Fhft+PqmlULAFCT9vz6FZ3NpgGAOC4+I2T02HtPLXj8jYK1G39hisQ5oChIkpJpdA5nMYDNDp221+tyUSSDQQCA02zy0Di/hT6cBn3z7yd1fcum8tHbv42RJAVsBCLIZFoL4F0ai82jsVh0wCfUbGlvAwEiqX/5uNtm72n+Ze8yjlI5Q5aWyfAnP1s7O+D3GJF0usCu1WicJqOFw1LwfNQOv0VNKZebsHZ2wONwgPJ44LZa3ADQ8usvTSmPzfdY2lpLRLFx2QRBwNLeBrfd7nH09NBowWoIoqLQeuxQh9tgOm7u6uhS5uQ97jT0gikWQ5qYTLoMvTlHH7n/u+DBQ0uliclZsoxBI1xmk91QXQXK7WK7LRavpaeHHPfdTxRTJDJZ2lobeSGhkQCgLS0xUV6PQNaXnO222aCvrnR0nT3z3sheXdeUX48rnYZeh6G+zho6epyAxmROCx8zoZcgCOXwD7ZdEMX6KNfdTge6is9cip52+xC21GeAWLu70H3hfIuutORdfVV5s6W9TeRxOXo9VtseZOe+5D83Xo+vMp/GZMFpNKJg9fqdzQd+mWnT9JSEjh433FhbDSI8El6Xk9KWlZrg8V6v//G7uf+v9ep6y8vmyzIHbfG6XLFth34tq/5q+3ZtyRXtoOdfTuWpQ2c6Tb2E22o9rxiUk26oqwFbrgCDx4f2+rWw0LHjj3JUQbB1d7+fNPuxByo+eu8LgiAISXJquEOv67W0txli7pg1kacOKTDW1u6QZ+e9KYiMHGKoqwE/LBwuowlupyM5ZOSY3R67HZLkVFvqE0+91Hn61FfhEyZn8UJDM8VJKVyWQEj4KRwQnwCvy3ELgBcAQJWdozTU1Fxq2vtzmLGh/suMpxYOkyanzAMAfkTklOQ584aVf7i1DAgYRkEAgDfX/eW5iXtwjiX5gYcZHIWveJcpFEYTBKGkKKr7r/oGFw4u5Pd551giEaTJKcybtes8c+p6xuLnn1Rk5Sxz2+0Cl8nICBk9dk/rkYPzr729wTfJPm8cRVEUQRDy1Kee2UNjsthV2z+dZu/q0gx+8523Ju359Z4JP/6s01y5vPDiylf2xj/wyIzQEaM/c+p1RMWRg801X2zLtGs0egCQZ2Uv4CiUPgZcHg/i5OSpAJD1wiszVQVF0wmCAIPHoytz818WRkZtNTY26ACg6M13LoSOGptNkCRkqRnj0p5axC7dtGHbPzoPBEHQFDl5o23dXbWmpsb6vzzpAxjAP4EBo+u/C0ZrR/tVtkyeAwAus8lmaW25DAAXXn1pL0EQ+wDQKYpy4fHZIAiC8P7ere/0ufXpbI6tv7cAoDwAUPbeO4dE8QnrZWkZ870ul73txJE3ecFhj/NDQ+Vuu03XfaH4Ozz2yB8mRmMwbrjXyL7tll9/uRo5bcY3qoLBs0wN9RDFJ4CnDknVV1VAmpgMyuuFpbVl6/mlS7YWbdx8yw2EiBwOPHYbSDodmquX9+S9+vqXtp4erbG+jqRxuQRd0wOOXMEGAHNrc5kwNjaVGxTslzYpJgiCVrj+7V8licnDWDI52o4dbnJbrV1cVVCGIDSM5bJa0VNyGRyZAuLYBAlXFTTLUFdN8UPDCQZfgK6LxbD19MCu1Y7nBgWvtHZ2mNhS6YTC1NQ35S6nK0qvXf9FZU3L6O3fUuGjxwIAhLGxgvofvjOLY+I2ez0eV+vRg7vi77r/EAAmANA5HBhra9/nh4dPU+UWKAGApNNZvJAwlp81X1VYxM5Y9PwXVds+utfrdHbTBYJJTIEwMfmhR3ON9bWgczigczhgy+S4smbl67KMrLGR02a8zhZLQHm9EQ0//0Toyq+flSanFjpNRjj0OmgMvSAZTIiiY0DnckMV2bnP0jkcEY3BAFcdCmNDHTxOF6EePExIeb1FTrNp+8Rdv0R6nc7enksXnr28dtVfemL+WUTfcdfd4eMmfCzLGES3dXebwsdPFAEoYkrEexPuf2glPyKSpcjO5jKFIvRWVYxgScTgqoLRc+VSs6Gmaq04PvFtWapP7o+rUJJeh30zQRDfFW3Y9HXQkGEz3GazOffV18+kPbVoPFssQfelCy9JklNJBocDAOg6f85NY7N65BmDAhqUxvo6Tti4iRuCBg9f47aYSVV+Ic3S2uJy2e1e9KOdYEtlegBIf/rZd2JmznqCJRKB8nrRvH/fKGF0TEa/dlJhdEw++sTuU+c/c5kfGhbXW1+9v/KD9wJe3z+DNDGR3WdwAQBE0TFgh0dcABDx5718oLw3hjn/UTVByfo1W2PuvMeV/MijH/ZJTTHYMtmnfRQwHX3HOito8OBPJv9yhGPr6uwu++i9oVnPvfww5fUMDxk1dmxfEr+cIGlbCYKIGrX9m28VmdkMAJCkpYcz+YKvAEwEAI/NdoPygdfpcgEAyWTSf5fjR+ufmyqMiglwo3EUCkKakjIHwLY/Oy5BZBRn2Huf1Cpz8tROowF5r63dVrz0uX/E1zuAAfxTGDC6/otAURSV9MjcWR6H4xUamy3SlV3/quTNN04lPTI3RhyfOC7z2Rfbr77x+u7+7fNff2M5Wy5/iykU8bTXrh6p+Wb7pwUe90JusHpQx+mTLaqCojC31WLRlV1/DdMn+VfgSwiCWC5OSGSnL1h8MWjIsKC+B6CS8no3jPjws4s0FkugvXb1y6vr1xwBAO31a7u4oWF3ssUS2Hv16L5wfj9x120ciqJsBEHcm7HoubaEBx5ZRBAECAYDgrAIqnn/3h1et/v8+RcWbwne9f0Mr9uzQRgZPVQcn8CnKArdxeeOuq3Wb5y9+k55Vu4LsrT0AsCXNG+orYG+orzUQKMXe12ODrZMLmRLpKkA/LlJEZnPvbQqqGjoMKZAAFNjA1R5BRHdxefalDl5gdCKob4O0GnAz8xmA4AkMYUwNTbA43BCEB4BrlIFAOkssaScIIjwsStXt3CHj1I4PV4Qh36ZfW9iXDJrbUC5BXQmC4KIKOmRh+/1MXXOeQBjvtxxCsAoAHBbrW6HTntAGB1zI/vo78kMCILsPHPK3nnm1LIpB47P46nVJAAIo2Phzw/Tl183th488FnsrHtP+5nvCZKELDklrftC8Zu27i6O1+tViWPigimPBwEPDQCCAOlx2LtMTY2g83gQxyVAV1YKj8sJW2cnQseMG+/P2SHo9E8Igkj4R7xK/ywIgiBGf7HjC3lGpo/2wmCQWLs6QTIYEISE5QctWfqzoa4GfqknSWIyNFcugasKBgXCwODxSYLOuEGTj6DTueO+321lCkU0c3MTRLHxAkVO3jh/tSZHoQwYXADAlklpALQAgvuNAadOB3nmIAbl9UJfVQFJYjKjZf++en5oWBSDyyXcTgdlam7amf/aukfUw0fM8+uIEiQJUVx8orW9rV4YHRMNAC6zyW5pb6sAgNyVawzx9z0gZPL4sGk0t6cvfO7qtY1rM//ReTK3tnhcFgvpPwZrVyfszU3z/845bj1yeBdHqZohjo2DXauBtuSqFbdP/dP24vj4J/zanr7tRISOHf8ygMcBQJVf8I40KZUDAPzQMGWcxXwyZNhIpam5Cf01YRkCoQIAiykQBqoG6EwWeKFhKf7tpn27ZzPFopOimHiBtavDrbl88SXMmoGmn3/6URSX8LA8I3OE1+VC14Vzm/WV5QFqHI/D4UC/95vD0Buozr4Zkh6euzWoaIiaIAhwFErIM7LuJwjiMYqiHP+o3wAG8D/FgNH1X4aKj9+vA9DHFj8DKY/NT4m98+79PHVIqNfloriqoNcBBEJL51989qOgoiG/smXyoKaff7pSsHbj0+ETJq/rIytFw67vv+u5fGmXpa31AJYuCeyHoihrwer19/LDI6L6rzgZPH6WIjNrMAAIIqNmpM57cvj1rZtLL61aPiv50ccv80LDpsDrSYyYPHVayIjR5txXX99MUdTTmYufP9v/OCjKS1R/+fkqtlRmGr39205pSprIpumhWg8eeFd3vbTGY7f1Xl694ksAXADWiT/t/8jfl6TTQedwoB46PK3t2JGdJ+c/uiz/tXVf3cB4bbfzVfkFD/iTsAWRUTDU1VA0DveGEn6SRsMfSswIAi6LOcAq3tc/NPrOez4TTZqq8Asku265les8c/wFm05LCWNiCQBwWa0wNdTX9R9OW3rNRXm9Lq/T6dWUXF1/ffPGQ6M+/0bi0OvAkkjBEInQfuSQSz1qDIPGYKLr3Fm3Mq9g6OS9h7o7z597A5T3BmNHX11ZZ6irbWnZ//O82DvvkXsdDrmpucnHkRYaBmt3FxF92x0L/fPUV1ZQLLGYsGm6wZErYe3qcmquXt7kNPTqwidPG8WRKxgAoMjKgamxASBJ9E+SZkkk4fBRH5h+f6r+J8hc/MLLgujoHEtz84Era1dt7TPwk7nBwb/RXohEMBl64bHZ4Kf76F/p578+uqpyMLicBOXkqZu7r1yCw2AASySC02KGy2ymy9MzSQDgBgXD1NgAOpdLeF0u0BhMUG73DezoDqPRYe/u+lEQGZ1K0umw63UwtzZDlpbp2x1JghcSBodOB5ZMdqxy20cbxQlJLzr0OkvtN9u/Lly98ShBI28w/Dw2q6njwvm7XWbzMpLJ5OnLSj8p3fzmWQCQJqUI/VV/HLkcisxB6X917sreeYuZt2qtR5KUQnqdDnSeP+ekKGrP3znvdd9sv1Wckn6XNCVlo7Wz/WjnieN39/8+5s67syInTzvAFIkkTkOvxtzefsxpMmX6fzvWzk6YW5u/9bcnWWxO//5MgVDs+18Aa2cH/N5mQ3XlTxRFWUd99nWAFNhltcLc2HDG37dx964SgiBkkpS0Qn1ZaQlFUQYA6L5YbJEkp0wKHz9pjMtkMlV8/P7xvspL+L4/v4QgiY10DpdpamlpLt305l1YshCimFiGMq+gyGk0apv27r7ub0/ncbn9n2M0JpPsm9OA0TWAfykGjK7/csgzs27nqUNCAZ/shigu/v5BS5YelWVkzva63daOE8fWdZ45VQWgGQDGffNjYX+yUklK+rToGTPvMLe2NKbNf/r2vspJAADl8VAkgwGn0QimUNgnR+PgAD4+Lq/TKeGFRw4GUAoA5R9sWZf90qsxsXfePbTvAUdSFDWfIIhnueqQa/KsXMjS0uF1OWFtb0fklOlPsGWyaHlmlggAeMFqQplfMM/c1LS8/MOtHw15e8s1UUJSssdm9Rjqa2uF0TEKX+iwAh6HHbzQMNBYLDYAcOSKLkNNNWhsNii3G26X00Ln8W54ERrr64+5LeZvXVbrewwuFy6LBe6ya8hvbcCF2DgQfCFMzU2wdHXCqdeCFxIaWLk7jUYqZNSY+/yGDOALFWqYHHr111/c5nE4vmUKhXRDdVXH5dUrAiv5zGdffC/61pkBygOSTn+WIRCs44eGMb1uN0zNTSAIgPJ4nrq69rVwGpsTl/Dg7OlMiURkbqxH6PiJy9sO7HsnfNIt8+lcLqP7YrGJJRHTGBy+V5qWESlPH/SSLCMzDAAcvb3oPHcGdA4X/edJ0OkOj8PBdhtscFussHV1Vl5Z9/pRgiCYUdNvd6BPSBoADHW1Go/N+jONzZ7CVarkANB29LCx4I23GlPmL7galF+kp3M4KkNN9U/nXlh8Q0GFH+ETp4ijb525liWWJFo72s+XvvPmquTH5pfF3nVvKJ3FgtflmkrjcIIAvAKg3K7R+D2KcFkssGt7XDQmG/55UV4vnBYzmDw+DHW1sOm04IeEQpKQxAQA5aBs9Fy9TJka689Zu7r2REyY3D/hGiAIdF8svqDKL8phcHkERVHOpn0/G8VxcRKH0ehoPXjgrtqvPt+T9eKyKp5aHd1x5lRz6Jjx2xh8fuAt7bFZYaitPl7z9Vcfpsydd0qWlkEDAGFkVJPDaKiTpaWjt6YaNCYTVq3WUffd18dcJsPIkjff8ElB3P5bJZ/HdeN73m23/S0PYvFLz/3mRrrrtj9txw0OZsbcPusFkslE97kzGztOnzT1ll37GsBNCUnDx036RpGVLe/bVHmcjrTWwwdqJIkpcZTHQ2lKLv+qLy8/DgDKnDxewoOzNSSDEQ6vB3Q+H9auziYAcSyJFDaNBi0HD/zksdl+Pb/02Q8x7xHUff/NcK/d/jOdz+cZaqrPX16zclb//ffRy5z4/bz05WU2AD7D8qP3bvju6rrXtwDYQhAEg6IoFx57CJLkFE7OslW75YOyx7itVlfhujeXnl3yzBsA0HnqxCphdOwt4rh4ttfthra05JLfwBvAAP6VGDC6/svhMpvM/bdtPd32iClTd7ClMgkAMIXCPIIgsimKcvZ9X92/PUkjWQDADw2LVOUXLQIQWAVXf/X5F/yw8Du46pAxtu4uj66sdK8kKTnJ1NwUR+dwwJJIwZZI75OlZ27TXrtqBwCWRCrpv6Kkc7k0AHySTvdwVUEwtzSDpNEgjk+A5sqlP6yaCTqdFjZuwkqX1XKvesTohD4DkQaCjG3au+c1Oo/7SPDQEUEESaLz3GlH56mTZzDnAZjbWosVuXleGpNFAoD9guaMvqLsDFcV9AaDz2fpy8sutx7af6coPukJa1cnSBrN9y8mHtUCAaxHDus73e4rqryCURypDOKEJHQXnwNHofB6XS43RYEpT8+A7solSAdlg6Io6E4esx05sP+JvhAFc1lB9phshXzNvmmnKqv0vdueOXF2jTAyakx/ygOWTM50mUxW3fVr2+WDch6xNjbA0atr6y4+t7vuh+/akx99fLyxofZ2RicXHKUKlqYGhqGxjtFx8thRbkjYOGFklICjUAoARHIUigyn0RggnmWJxeAFq2HT9LS7LBalv2LU3tN1QRgdm+pxOiVer5fyOJ22qKkz5BRFaQrfeMvFDQoGyWDA3NIEYXSM6PTC+UsiOjq2ytIzZppbWx4NnzRFzuQL4DAYRmmvXYViUDaEMbGDs196tdnUUN+pHjl6M53D4ejLSt+79PqKjTG33fGGqqBoNgCIE5OGedyuQZLE5FB/zhrJYEAclzALwCsURVHJ855c5XE6XqAxWaS+qqL+4isvpMTccXcKUyT6nh8aFsUSi43VX3y+jRcSMiOooChMHBsPwFcg4DeKuUHB5nNLnploaW8zDHlr6938sPBUgiRham7yNv/y88qyLZteDRk9roCjUg0TREQxGXyBoe3o4V6mUOTUXLl4EABJkOQwj8sVROfyii1tbZ92o/hhSXIKPFart+PU8ZcuLFu6Oq302ld+gwsAFNm5jKtvrG4Qx8WHiuPi+drrpVddel1K/srXb/c6XbcXvfHW82eefVrc/x7vOnfuJJ3DHcoLCoahvh5NP+9ZH3fk8BO2nu4zrYd//V9VjfKC1cycV1bWBw8eFkKQJBRZOY8GDx6a2KdteVMwBPwb5sfgCaTFLz0QCLXizumBPxMfnrNKPWxkuH+7+ddfDhqqq+ZrgoLfonN5Iabmxl/PLJz/HEVRXry4GADQtOenYgDKv3sMkdNv+4EbFFyor6p8vePooXf+rF3a/Kezh77z/ricV1a0Xlq57Iu8VWvvVWTljPEdA48hS898iSCITRRFOep3fn8t8pbpGYrs3AV2va7z+qaNq36v1TmAAfwrMGB0/Zej4pMPtrAk0uHihMRJDr2+y9zWskeVXxigNRBGRqeqCopiAZQDQPmH7y0naDQeRxmU5TD0hsrTMwMPUIJG3nC/6MvLbKKY2EnK/KLBLrNJ27h7Z2n6U4vyQ0aNOc4Jj2ABQPCQoUWOXt3D6CNf7Ll8caMgMnIaWyJlsqQy6MuvV1EUpQegL1r/9gn1iNHDaCwWuovPa8o/3PpsxC3TC4VRUT/zQ8MYLqsVDq0WiIkDRyYP7Z9UzxAIaA0//XB82JaPlvpftEEFg1lMvvDLnJdevePiqmVf569ayxdGx4xzGgyttd9+tbzt2GFDzMxZx9lSmVp3/drpjtMnTYXrNiaI+tjzAcCu16EnKAg8kVgiq6wIN7e2mIIKigQAEFQ4GNrSEr3ueulTsbPu+ZIgCPCiYtB+4qjbUFf7xbWN6x7354QQBME8MH3ip9EiYSgARAj4ry3JybhiGjP1mtvhiPEbHE6DwU1RlDth8JBvuVLZw6rcfMJhNIZ4rNYfARR0nDp+IqhoCCVLyyAAgOsT0J7LEolrSRYLHMVv7y6OUiXTlV+vFcXGxQKA02x2Nh/Y95K+vOzT4KHDx4vjEm5xmowdDTu/XxU8fOTyyCnT5hMEQYiiovNJBmND3N33vRo+ZZrQ2tkOigLYUilIBpPBkkgl195eXwygeNx3Py32s+WzRCKwJL7cMRqDSXAUylxpStoTsrR0DgCIYuM3ZCxc0hA8eGhS4J4iCHCUqjDKHVBw8p0Hk6HX/3f51s0vA3jZtzUNePl5ALgcPn5SgTghMcfS0VFbt+Pr6rwVq0+RdPrHBEEIWHIFDLXVYInEcNtsLm3JlaetHe3GmDvuOuBxuhqsne2n2EplkO566buVn3xwKFsieUWWlrkYJMGlc3k0j82KyFum+by9SSl6a2eHJWzchFCCJCFJSplS++3Xt9h7una1HDyQrrteclB3raTYN29ji1/nEABcVgssHe07L722/GmOQhVG43CWpc57kkGQJGgMJoKGjRCpioYu6TpzMlCiWPr2+mEEQQTzIqMeUeUWlCU+8PA34oREptNopHKWrXr14qsvvYp/EuFTps1VZOeG+H878oxBamV+4YMANv9ZH0Nt7VFhTNwddBYLbrsdhrrag3/Wli2Tx/ff5oeGuc4sfLIawKTAh0//86zvOctf6x307AsilkgMY2PD5oQHZw+u2vbRH8poM55+tjBm5qyf2TK51OvxgCWRpXkc9hvC+gRJkuiXLdm4Z1c1AN/k3t7wT89xAAP4Rxgwuv7LoS8vsxEEMY0tk0vtWo0xee4T6U6jYW5AMLu1pb7r3JlAeXSfR+pJAMh6/qXx4ti4L+kcjszW093dc+niu7j79hvGN9TVugAc82+Xbt54KWzCJCuAQNIP5aWkfje/JCExgsnj2xkCIbPzzMnGq+tez8ZT8wAAZxYvGB4z8677GHy+smrbR1v6RH5/jbvn/iJxXMJ6YWz8cFVeAQDA5bBXm1qaUgVhEQyKotBbXlbPlsp0lK8Uy/cgpSgwRSKeNDVtHoB951967kMAHwIA5vkqLOt2fHMNQEBGSV9Z+YUiK/cOblCwzyPW0wNRnO89wg1Wx9j1ujoAAdcUyWSyLr/+6g5BZNQdqvzCaTQm0+22WpeXbFj7Gjb4lHYyFj5nyV+9gfXutSvkBviMCxadRgZxuRFX1qy8tWD1+hKuOiSNoijC3NLi4qrVIRNnz93JyBhEAD75HmlyWn4fv5Ft7Dc7fztGADQ2h2bT9FyQpqQlWbs6wVX5mAZMzU2OjtMnH2SKxAtpLLZYV3btnCo3P1WRnbu26+zpjReWvfglAGDuQxjz5Q5Rfw8kSyJJ4IeGZ4hj42j27m4IIqNAURRaDx/U91w4X+tv53HYb5iLXwrKZTY7zG2tFlFcfMBTyeDxwA1ST7Z0dFwQJyQNBnzeKFNj/UF2Vl64oa6GQ9AZsHV2Wht377wHcx/GP0LzgX3dAAJs88WvvLAjbta917hBQXFMiTRDmpI21lBXq20/fuTl2q+/qBj89la3evhIEhSFtmNHPGeeeYJBURSlzM3PKFz31nKOQuFP1oebwQzkdEnT0iVMsVjiN1T4IaE0WVrap3QOjx9zRxqP8lLLB2/cvM5lsSiipt/+gKmhjnI7nARHKoWmtOR668H9H/ZNsTpj4ZKVN1TgMpmgs1mBssOsF5etEsXGTslf/UbT+ReevSNs6bIScUIiEwCYQiEhy8hcDOCfNroIkmZ32+xg9KUuUl4v3BbLP1S0OP/i4jtzXn61jRcSlmdubTlzadWyJYCPYiFn2Wsfc1SqKENt9XclG9a+a2puOitJSplEkCQorxfWzg5pwn0PRlVt33ZT0fG+cSR9C6+/hCw1XeQvmhBGRiF4yLA7APzB6JKkpE5ny+RSwJeXKYyOue3y668OEkRE3StLSx9i1+s8Lb/u/xiA8/d9BzCAfycGjK7/P0BfQrK/eudSzisrHpKmps/xuly29hPH3h35yRefTdi5N8Xe01Nc/sGWJ7svFlsA4PKaVQfiZt1TyA+LSDE1N5bUfvtVAwBkPf/yN/yIiDxzU1PxTfIv3IM3bn6fF6x+jmQwiN7aapMsPWPZxJ/2P5bz8oq58qzsNbzQMCEAqIeNjHQajQ+j3yq7bsfX2wEAn34YGLPmy88vEgQxqmjD5tWGmuqJbpu13VhdtVBzsVimyMld6NT36i+ueHkuAHfomPHvqoePnE/QaOitroQ4PhHaa9obkmTSFz3Xo8otkNOYTOgqyrzFS5cEwkGVn3ywN+3JhatCRo5e6nE5aQwuD5THA4JOh6G22uiyWMS27m5wlEq4LBZoS65eGPT8yzNKN214oDk2Psltsxqb9+8r949XuO4tb9y99xN0JguWrBw88dXneBdmdFqsHVX63qMAYG5vq1AVDE7nKBRQ5eRxuApFs7S7lbwh3kP+ZhD9f+2ddXRUV9fGnzOumYm7J8SDJhCCS9EWihQrLaUGpbi7u1u9hZYidaBQKJRCW1yChRAn7i7jM+f7Y2ZCEmJAoPR772+tLLj37nPuuROZZ/bZUhwTfU/q4RHCk0ihqShHaVJCmYWHp1X2+b/uiV3cgpR5ueBJLVCaknwx8eC3FwBc8B091iPgnQmXRHZGRSawsu4kdnLuFPj+hxetgkN8WFwuss7/DadOXUAphSI763JlRvpdbUVlqcDWVlaelgp1cTFs2rSzDHzvg5cAnHTu1lMmDw49y+Lxe4gcHFGZlYGimJjzLA4ntSTu/hFVXm6iTqlcpCouYpclJ4FwOajITHNK+eWnwVSvKxfa2PkVxcZc48vlH2oryriqoiJlzsWLX2Se/m1WZXbWE70ZJhz6Ng7Gwp/HABhjt95/Cy3YnL+du/VgmQWPc7cebI9BQ48BGCBxc48UmBo+A0aPnSInC2I4ATD2ETU8LJAOSin4Vtb21iGh5qKxHHlA8DyeVMriy+UAAE1ZGa6vWDQq7eRvNYpyJn53YJB1aKtcu3bhhBoMyD7/tzbr7Jk5gFFweQx6dSFPLAGltCVXYnGVkJreZRap9oPwBGT+cXKvZWDQVNvWbYI4QhGyL56/E/PZR3vwaVWhd9hFRK6V+/pNqsjMOJt15tQgALi+cumM2nN13Lr7kkuPXmGExYJVcEiXVnMXCm5vWLNGp1C2kPv5jTHodCyxk0sHYX/7I4SQsNqZgC3nLkyzD2vv2u/YaXT56Av8M+ldL0ppveKsLqhBX+d5TWlJQfVjg0adn3vlUpllYNBLHi8PnufUtccUnxGjp1qHtAxwjOw8rKHtVQaG5oQRXf+DXF+x5AcAPwBAd7Vqr11Y+9cAAL5+QXqNJg/APLNtwqH9CQASzMfhK9Ze8Bz6WkeuUAhtO6Vn+Iq1rleXzI+sPv+FGZPnh06deU5gazfWtddLY7jG7SdnvUazkc3l1cgOVJeV2Xfa9Wmm0NrWqjz1QcqV+bMC62qEbCpHMNf0hWoeN2N9qOXGhExCyBTf0W9cdOzWfb19eIRrRXpact61K2vw+mvm6wF9D/9mY+6BJ3ZxZQVPnl4WvXNrVeyTZUCATubbgl0SHwu2QICKtFSUJiWq7NtHyGwtLFAcH4fca5eTDWp1ltfQ17qz2OzuNq1aX7r/xad900+frNFyRtbCj5gz/cROTijt0JFe+PmbTddz8w9+evd+AgDIW/gPqF5jSezqxgo+eijnD/9QB3FgMEofJENTVobe3x02tF24NPrG6uUhoTPm/Ch1ce2o02pEXoOGyAEMlLi5l+VcOv+jpV9AqLqkOKkyI+P3Pj/9GgWAipxcLmvLyxzKlUpoykvB4nBbtF2yKsumZSuOOaasMicbcYe+PS2ytj0fvWvr2tKkRG3QxMkL3Pu/vJsQArGjIwSWlgAhcIzsLA2ZOvOEVWBwhE6tRsxnH/1x/7OPXqr9vWszf/FcmW+LjfbhEQQAJE6u/ajeMOP81A+WAECHdVtiXF/q527yKnEIm/VG/DdfNBhM4/fWe2qBjTU759LFS7nn/+rckG3QB1NGybx9XmXx+W41LhACwmZzAKAg6voPZUmJm2U+vqaabulQ5OaqRfYOfDaPj/K0FBj0hsqS+Fg+VyLllCUnqUXOLnxW9eK7Bn2V4AJM/Sq9fLyNr8GSf6yCQyP0Go3Brf/LS64snGPvM2L0EZ1KpYz5eGcv82smdfd4WZWbA7UpG1Ps5OyXdf7vSQIb209l3j5sTUU5Cu/e/hSvPtype1xKkxK1hJCWbgNeeVmvUhkyz5z6tfr3zP+dCffCF68IlLi5Q5mf/0rrBUsqbq5ZIalrLomLaxuziBVYWkHm5T2eUrq594GfOloHh1a580qSEkKcuvYIAHCr+nj7tuGuVv7GgslSN3eEr94Qj2pJG3VRGH2nWOhgbymQW6EsOQnZ5//+Bu89Wk7r9pYNO3gWsrZiF5c+OoUiI+/qlRkYPgjFMfeUfX86Nlzq5i4HANu27V7yGjpiIoDGK9AyMDQDjOj6H4dnIfeofiywtvasxxQAIPP1a2uuYcQVCiHz9Wtbl92d7Zt/7/LRF+1NggsAwObxZCXxcV+InV3msbhcUp6WkiB1dZ3k1LmbHACsgoL9qcEQBaD1kz6P6Q3koMDa5oht27DAkvjY2PKUB1XJBEIn57lCO4cqe65IBLGTc42qEIqc7KSy5CTIfFpUBWKzBQKBuSWMZQs/VKQ+oI6RXSLM162CQiIcu3QbgloFGGvHKukqK/HmqXNz3qx+v9ycEoNeLzHPpVMoUFhYMLrfnl2bT4vlPux3P5Tatja+zCIHh2CfUWO3JR7cN8wxsnNw512f3TXPI7C0stBVKgpPDu4f5DX0Nd/Q6bOv8mVyiVZRCYuc7FAWmwOhnT2k7h4oS04EVyjkVA/iF9nZo/DG9ZSbJ46twHRjaEvMJ7s+tvQPDHXq2v19wmIh+5+/vo/5dPeptouWj2QLBBG5166AK5HAKii4l3WrNj6oJtAB4Oa6VfsG/n6uKotRaGMDmW+L1wGsAwCxs4tL9W1NgaW1FA3QYcNWQ/AHkwlXKIRjx06dnAa8kpR1/Gid7W5az1s003fkmI18SytiGRyKzL/OUueu3QmlFFl//Wl48PP3fYHvUPYgOd9n1NjeLt17bgObzc258M/quD2f/+LW/5VIx85dPhA7O6sLom58dmfbposAJGEr131k2y58dGl8HOR+/gCAsqTE03q1qpNlC38hAJQmJqgKbt/8NmjChx+1GDuuk2lLjM2TStbGfvHJ7ttbNnQEAHy04+HPhlLhIfX0BiEEerUaOVcu6e9sWf+lz8gxMWIn54GVWVkXEw99exxPCaVUD+BwXdccIzsHmqvTC21tYdOytbguOwCgen0Nr5tOqeQBAFtgzBiuOq9QlJcmJdaIpwIAcxwjYIzt41tas2rb1Ob6soVWLv0G7hM7OHUtirmzJP/K5b112VVmZaoBjCSEsCml+up1x1hcbo1n4ohFdTYeZ2B4FjCi63+c8tQH5+Qt/LoSFgs6jZqWJibqeu777vOKtNS7VxfN3VW74KVOUalCtXgt03Gd5F297K7Xqivt2rYXcyUSlCbG77swY/KCltNnn+dbWdsV3bt72nv4yFSzPWGxIHFzr/MNtDp2nTovbzHi9cVciYQURt9R3Nm8/pE3BlVhgQLA9drnlVmZk8oSE960ad3GeJyfj5LEuJjqNjdWLj3Yfu2mWTJvnyrxx5FIjS2HRCIY9HooCwriDVqNEwAhYNxy0ikVj9T0yYu6Ucnm88V8K2uUxscidt9Xr2Pm5Bo2WX/9OVBgZXVTYG1NQNgovH3z5IorUWcBtNk4dMSZ9s4uPcy2AitriJ2c+gKArIWfuDz1gVLmY4ybUpeWwKlbj/fFDo7WBXdv7QGlkpK4WBh0Wjh37cEBgNLEBEjc3UFBILSzR0VmBiTGiiIojI1B/s3rNboqm9q5TPR/+/0smbfvy5QaKtz6D7TWVpRXaEpKYR/WHgAg9/WDKj//GwAR5rH+b769OWDCh7bq0hIqdnImAKDXaKDIzo4HALGLqzhk8nSBdWjLKnGrLMivN7aHEOLQ7+jvxCz65b5+8Oz1Ur0fEiwDgt7jSiSkND4OQjs7SJxdcHvH1hiDWlWY8O3ertU9PIkH950HYGxs/vZY4KvPAGOs4jkAwNiRwNaNAFBKCHmdzeVa8qysw0p//01ZmZq68cHhHz+1bRce6NLrpS0ghJV17uycnAv/pLZfs+klcwwSAEhc3WDh7fOa2MX1UNv5Sy4IHRx81MXFOUk/HOob+O4ErlmAsvl8sDmcAgBIPLT/EoAadeyeGYTUOqxfB2kqyjLKkpPcCJsNvVoNbUXFtwBQnvLgWwtv37ksNhuKvDxtwfWrsyvSUx/Zvit9kEylnl6EsFhQ5ueh4M6t6Efv8igZJ46NberjmARmDUri7n8hdnFZxubxWRXpaSm5ly4eaCx+kIGhuWBE1/84l2ZNXWFYvaFQ5OQcUJGRbunx8qDRLA4HNi1bg80XWABYVd0+48/To1l83mG+TM5Vl5ZoM/48PRpvP/o3sOPGbSnBH05z5wgEKLp315D6+28z4/d8sR0zJuP21o1Vwc/dPv+6AoAMMAqXyszMjMbWHDT+/SXmgHqZt48o6MPpRfd2bbVqyvNSSitdXuq/zbO8dCpHICT5N6Ny4r78PLSWDfV6ddg4y4CgqzJvHz6lFAU3ruULbG0N6pJiWVly4u34b74aRFisOdYhoSs5AiEpuHv78s21K7/HmhU17ndzzXIJIaQNz85+vCYvd3Lt7Te78A4urWbNu2EVGEwAoCj6rj71+OHx2LwOAFAaH7e+PC21h7kQqyI3B2XJSd/atGzt02rW/C18S2thYfQd8KQWYHE4EDu7gC+TDYvb/81nqr5FGrZQyJO7+Vfdz8LbB2XJiVDn5cEuIhLFt24i9cZVKm3hT3gCIdrMW5Jp8g5UrTN48rQx7gMGLZM4uxBVUWE7noWszfnJ77fpe7jq2wgWhwOJu0eVAOq4eUd28NQZDhweH6m/n9BRvR4cgYBdmhCfcnPdyiEA4D/unU2ufQdws/85B4GNHdQlRbixdkU/TKj3DTCX6mu+hxq02npMAb1aVVGZmVnljeJbWhEPSlknhw7sgn176h3XGK59+3cQOTr1EtrZc9UlJYayxARDeVqqBsbtM6NAnvgOAKAiPe2suqzM29xsvSI9HWVJid9Hbt31m1PX7uY2QN4E+E1bUVEIwAUw/i6oy0pi8JzJuXQxSeLk7C12coaqsAAFt2+q8NqgOm0rUlMnSRydv+Db2NiXxN4/nX7i2BYsmouLM6fMb7to+R2Bja1LSXzsqejd22/VNf7i9EniNouXFwvt7DlF0dG3Yj7Z2a45nyVkyozRdmHt1xAWYRfcurXl1sY1WwHg4uxpK0OnzrossLFxLomL/TP+272P9ItlYHhWMKLrfxyTJ2snALx06JdfzFtoRq+TWxeznXOPXr58mdz2weGfTiXs/4ZnyqSjeH3EI3MSQuwGnDzrbk6btwoKYZU9eDCaUrqttm3CoW/bG3S6ywJra5kyL0/PkUii7dqFi83B/HXM3XHAiT+rjgVW1pD7+Mgf55kzTv02HcB049Hrddok//LjHa8hwzs4RHZeoC0vL7u+fJG53pZxHTMmE4mr63KzWKLU0MF98JBBhJAj7ddu/Fnk6OxXkZZ6/dqS+WMppVEAogAgYsPWkxY+vp30SqUi9/LFCdahrfpbBQZXBfJbBYewHTp2WQHgXQAounvrVNAHU76wD+8wnrDZyL125aLf6+NGU9CVerXGUJmdCa7Uwlio1fS901UqlGJHR2uZlzevMjsLWqUSZu+QtrICFWlpGH7lHEj8HTjmZePzV0YRSz9jFQephydpvWBpGaplaFoFhc6WOLsQ8+sttLMLBcBXFRYqZN6+IgDQqdWoSEu9BQAWnt6denxz0MEcy+bepx8n8dD+P6+vWtqzeuUAFofLZrPZcO7WEwCgLCwEMdSfxUYppWGr1hv4NjYsvoUMBbdv4v6hAz9izvQ67dNPHH/LbcArVy08vao8sywu16JOYxPeo15Pl3n5OJanpykTvvmqzq1Oz1eGHLZt044LABIXVxbVajZ7DRuR6/HyoEN8uSVbWVCgS/r+QJf0309cuvfxjnfbLl7RxioopJVeqYBOoUzr8smX67liqUf1OXlyuX3iD4e6U4PhKDUY7AEYDFodqop7NoFWcxdq5d6+7MrcHHp9yfxASmlcU8ZV5/6nu3ycevbeK28R8JoiNysq5ecfO9Vne33F4mOEEE/LwGC74pjodLNX3CTYDzR2L1N2sqAxO8DYDsoqOMRVp1IpSxPi8xuztwoO9ei4afteiYsrFwDETq6bfUe9HpVw8Nu/AODO9k31lr1gYHiWMKKLoQpVUWGNuAtNaUkSAESs3zKlw5qNGzhiCd9z8NDfLQODXjX9wawPzSMeCZ1WV5dh5pnTcb2+/f6cVWDwYASCA2A4oTQe1VoV1eKSpvxhrLpeo0FldladKUwuffq3s2sXvlxVUPAg5tNdTepDV53kn3+4BcAYgb9sIQBjmjwAjswv8A3rlq2rxJLM2xd2bcLWOkV2m+Lap29XQghsWrb2Y7E5AgDDAKDNgqWbvYeN6GOqBi9mcdjfJP343VJzNXUA0FRWQF1SfK/6Ou59tONdmERYL+B7wmZ3knn7gBDCMlatT0FR9F2N2NWVZVCrVflR1xcYtNoodWlJudjRSVqamAB1eRk4PD60iko4dumGoqwUvJ79AKllpaged0dYLAisrfnV78/ica1rvDCUGtwGDvLSKhWV+VHXRYTNoSVx9+/dWLmkP1YshnPP3l1VhYXQlJSAKxZDYGsHg+HRNLOUoz8vlPl4D7dp1Vau06hRcOPqlYr0tMTadtW5tmgu2zq8Q4HIzk6acfzX0ZTSn+r9/v3y4x3/t95tI3Zy/kPq5u5o7MkZvw/oU6d98OTpyqB3JghE9g5Ql5VJ2i1dpb++fBG7th1HKqkhFNhCEcet38ADdm3D2QAg8/blGLTaP2BsjYQbK5e07bB+8yr3/q8sJIR4AJiYcvxoklVwCFgcDiilqMjMuJ/03YGoyC0779p3iHQ2dXjoy5NIzwGIRCO0XrhU5/XqMDZPIgU1GAhXIr2Pao23H4esM6fHARjXFFvT34HURg2fAkIIidy2+2P7Dh3fNWg02nZLV60XOzjyOWKxvPDu7UO3Nq49V3uM3M+/v1lwAcam12IXtwEA/nqWa2VgaAxGdDFUkfT9gWUsLlcusLFpqy4qupv0/cEF5L23uP2P/7GMK5HyAcC2bVifFmPeHAvgs/rmoZSWdFi3+S7f0iqEK5Eg/8Y1bfy3e4Zi0dwqG0II175DR9+S+LiUbp/tda4+ni+TOzUwNw2eOjOf6vS2LD4PpUmJ9Nb61Y9kPHm+Oqx78IQPz8h9WxCdWo2Om3YMvDhriscTvCxVrIsMH7u3d9ctAjZbdD4n/6eUsrIqsWTQ6aAszC9wjAwINcflsDgcSDw8OvbYe+AbrljiLHJwcNUpKlGZkQ7CZsOg0YgzTv/+kW3b8DetAoNDVEWF0FZWau3aRyzovvfAMKpR34v7+qtZtmHtJ9m3j1jB5gvYBr1eyeI9rCHF4nBQkZURVxgVtTv7/F+/KbKzc9TFRZXATISvWDvRKihkTnlaqqNDx062XLHY2PMuIR7X3bwVQh5XVELYKE2Ih9jJGYQQVGZnofBedI1gbZ1CcVORk+0scnCEqqgQysLCOPd+A3506tLdnHJJQEhg319+S201a/72gPHvzudZGJs7V2SkI+vvc+qEA18PxZqH5aWCp8285//OBL+SxERt+pnTKwhFbuzeLz4KfHeiv114h7F6tUqVeuzoR2knjz/SqLjw6mWb2ufqI3bP5zF+Y9/qbBUS2keZl5t9e/P6w5gxuU5bu3bhAnONM76FBayDQ+oULcXR0ScsPH1G8GUy6FQqlMTHxsh8fIOr2/AsZFWpja69+1r4j393QvWEAamnd07KsSNXpO4e7RW5OYmXZ08bhKkfQGBr15pn2ookhEDi6tZo30UAsPT1Y5uL1BIWCxYeHk9VWuJ54/v6uI4uvXp/yxWJpSXx8SeuLprzhvla8IfT+jp16/k+i80GxOBbB4cssgwIYgGA1MNzRPCkqT2jd2+Pqj5f+YPkUxUZGTqJiwsHAJQFBbQyM/2P5/tUDAyPwoguhioyz/1ZAeCdqhNvjwUhhG9OrTfD4vEaTOsGgMvzZoY69+j9Nl8u93vwy48rKaVVgbS+I1937f3dLz/LfFu0U2RnZ+TduHrawsc3jMVmQ1tZqSlJiG0wQyt6++ZGW4Y4dem+Q+7bwliHgM+H0MHBPXLLrqXK/NxbUWtXHmlorNeYN3KdOkTa6pQKxHzz1eay6Luz5Xye+OPunT5vZWfDp5RCyGaPXXfuTKEuvIM1my9ASUIc5H4BsZqSEisAlua5NCXFAqcu3ccCgF6nhSI3F5amGCOpuwfClq2eeX7apNDQGXM+9x762jt8mZxLKbXNPv+3rVPnrpE6rUYnsrGfYBUUzAKAkgdJYm1lRVVBUkVONmSePu7Onbrt8Hx12Kbsv8+tBrACAK4umb8fwP4eXx+6xxWLbSsy0kH1elCDgabGRL+fZ++w0Cog2F8qECDt9+OUzeXrC2OiT8d9+emr1V+PsoSENRIXt7blaamOBo2mSJmbfdqmVdup1W34MhlL6u7hoiouXGAuvAsAIkcnXFu6oFN5SkrV9z905rw4n6GvtRBYWoMaDOyMP08vvjBtEst35OuufuPePilxcXUHAJFQOHR/3x7RLEK057NyNu++fa9Jgda1idu3JwmmjgjYtK5eO4OupjPWoK+7BlTUupUjQ2fMybTw8OpfkZl++9b61SPbr9ucK2/hb8ficKBTq1GaGJ8OGL00rWYv6MMVi62pwQBziYXKtJSUq4vmVu1ty7/42DFkyoyNfEtrvU2rNlWiWltentuUZ1QVFdUoUqurrHN3vkFsw9p7+L/x1gWepZW87MGDmOtL5nVs6tYmADh07ZEmsre3z426Nq8yMXHr49zbvd+A32xatpYBgNTTe2yb+YtTotauXAIAXIlUbE600FZWgG9jWyWGBVbWcpmXT2cAUcT4ovEoper8qOuJodNmv2cX1n4VYbHYBbdv7kw4sO/U46yJgeFZwIguhgahlKo7btq+TWhju1BTVsoqSYhPKr4XfbehMVZBIXYhH06LDZk8Xa4uLVYSNvs4qrn1XXq9NNMqMLgdAEjd3F005WUeKYd/Gi9ycvYtS046H7V2xW/1Tt5E9GplVfxVRXoaZF4+sG3VZplerTZ0WLNx2uUFs+tse+IxZHh84Nvv21m4ewAARLZ2swgh6wd7uXdqbWfD55jeNFtYyeGfFJtSPnSEtU5ZCZfuvVCaGB8e8/knAwhhneZZWjqoCvLTeBYyEUwizMLDCyVx97XlaalckxcDPLmlCwBYBwUPMGe5EUIgdjI6+zh8YRBPJqt6k5F7eiPx5+/T1EVF2Xwra7lOqbCwa9POCQCkrm48fXj7xb6jxv6ccHBflUBRFeRllsTFBkq9vMDicJF//QqSf/7xWOS23V+bg8wt3D1I+qkTyfc/3f1IEajb2zZe8np1WHuph2er0oT4+4HvTzpPCCHmdjc6tRpUbxQsfJmlSJmfVyi0tbMGgJK42CyvYSOXtZ6z4NLNDWtWA4BVQKCPwNK4Y0lYLEg9vAgAWAYGdjULLgCQtQlrafvHkZZefC7shIJOQdaWbe8VFpfVXl99tFu+WmMd3JILAIXRd3TXly5o8MNC+h+/Z/AtLV3kPi1QmZWJ3OtXNRg55BG7sKWrhjhGdAqjBkO2MifrKwC4On+Wg16lvC9xdXcpT0lO4IolX3b7cl9O319+s6J6vdKgN6A8JRmEzYGyIF+bfvrkbYefvm+fc+nCFfuISJ92i1fet2nZmqNVKpFx5pRW6u6p0VaU5eZeuvgqxr7W6LNeWrH4S65I9I7QwRG6ygqknz1Taa5N11QC35lw2zGyswUAyH392kGv+xNAg3XQql6TFev0EWs2sHgWMhTfv7fFsXffV7JPn+zelLGEEHb/X09VxdpxhUJIXNw6mI8zTp88YR3a6rx1SGgntkCI8pSUUpGtnQwA9Gq1XpGTHd9m3qJufX769VOu1MKl2+d7j9/due2Nwju39gAwZkyMevT7yMDwb8CILoZGuThr6pKWM+YqPAcPXezYsZO3VWDQsbaLlo29sWpZnR6jgPcmXnPs3NXs7RFRg+FXAFV/VFk8Xo0m1mwuV3R16YInTidrPWdBd7lfwCua0tK82L1fbC28c0sVu/eLl4X2jim2rdvydCoVJMYi+GDz+SyZb4shqKfXnG2rNt5mwQUAViEtYREYdF9OtSPY1baHWIQgR6u/JeVw2vJlxkdVl5TGpB4/mgygquxFjz37fwDgBgCKrEzYtQvnAoCmvBwlSYnaoru3My0DVwv9xr6VTyl1NHs4dAolDHo9ShMT4nRKZQeJiysfAFQlxdAUF397fcmCRYQQVve9B2tke7J5fI7Qzs4dQJXoivny00+7f7GvN9tUzNMurANp8fq4A2wer8b2GVdq8UjpDe8Ro8fZtmqzyMKnRf7tTWs7AuAGfzhNKHFxRUV6GiilKEtKVDp37yk0VbL/PufCP1/atGo9Xl1WGiL19G7t3m+Ak1ahGNB+1YagK4vmjFYVFuoppSzzs+qVxvBARW5umk6p1HGEQg4AsDLTYWOycZNKfAKtLEMBnK/r+1Yb5z59L4QtXsEVyI1JrSIHR47X8JFxyT8c8qtvTNLBb10JIcPtu3bfU3I/5hNVbs6s2ja+o14PCJ40dQ9fbmkBAEI7u2DHTl1aUUqzAPgDQMA774d7Dh7+j8DKimeKzeKqigoNyrxcLQwqDSEsTseN2zeoy0oRvmrDV+79BvjZtGzNAYyCw7pla+4fo4e2UmRnx2DsyNpLqBNaUlwV9wcAGDO8SeOqI7R3qAru44rFELu6BTV1rHVwCMv8ocEqMBhe/V/u2tSxlFJ9z2+/L5bC0woAtJWVKE9Pq/qQlnf9aqVdu/C+7gNeeVWvVqm0FRXp1KBfzebx5aWJ8ftvblxzos+PR6PkLfxbAIDY0Wm4pqzsKoBN9dySgeFfgxFdDE3Cvn2HDgIrKxEA8OWWUuuQluMB1Cm6BFbWNQKveVKLGiKrIOrGXomL62Chnb2dtqJCXXQv+nMMGVh13fu10ftEzk5dyhISdqYeO9LgH86WM+Z09Boy/AhfbikFAK5UEgJgdElsbDYhxMKxW8/ZHgNfGSH3bVEVc6NTKgvqm0+Zl2fQadQsc+aduqgQZcnJB/eqlOcinex/6ursOBQAzqZnHU0NbHPE4uRvthI3N3udojI2/eRvcwMu/P2xQ8dO77I4HJIfdf10cfSdUXqNJoMtELiK7OwHwlTjjCeVoiQhjvi/9e4Ku/AOfa8unt+PK5XeFbu4WemVCkNRfNxNTUmR0GfEqPe0paW6tN9PlAtsbLTF96J/urN14yIACF+57n2Rvb2jqqgQAitrVGZnQVlQkFISF3u5+jOxOTwVqlWqoJQaA+/i49Olbh6uLC4XitwcFNyK+hh4WLbVZ8yb7/uNfesTCw9PGHQ6b5GjY/nFGZMlkVt2fSKyd5gtcXUjpYkJd7PP//U21es75d++SeP3fvG1qY/eX732//jAwlTqgisSQebn3xcA7mzfHMizkCaInZyhV6mRfenCZYwagujd2//usG7zXEv/wIlUrdK/evqIiwWPIwaA7EpFVkpZ+f2GfhaqI7KxCzULLsDY2kdoZ+/ewBDza1PVraEuxM6uLcyCCwCEtna2Oq22n8DePl2Vm3sKAIQ2du6EgMeVSqHIyTbWdxMKWYrsrOuasvIir8FDXgYAgdwSVkFBb+Rev3qhxhp0eugUioYSVZ4J2vIyJQARYOzJqMzObnpLHlbN8DfCfiT/oEFSfj3c26BS7+dIxLKS2Pu/3ly3cnX166Zs5m+rnepV/Tqbx6v9N8cSDAwvIIzoYmgSerVaUeu43qCR8gfJdyyDgiM4PL6x9lZGek7167e3bbzkP+6dzjIf34jKzIz46I93VhV+bLt4RXbIlOkOArklKjIzNvq/M7FT7BcfD67vXjIf355mwQUAIgen3lXlLABdwLi3O8n9/INLkxLA4nAN6pLiqJxLFxbgjbo9CNG7tnIjNm4zWPr5E4NOj/zbUXqqVEwBAELIiMktg14CgOtj3unkHhh8hBBClPl5iqQfv/+gPCXZK2LDtgkWpnJVEmeXPhXZWZP+ev+t6QDQa9/3tySubi0BQKtQQGzvwAEAq6CQjoHvfzDinw/fr3rjCFu+epxDp657CCFg29hyLAMCJWknfn3l7s5tx6qe1cnZW+LiClVRIcrTUqHIzdUq83MVAnuH3gCqev4V3rl5PGLTjgznbj1c2Hw+cq9cUt3auGYkgArVnIW/CO0dPEoT4j6/9/HOhw34ANi1C1tufhYWhwNL/0AxIUQKYF7wh9PO8i2trAtvRf3+4OgvBREbtl3yGT6S7T1k+Nbw1RtUVxfOEeoUiorq8xlUKgUAKLIyElEt/ki+ZL6PfYdL/fOuXDpFKd0CYAsArNi2+pVoG6sPKYX2Sk7eumu5+Y8E1ddHYcz95SWJCRvlPsZ2T2UpD1B4L/rzRoY1Smli/PXKrMx0sZOzKwBk/PWnvsOq9V+wuFxEbNyuvTxnGt/z1WH/2HXomFSe8sAbACw8vQAAIgfHyOp9OQGAsDms+5/sGi738km3C+/A1ykUyL95I05TWvqg1dyFM21btZ1NqQEFt6LW3NqwZscjC2pG0k4cG0ANhiM8iVRUlvIg/eriuWFYNKdJY4vv3zOIHB1ZPLEEJYkJSDtz6j6mTGjyvZO+OxAFIOAJl47SpMTvJO6es1lsNpR5ufmFd279/KRzMTA8SxjRxdAkci9fXM2VWrSSurkHVKSl3s+9fHF1fcLl6pL5HcOWrjon9fIJVWRnZlyZP6sNptes2BC794t4APG1x9qEtnQQyI0fUiXOLnDsGPlyQ+tS5uamGfR6PGyhU5liLuxp2zbMR+bv36csKRlcmQwcoYiVf+Pajnsf70xoaM5Ls6exqoTbkAFV503VrU8QQkj3afaHBJZWhGdhAambu0inVP6RfuLYVWm1rUmhnT1kHp5vAlgVtnzNa7Zt23mXJSdBr9VUKPPyqFPnrtLK7CwYNBqIHZ0mtlu8Iv76yiXHAYAjEAqqZ7ux+Xxi6R88FMZGzgCAsqTEc1ZBIVMEVtZcgZU19CoV1z4sPNAmtOVB//Hv8mK/+vybqmeaNcXVc/CwxRyR0D7x4LczKaVqq+BQmcjBQcy3tGKrrWt6JwFjvS9KKQgh0JSWQpmfh8ituz9MO3n8s7s7t5402/mNfy8m5IMpbHNdNr6VtcChc5evRLb2Yzki4VmhrZ1cXVykyL54fkL1+CRCCDdsxbrdXT76/F2ehQwFt6LyrENC/Qrv3ikBgCWXrh8FcBQAhhDi/veWnQaxswtR5efRm7u2v1kRG7Ovvu9h0c1rmzxfG9nPtUfv7oSwkPnPXzdyzp2pO23xMXhw+KfM4ElTB9uHR0zMu3m9je+IMW3MrZRcevbmBrwz8XzM5x9FBrz9fj+rwOAPpJ6eHwCoymSklKaWJiZ4yXx8BVqlEiWxMadVhYX5hBArz1eHLdNUVDzIOHXiY4+XB3doOWPOBqGtHQsARPYOW11697mYcfr3R7osNBcJB/adAyAjhLjK/AL7AmADMDQ4yMSV+bPY3qPHVors7Hl5UTeO5P59dljjo54Ot74DrD0HD13IlUhsVAX5Pyd9f3CU0M7euSQ25lT0xzsbjDtlYPi3YEQXQ5OI/mjHPUJIK9u2YZ75N649oJRqAGN2llO3noGgBkPmuT+rtn+uLV/ULWTS1HCJm3uroImTW6GOljx1UbvXda0uRFUQQkj7NRsz5AGB9jnn/9ayhIJ0nkickXvl0gyMMCbf2bXv4FuZmUXFbm5ElZcHLSFQ5OUK65zw0XU80nS7+rUeXx/imlP7AUDs4CgvS039WJGd1UfsZKyAoSoqRGVW5u+EENLlk6/WEcKScGVSCKytJcqcnD8rMjI6cYRCntjRCQB8xS6u33gNGR6ed+1KqcDG9oSFt0+ZpX+ghUGrhaakBCDIazVr/i7btu3eAQgMOu2e1GOHR0o9vQayuLy3rIKMO6gSFzfYtGwzF8A31df94PCPKwEAB4xaJWTytCjHyC5eACD3CwhuPW+R+ua6VevN9vc+3dlGaG2TL/XxZuuVSti1DQOANUIHh5fFTs7dTf3tILSytjMLLsC4dcqztGplqnNmSQiRASgztRQiAe99MF9oZ/9az4M/efEkUqm5TIN9h452yrycjwGMqv2ad9iw9YFr776mBDUQgHwNoF7RBQAPvj/Us+rg/UebIj8ppvIE77oe/PZnjkjUxnyezeOBa2Hc1rr/5acJAKZ3+ejzlyy8fQNZbDaU+XngySzk0R/vDLFp3eZ9VUFB4v0vPvkUACilCgBVbiWJq1tPs+ACAJG9A0vi6t4TTfw9elLaLl5+pv/xP3oIbGxQfD/mU8eu3SOy/zp7pSljkw7sq7dPY1Pwem3UcteeLy1k8/kk7/rVv6N3bWswEN939NhvbNu06w8AMh/fYUk/HBpwfurEQw2NYWD4t3mi4nkM/5tQSjV516/GVRdckdt27+q4afvdiE077kVu3b3ZbNtuycphvmPeOOs+4JVPfce88WfbRcuqeom49Rsob7tw2fDgSVN7EVKz2VvB7ZvJynxjwemylAfI+utcnQH27ZatiXfrN9DJOjiU7dS1OxcG6npq5JCut7duvGG2ce7Wc5FlCz8ikFtC3sIP0OthHRzq2hyvRVly4qXqJQV0CkVF4a0bR9JOnThTePc2LboXjfRTJ+/Hf7Pnw46bdqy0bx/hKXX3gEGnRdmDZLD4vKj4/V9PEVhboyw5CeWpKdCWlVlZhbT6vveBH7M7btp+L//mjb1Z/5x7UHjntkJTXnYy+Zcfr7n3HzjJOqQl3zoklO/Wd+CE/BvXDefefuNtrlgCtikOjVIKTWnJI73uaiOyd3Qz/58nlcLC07vqe0QIIa1mzFtpHRbOLrh1EzIvn6pxVkEhEQ4RkVUtW3KuXJpUHPcw3Cr/ZhTSfz3S13xMKS01C67IbR/dDf5gymrfEaNbUq1OWr3XHyEEbKGozjdusbNrjR8Vob19g3Wo2ixYurzX/h/Se359MN5//Hu9GrJ9UjJ+Pz4279qVKn1eFH0HGWdPjaluwxGKrlZmpKM8NQWEzQbPQlaa/vtviTfXrZptFlx1UZ6W+ntlTnbVD1hldqa+LDnpqbN6G8OmZeseUjd3cEVi2LUNI16Dhx1rfNTTQwhx9Bk+coljZGe2Xbtwlufgod18x7y5uwF7tsDapqP5mCuRCqWeXhH12TMwvCgwni6GJ8bvjfGdnLr2+MDcfsapW/fp3sNGHEr68btrVkEh40zlEsCXyaVWQSFvAjji1neAdeC7E3+X+/m3NWi1VObjuwnVPuFHrV7u7dS9x3Kxs9ugonu3FxXevFnnH32Jm5uL+b4AwLeyfqQcAIvLq9HyhbDZ0JSWFDXHs99YsbgXVyy5aOHl1Vqv0VTkXPjnHYweitub1j18gx8xGABg4e0zyrxWkb0DCqPv6PNvXP+nMiPtUv7NG4vkLfxduGKj1uBIpG0opRDZO3Dc+7383vkpE3wKbt7Ip5Rq/P/5+1OhnX3V9EJbW0jcPYZQSg+3W7LqJ8JmDeVKpCiJvV9xbemCHlgy3/jcD2PcaqBVVFbC3PfSYIAyLycpdPrsoxIXt9YB739wyalLt2FsPh92rdtCW1kJ8xo1pSXlitzcTPM8Of+c+861b39Hl959Nxi0WkPi9/v7U0rzqt+LEMJvv2bjFZGTU1D+jWuwadUGtq3bIO3kb5C4uILFZqMkIV6dc/H80rqKl1ZmplPrkNAq4aXMy6vXExn0wZRRLca8scScTccWiY8SQmSN1ZwKnDhZ6dixk4Cw2Si4fUt3a/2qBktMUEorpe4e9i3eGH+TxedzHhz++bXCqKib1W0Ko+9cdunx0kipu7ugMie7pPD2rQ3Vy1A4dOv1gc/Q4Ts5IiEpuH07PnrHZn8ASD125HrojDnv27YJWwJqoHnXri7LOnfmmW+ZEU7NR+aIxbx6TJsV+85dP5H7PkwsFTs4QubbYiSASXXZU0r1Lx36JRZABwDQa9SGyszMJidaMDD8WzCii+GJYfG4wupZSiwOl7C4XAEAGLSamkHUGuOxc49eI+R+/m0BgMXlEuvglpMIIUurtxXKOvvnUgBLG7p3ZWZmjqGN3sMcy6UpLn7kDbU0Ie5rsYvrGo5AwKrMzaEl92P+iN69fTfmznjiZzZjEjEPP1mPrj+ExaDV1ugnyBVL2A4RnYbf+3jn0ZApM/fbtm5bVapfYG2N4phoCKyswRGLBP7j3zvG5nGvOnfrMRMs1v7KrKz3zDW8KnOyUZactB8Arq9YNIwQwgfgQClNxaR34fXaqOWeL7+6pN/Rk+i57xAe/Hp4QfL3h9aa75X119kx1GDYyxWJJeWpKbcpRYTvyNe9uWIx7DtEDE8/c9rg0X8gETk4ojQ5EVSnzwMh5UXRd1Zkn/8rxTxPyIzZp31eG91NW1mpSznyy4DCqKiHzTFNdNy680+Xnn1aEkJAKUXetSuwC2sPntwSST8cus5is6/lXb+yK/X4r3U2eb48Z7onYbMfiJ1diTIvh97aveNNTHq3LlNYuHn0NwsuAJC6uQmlHp6tAFyr73sk9vb5uduOTwTmmDyJswvHe+Tr5UmHvq2z/6KZ8tSUfAAuTj16DXWM7PSxz+ixNxIP7HsDAGzbhllHrN+ynCuRCMrTUkFYhKfMzSk1jyWEkO57D+w2bdtC5uXr5//OhPOxX3zSCQDubNnwJYAvAQBjjT1O3QcO3sW3tAzNv3F9fHHM3QZbJj0JJbH3CyUurtYcgQAVmRnIu351N94b19y3eYSypMQdipzsVyQuRke0pqIciuzsew2NyTx3ZrxBr1vLEQhsShLif45au+KXZ75QBoanhBFdDE/M/S8+PWMXHnHEvkPHQQCQc+GfHxIP7b+Ag98i5+L5lRyRKFjs4hpUkZZ2J/vCP6vw5ijo1WpN9Tn0Wo0aQN2lvxvg2uK5XmweL0/q4WGlLi3VPvjlh754u2bz6ouzp61vNWv+HYGNjUfBrajziYf238XMp46lrqLl9DnpImdn29LkxAsxH+3sWZ9d/o2rs8BiHePLZGJNaSmkHp7QlBSzAMCg096ryEiH+c2m/EES2AKhuf4VLP0DWunV6lZu/V52vzxvRj+r4NCVdmHtZwBA3vVrO0vi7l9w69M/vDQx/h6ltBLV+uC59+m/2LZ1VcgRDGrNagBVoivm093HAZhb+eClH44YzN4svkwOsaMT9FoNZXG4RJGZ+ePfH7wzklKqx6sP66cGTZp2wGf4yF5CGxsA4HDF4j9QR9iC2MmlhdlLRQgBT2qBrH/OFVdmZMy5uXbFHlOSQr1QSlNrzDu5/sy4isy0s+qystf5ppi7yowMdXnKgzsNzW/p6zdA4vawooTA2gYWnl5Niv/zHfPGklYz5i638PCEprw8MHz1hj5XF86xFzk4egntHewJIeb+liKRg6MvTM3PiVD4jtTDq2oeoa0tLFv4hdd3n/ZrNha1XbjUkieVouDu7QTHLt17Zv999hGB+zRcnjfDJmTqzN+Etna+JQlxO+O//uqZZkyaUWRmnGk1d9Fd2zbtQlhsNopi75XGfLqrS0Nj7n2y6z6Awc9jfQwMzQUjuhieGEqpnhAyLGTKjAGgMNzdueU3aop8Nwfey1v4O5bEx2Z7vDxY3mn7x/N5FjJuxp+nTzl16f6SrrJCWXjn1iJzjNhj3puimmDAu2/WaXdr09oTjc1FCHGN3PlJmoWrO3RqFbIuXayM3rpB0tCY8NUbND6jx3K5QiGUBQU9QmfMvX9ny/o6U95vrl+d4/byoPeDJ07ZJvfzt1Hk5GTmR13fgbEjoMhI/0NTVppenqp3BaXQVFTGF965ua0iLfUdmZ9/GzafD5GDI8Qurn1YPO76C9M/nANgCQCE3rjWrstHX9yRuLp5lqc+SAieOHlo9awtjkRSI+7JfBw0cfIrDhGRO1hcnqDo3t1vbqxaOgcA9Gq1AcaMNQCATqnQ3Fi5tDObzxcmHtp/gdaR1SD38R1gElwAAImrOyGE+FNKY+W+fi3VZaUlytycVGVeXioCUWVY+iAp/srcGf6UUlq9J2NTIIRwARjqE2p3d277qt3SVS2tgoJHG7QaVc7FC5Mppeq6bM0UJ8Qdr0xPe9UsvFSFBShPS1U1ZT2OnbstMJfW4EmlsPIPtAOA/OtX75YmJtyW+7ZoCQCK7OzMsgdJVTXUqFL5o7qw4DOhKXFUp1KhMie7zlg8Qgiv35GTluZMSZuQlvB4efDPAORNWePjcHf75ke6EjwPbq1fVa3PZINJywwM/1kY0cXwVFBKdTAXSd2xua5r6ZaBQcIWr487ZhkY1B4Asi9fiL+xevmM4riYX4vu3K5zi8St34AIr8HDjnClUlFxbOzF6ysWvdSU9dhHdOzo8crQowCQcvSnV3IvXbzY2JiwletSnLv2qOp3B4pGs7CsAoK4XKHRESK0sYFNaMs6K51HbNquGvj7OT416JF/62Z52vGjA8tTU26n/Ho4AwAeHP0lO2jCh/3k/oEzOUJhS8Ji3zeo1Lf0KuVPBo2mDd+UCclis2Hh6f0qTPFvtm3DOnuPGLVG4urmSQiBhYeXr33HTnMBVLn7SuJiyyy8fCy4QiG0CgVK4mJLCSHCPj/++r3cz58PABI399lBEyffvffxzn05ly5sZfP5s4S29qjMyqAZZ05NTP75B2O23MFvUReV2VnZOo3aoqqYrDFkLi5y2+7o7nv3B+k1GnRYv+VI/L69PQkhfwrs7DyUOTlJd3ds6d5QhmhdEELIzq4d150ZMmCCzmBQbOjUfsGc81fqTLS4vnzRVADG/pBjGm+HU5mUOCTwg6kqp46RfMJiI/92lC5x/9cNCm8zVK+v8RwUxkNFbo6qxdhxg5y69pjG4nD4edeufJFw8NsqTySltDh01txUg1bjzuLxURJ3X39ny4ZHSnfUS60klAbMbEJnzs3hyS1Jxj/nbmf/fqJN46MYGBieBYzoYnjm2LZpF24WXGXJSbAJbdXCsUPklqJ7d4e59u4zMP3078W1x/iOeP2sbbswPgBYePv2bj130b6b61eNbeg+QgcH98jNOy/YtGwNAJC6e1ywDAzxbSz2RWBjWyMzrnr5g/rQq2s6TrQKxSMCwu+td/4I+XA6n8M3ChKezFJ6ecHMrlln/6zR0Dvm091xvQ/9HGQVFNIGQBsLT6++xfH37yhyskstPDxlD++pygOAjpu2/9V512ddCJuNkrj7kPsFGN9/DVRefd5rS+bLWs9fkip1dXMsS32QcWv9ai+rHw51kbi58802fJkMUjf3ngD23du9fTYhZAFLJGptUCiuNUUU3dqw2r/D+i2V8hb+Ir1ajdwrF48FfzhtsXP3XkHmeDvHTl0GJRzY1+LvSe+2rRo4+f0a87RdslJr4eXNURcV0qiNazupsrMeEcsz24T26enmPJvLYhEAFhIud7u7hfRoall5k4umNkTMR9sffuNHD23QlhAiAqCilBrS//h9usjB4WNLvwCoSopQGH03BUONnpr4fXtTAUwHAIwb/cg8dzat93h4VL+DiVKq6bB+S5nQ3sGCKxaj6H4M0k6dGIdZUxp9rsjtH+U7d+sJwmLBJji0tdOAV25nHT/astGBTYAIRYuhUuZQSp+68CwDw/8CjOhieOYo8/IyNGWllVyJVEw4HHBNVQGsgkI6uvbp/yaAbdXtCSGk35GTVcKAKxZD6uER2dh93PoOPGQWXABgE9oS9h0i9gNo39C4ovsxCquAQLHA2sYYS5WW2pA5ACD36pW7bB43RGBrh/KUB0g5+vNMfPBODRu+pbWjWXCZn4MnkVW1I3If8LKt+8DBM8JXrXeW+bSoiuUROThY6zXq7iIHBxTHxYLF41YaVKqEvKtXpjt/untgh3VbunBFIgCAzNcPFelp4EokUBUVVilHr6GvtbMObfW2prRky99rV2w3ny++d/daRVqq2uzpUpeWoDz1wWnzdVOG39VGX4BqXJ4746FncOSraLtw2VZWtQQLjlAInoWFfV1jAaDNouVaz1de5ZieiXAEoguoVrHeDF/AdzUJLuOz83lSZ7HIFkCV6CKERHba+ck/YmdXoi0vw4OTv91LPvBNcO25nhSHjp1t/ce/c7Xv4RNu6pJiRcuZc99M+eXHT6TePuftw9vvUGTn/JF17sya5rpfdS7PnSHzHjHmkMDGxq8g6tqkpnhxiUD4zcsnzoCY2vTIfHzh2rnbU78ehBASsWmH/uXjp4lBq0X7tZs/uTJ/5uP1/qlGu0XLX7Zu2WoGAFp4+9am66uWPvPyGAwM/waM6GJ45qSfOpHUfvWGyZb+gYsIl+uOanFDqGOHhFJKe+3/XguACwA6tRoVGemNpstrykoStJWVHczB4FqFApry8qTGxkVv3yQJnjqrwiogUKQqyKfXFs/zqO2Jqc2dretDCSEylkAw2KBSfVOXVyj/2pW3ijpEXLEKNL7H5d+4RlOPHR5tfGzC6vnt9z/atGzdRVtRgcrsTIOFhxcLMGZusXk8sHl8WPr5I/v83x/9NWH8HAwfBPcBg95gVxNyLDYbJfFxsG3dFiJ7eyUA+I9/r1fAO+//JnV152qVSnRYt/mly/NmDjC9tsqAdyYM01aU72Dx+YLCu3f23Ptk9/7GXqPHIfPP0xusQ1q+bRUcIqWUIvfSxbSc838fr89e5u1jFlwAAHN2ZnW8hgx38Htn6odBl84gXGPsSBWVV/DrpZy8Gl0NOmzc9o9T1x5VnksKNLlpc1No8fobPzt0iPQwHUqoQf85gJ/LkxKjAfRoznvVRdJ3+5vWAduMWnVWr1RWeYgppdCWlT7Wtm5d+L8/Se3SoxdhcY0lJrgSCcuyVZubxbeiWjcy9BE8XnnVq9WseV8LrKwtAUBoZx/qPvCVtqnHjjb+6YeB4T8GI7oYngtXFs7ZA2BPxIatM0T2Dmu5YjGv6N7dS+knj3+NmY9ukaSdOjnaoNXt5YjFvNL4+PtRq5cPkrq580Knz5kntLX1KktO+vvqkvlfVR/z4Ocf3+iwfuurNqEtJSAEhXduVyb/cPDRPZ06iN6+6WH8zqK59doRQkjbRcteE9o7eoZOm3X29taNX9dnm/3PuatOPXr3d+n10j6q1ekTvzsQSSktAQALLx9HmbdPF1VBAbQV5aAGsArv3lGxOJy48tQUhVvf/hEAoK2o0JSnppwLnTKjnTwgaJhr7z4vZf/zl8Gpa3cWIQT5N2/AoWNHQE8VxbExBwHALqz9EqmrOxcAuEIh5P6Bvauv6/4XnxyDuZ1QtZpRzUXOpQvZduHtA9wHDF6mUyoUt9avmtXQVqUiO8tAKWWZhZKmrPQRG6duPd6UhbUPPeLljeu3r6M8P7/4h4O/DKsd3F97q5grblJYVpPhW1o7Vj/mSaTi+uqgNTfew0YEuvV/+RhPJrNVZGXGnZ8yMbKxBAFK6Z7wleu+IGw2iyMWo/D2TdxcuyLocZMXasO3kLHMggswvs4CmdzjSeaSuLj6mQUXAAisbazFTi4tUC0Tl4Hh/wuM6GJ4rlyaM32L9/CRf/DllnbZF/6+UBxzT1mXXfzXX/0I4Mfq51rPX7LVqXPXDwDAMjDojfDla/RXly6oIXouz50uJYQ4AQClNKu51x+xYetSl159lrK4XNi0bFXWes6CwTc3rDlbn33Wn6dPAKasvaXzq86XJSfmK/PzUgHibm6IDECQe+XS1bhvvppSkZG2lnC4LQiL9bmuvCzde/jIM0I7e1sAKLofg7wb16DKz8srunf3bVVBgXdFWsqN21s3ngcAvVpV8zXV65vUP685ybt6JROAsZDWupUN2l5dOEfOEYlKJa5uRFtRifQzpy7X7utJDQYKAMTaBlk9+qI0MaGiVKN5tDZbUqLeKjCYzRWJjM3WMzOaVQyVP0g6YRUU/CFhsWDQ6VD2IPny8xBcAODW/+Vj9uEdPAFA3sK/bcTGbYcB9Gts3NXF89iEkOUCF5cBqoyMsOZYb9aFvz+1C2v/gVVAICilyL12GTl/n/V8krlK4mOjKjMzUsTOLh4AUJGRnlyaEHfradfIwPAiwoguhudO0g+HGqyZVB8iB8eqth9sHp9IPb0jAXwtdXPnBU+a+gFfbmlVePf2EUrpjQameSosfHyHmj/h8y2tLCz9A18FUK/oqk7AuxMXC+3sO5QlJnxMKT3Weu7CN23bhh1GtbR/tkAg9X5t9CmHDhGdORIJCm7e6KopLV1tFlwAwJfLIfP2RmVGhubS7GmPVOxP/vmHCWyBMF7i7MLRKZXIv33zvs8PB50TD+3PrG37vGg1a/40q5DQiQa1RpH2+/F3k3/6vqqHIKW0HNVrcL356A5a+snfvhQ7Og22CgqJ0JSXKYrv31tVl3iIWrmE02bRcp3cx5etyMmmV+bPaoUp9df0elyuLJwzVa/VlkhcXXtWpKXeu7588XuYM73Z5m8InkxmZ/4/IQRCewefhuyrQylttODw45B34Z9J9l26i9379h+rV6lwf8/nXcxe3Mcl449TucETJw+2ax/xIQCae+nCjsyzZ/Kba60MDC8SjOhi+M+gKS2NB9AKMMamKHKyEwGgzYKlex07dRkFADLfFhNCPpzW6+6ubTWEHSGEV7tZd0O0X71hgryF31CdUpmf9dfZxQA49h06jueIRDUqlGsrK5qUORe+ct3FgPHvRfCkUlRkZvQPfO+DqTGffbQjfMWayVI398+5EqlAXVJcln769599Xhv1vcjBuIvl2KmrOPH7A2MMej3Mwel6pRJgsVGalPg90OeRe7n1HbjRMbIzpyquyaBr5RDW/jfnbj27ZJ478+je3TMmaMLkIT4jx2wR2tgQAOBIxX8SQiwbK4hanbSTxwstA4N62rRq215dXJidduJ4XH22UauWPvy7Nm/mE63ZoXOXD3xHjd3Fk8lJSVys6saKxUIAMG1nLjZ9AcsWPdH8T4IiJztB3sK/FSEEBq0WmrIy1/arN7x9ZeGcL5/bIqqR+/fZcQDGAQBWLG7yuLaLlr0qbxHQT11UmHXvs93ri2PuKaM/3nkbZs9oHVmeDAz/X2BEF8N/hrQTv06DQa/nyWTeFRkZ/1yeO30zmTudM+C3MwPMNkI7e1u5X0BfAHdce/exdB846AO9SuXW56dfe0o9PL0r0tJigiZ8+Nq9T3bV22Kk9dyFL3sPH7WLIxCwAYCwWN4Caxsriaubj7IgH0Ux0QquRKpTZGf9mXho/xYyZaIwcvtHBRJXd5GussKQceb0rNg9n2+tPqdlYHB7c2FLibML7MI7LASw4+qSBd+GTpv1QOTgGFyRnnYt/usvC/3GjqsaRwgBVypTZJ45vcHC23uETqGsLHuQ9Ffu1csXKrOzPDts2JaiyM1KvrN5Q1UQt8jBwat6XBNbIILMxzfUMig4EsBzzwqz8PQaYhZcACDz9JZKvbxbAXgsj6RpK/pc866ubgLeene3fbixy5Pcp4Wg1ZyFZbc2rLZoZFiDeI8coxTa2XMyb9zIK77wl/Pjjr+5fnWkTqm8LHV1C9EplHDq0o2vyM7aTAg5ZOpG8MLTZv6S/p6DhhziSiQ8AOCIRF4A3viXl8XA8NxgRBfDf4bE7w5kA3j4MXjqRBBCiLayMhuABQAY9Hoo83OzCSGcXvt/OGwd2qpL2YNkmOOmZD6+gQ4RneajWhHR2khc3ULMggsA+HJ5kMjJWQwAQhtbCKxtRJfnzeySevzoP3h7LDqs3Zzp3L2XyCR0WJRiE4Aaoosaajp1DDqdzvz/O9s2XQBwAQCwezs6bfuoUGBja81is1GaGE9zL52f++CXH88CqIrwD540bbvvqNeniB0coVOr3Tus31pwee50GwAoS048aRkU3JpnCiLXlJRAW1GhUhcVZTTxpa5B8OTpKseOnfgcoQilyUn00szJ7MeJC6rMSL+iqawYY15PZXa2tjw5qc4eiy8KAuuHVfa5YjEsvL2fKiK//ZqN+pbTZ7N4YglcEhOcnF8eXJr562FZ4yMfUpGWquiwdtM2q6CQKs8WVyyRSD28JACaTXQ5RHaJ5EkknumnTnzXWJPwx0Xm49PNLLgAQOTg0GCrHwaG/28woovhhSZkyszX7MM77GDzuPzi+Nhfri6aN776dUopbTNv0QSAbmXz+DZlyYk/3li59Fun7j1DLQODuwCoqlFkhsXjitAA5SkpV7UVFWquRMIHAGV+QbTAxq4lSyIRAIC6uKhYXVSUbLYX2NnJa2TMSSSP9B4svH3zgMDS6nWhnT1K4mINmWf/GI8J4xE0YdIYsbNr14q0lOMxn39yBAAuTJ9kGzpjzo98uaV13vWri1KO/Hy+9nzWLVu9LTZtQXL4fFj6+1dVMr+xatmCtotXcC28vEfrFQo539IqJ/PsHxsTDu57olg6x8jOfOtgY4cWCy9vol68QofqZT8a4c7OLTvDV20Is/T3H2zQatR5167Nqd7g/EVEW/GwX7tBp0NlerquAfNGsQwIYplFp9zHF54v9WuwkXZ95F65dMwyIOiuzMc3hFKKgltRB8pTkvMed562C5YOsAwMGqFTKotTfz287sHRX7IBoP26TT9EbNg6jCuRwPu1UZvFLq5elRnpzSboKjMzk6jBUPU7qa2oaPam3QwMLzKM6GJ4YSGEsF/64eg3lv4BfAAQu3u8FTpl5t07OzbX8CJFrVt1DoCpPlAfYNokWAYEZqgKC4pE9g5WhMWCurQEfJkc6pLi8sK7t/dgVP0Vx29tWvtHuyUr37L0DxiiUygK0k4cW1mZlTHAMjBoGgxUW3j39sqcS+ergtLLkpNuWgWHRPLEEmPGXHbWI2n8N1YtG2sZHPqxxNmlb+HtqO2KnJzCdktXbm4xdvwMvkwGVWHBO61mz59/a+Pa9ZRSSgh5DYANpTS3+jw+I0Y7WgYE9eKIxTVcZ3pNzTC1GyuXzAYwuymvc0MQQkjfww/bVxIWCyIHhya1n6nO1UVzHm4hjRr2tMt6ItxeGfytR/+XR7P5ApJ/K6ooevvmelvupP1x8qhBp3uFKxajNDnJELV6GR+rniYOvaZjsLbns6kUx8ZoSxLiNIrcnBJFbnbS9aUL36rtdSSEcMPXbkqXunlYK3NzKm9tWutbmZlRFZjectrsCO/XRh7iWcgkAMARiUIA9CCESAcc/2MoX2Z0wNm3j7ALeu+DXQDeeqLF1sG1pQs+40qk7lJPz766iorMrH/+mo7R/87PA8P/NoSQWQBmAXB+nPjSp4URXQwvLGyhyF1ob19VCZQnlkDs4tJgdXkzxfdjCsOWrX7POqTlCsJmC7JPHD/CFYnulqem3Lz36e5bjY2/vmLxQQAHAQDvvAEAn5u+gKEDARgLnFJKDVGrl3Vqs2j5FbmPb0tVUWH53e2bW1SvTu/Sq89LXInUteTe3W+Ko+9UVRG3Cgp90/wGJ7C2IdYt23wAYH3rOQsnvPTT0R18uRW3x94D+bF7Pm+b9dfZdL+x4zz93hz/u9TNw1dVUmTIuXyRyv38iaqoEPk3rh/D8EFNeWkeC0op7frpHsi8jYlyqpJiFMfFPpXX59+AECLpuf+HMTahrQAAFh5eVn7j342N++pz/7rs4/d8WfPFfMoMxaLouwahnQOLZ2GB4tj7SP7lcAmmfvDY84ROmfWPU5euQQBg0OvbEsI+BGB4dZvwNRvTPPq/bG/0JrWUsbjcFOBhP1GJh0eEWXABgMjBKcLU1ohDuNwagprN5zfeE+sxMAnEBaYvYOyI5pye4X8QQshCAJMppQ6POVQCwB51dL94ljCii+GFRa9UPKjISCsXWFpJAeMbftmD5Horm9fm2rKFPwH4CQAwuNFyRk0m4O33PV169v66/7FTwT33fXc99diRNxO/O/BQDM6YXPXfDuu3HgtftW4AVySGx8uD1lTfrjHotDXcUwatWuo9bISL1/BR6y1bBHABQGRnb6spL98HoJtd+46jpW4evgAgkFuxBDY22ScG9RurKS66aiq7UEW7FWtOWQeG9CIsFopj7127smBOk8RqXfy9YtGtDtPntBRYWaMwJloXvX0zr/FRzYP/ux8orENDBeqiInpj2cIhlNIjTzKPxMv3B5mPb9Wx0NYWcl8/3waGNCtXF89jO3TrqRDZ23MeXLj0N8140OtJ5hE62Lub/89isyF193ikArzU1c2m+pa6yN5eWP26IisrRqdS6c1xi+qiglgASkqpInLLzst8a+sOHB4fRTH3KtNPnZyPuTPqXEv4irV7ZD6+PdQlJbnJP3//asYfp/61kiQM/9NIYRRP/wkY0cXwwkIppT4jxvTSKVRfcAR8ceGdW3vufbxzX0NjQqbNWmkVEPiGqqCg6OqiuZGUUkVT7uX/7sR/nLt078QViVCalEAvz51Rb7C4U5duq61DW3UGAKm7Z2+DRrMYwCNuC0KI9cBTfw3gSYzhO/btI+wC35mwHcA7AJB76cIcrli8R+rmwanMyoTM29fSe/jInwibza8+D1cstgAATXnZ4PK0VFC9HnwrK8BAleqiwjO17+vS86UR7Zav7i2QG4t8i5ycwn1HvzE34cA365vyWtSGZmY+dmuX5qDF+PcVfqNfF4odHEEpJUIbm8N4wk+lFckJSxXZ2X3NHjttZSUqsjIrGhkGAAidNivStnXb0TqFojzl2OHNqcd/faIaUjnnzjQYS9gU1IWFOQB8AJiKv6bfr21TmZNdZk2plTnOUFVUWEPc39yw+mSHNZumyFq0GKVXa4rzrlxcaP5ZvzBjckTgex/M4MktHfOuXNyR9dfZ9LrW0W7Jih0erwwZZ2oO78bi8c4DeKLiqAwvLonjRrIACAEoffYeeu5Flv8/woguhheaxO/2XwVgjOIeM7xB29Dps5d5DR62SGhjA0qpG09mmYVqhUcbwqVHr042IS0BABbePkRTUaEGUKdHhy0U2gJARXoqqIGCzeMNDHx34q6Yzz+ukZHHkUp5hF0z3pyw2T7mtjF3d279ttXsBXJOb9FOkZMT2FweOAJhePIvP5yXenl14vD4UObn08K7tz9tPTduidfQ4e3MPQqL7t+jJfdjFmDIANRGaGcfwZc9fGyeRAqhvUObprwOLxK2rVoLzMkChBBIPbxACPGnlMY+7lyU0qshM+aU6BQKOYvLRXFsjOHezq2NZg8GTfgwyGfE6MNCWzsbAOBKpBGEkG7Pqwp9bZJ/+q4XpYbjfLmVY0V6WvSVBbOHYP6sGjaXZ0/zYHN5mSJHJ4mqqECd9MOhTnh/fE2bBbM+AvARAGBMzZiqmM8+2tLYOqQeXp1MggsAILCxfbRhJsN/lsRxI1sCmAZgFAA+AHXiuJEHAWzz2Xvo9vNci6nDyEwYe5vKAcQB2EUpPUYI+QSmTHRCSE61YZ0opYmEkBUwliRpAWAJgFcBVFJKw5/jI9SAEV0M/2+Qt/B7Q2hjTPUnhEDq5tbklHxetR59LA4HYifnen83ShPif+ZIpN2FVlZsrkQKqbuHK1sgPEgIaV29F6C2rCw7csvOy7xuPYzbNfei4dCpS9fIrbu3wvgHDXq16hZPJtewuTweAChysh/cXLeqFzXQRUJ7h4CypISD0bu3/9Rp5ycnqzeF5ojEuLZ0wc9YMh+1yb95bX1J7P3JlgGBLAAoTUqkRTHRG5v6WrwoqArzTTkFRo+NTqnAkwguM3e3bLB8ePRyk8bIvH06mwUXAFh4+3SWuHvYA8hpYNgzI+3kb6kAgqtOzJz8iI1pq/lhTbEJbzd5fkKItPZWdV1UZqTfNbQNa20u2KspK21SkWCGF5/EcSNHAdgHY/aH+e8gH0ZxMzZx3MixPnsPHXweayGE+AH4B0AWgIUwCi4vAJMJIakwltHRAvgQpsLZJszeaAsADgB2w1gXcBiAV57H2uvjkdR2Bob/KqrCwvzqDgidStVkd7gi/2HWvaa8HGXJSfVWbr+ycM7HhTdvfM6VPMz6Z3G5Ib2/+yWm35GTmZFbdq03K4ULMyZHJB7afzTv+lWInV0gsrWDzMf3dUIICwDu7thyPuP0yQ9L4mIvFd27+0fW32fHUErVN9evWnxxxofDondv/wkAKtPTzmkqH+6GaYqLSuqroVQSG5sdf+CbXplnzzzI/Oev1ITvDw7L+P2363XZvshErVgyJPPcGZSlpqA49j7yrl997gH8lVlZiTqlUgcAZQ+SUZGRTtsuXnHVd/QbTxwj97xpPWdh307bP57Zaua8yPpsWrwxfmKv/T8aBvx2pqzX/h8MvmPeGF+fLQBcW7pgXPqpE6eLYqKLc69dSU4/ebx/86+c4Xlj8nDtg1Eb1P7gyTGd32eyex7sNt2zK6X0OKU0kVJ6ilL6MoBoSmkpTDXqKKU51b6qZyPyAcRQSj+hlN6nlD5RmEVzQf4lL3nNRRBylFL6r6pPhv8+hBB+5I6PsyzcPKx0apUh9/KlDbe3rH/UFVQHdu07jm3x+ptf82UyUhR3X3Fz9XJxQ/Yhk6e39x31+hmehUxs0OtRlpyokfv68QBjXafEQ98O1ykUKVJ3zw6qkiJvn9dGTzN7bEri45J+HzrQt/oWlX1EpE/A+PduCGxspeqiIkXC9we61RZKYcvXfCz38x+kq6wsSz918g3T1uv/e550S7G56LBm41Setc1iu3bh1hy+Mdwu78a1vD/fHPWvBe8SQnz5dnbBqtzcXxqya79q/fuuffrv4giFHE1ZqSL1t19H31i17JFkhO57D2js24Vzzce5Vy9rzo5/nV/bjuH/N4njRu6B0aPV0C6YDsA+n72HGhTmTwshRAagCMCnlNJ6U30JIesAzKWUPhLvSQjZBmAqABdKaWata8tg7EfKpZQ+tw90zPYiw/8bKKVqAA9rL702uMlj865c3AfjJ7wG8Rw81M5j4KDljpFdHNJ+P/G1VUCgo7KgQGkZEFQVGMPicMCTyXu4Dxz0Ol9uKdVWVmrTT5+8Ztu6bUtNWVl+wa2ombVjglq8Pu4fh4hI85aQ2GDQnQZgWd3m2tIFEwFMBAC8PbbJz/Zv0nLGnC4SV7dWFWmpUbe3bnykyGtTeBLBRQjh+IwcE6EpKytOPX40uj471/4DP5K6uQ8vS07+LuPUiQ/rsrm8YPb2bl98M5bD51f9bPHlljW+N+Y4vcdd55MQvnJd8YDjf8jZIjE67fiYXpj6gdD0s/8Icj//kRyhkAMAPAuZyCow+DUAj4gujlBYI/iQIxIx7w3/Y5iC5kehcV3AATA6cdzIt332HnqWP/MOMHq50p5yHj2A7KdfTvPA/GIxMDwGXkOGf2nbpt1AALDw8dU/+OWHYTdWLz/c7bO9fJG9/VAAUORkZ3GlMke+3FIKAFyxmCt1dVeeGNzPRltWpqzrUxXf0rJG/BnfQtagp+1FhxDCD1u1/i+b1m3bccVitn2Hjsp2S1aOu75i8ffP+t7Woa0E3b/69hfbduF99UqlLmLjtiWXZk9bW9sudPrclNYz57mL7B1QmZM9KXTmnP53Nm/wqmvOitSUP3Vt2rbl8IzOH1VhYSYAOHXt7ur35ttX+x793f6lQz9XZv51btS9j3cce1bPRggJHPDbGbnE1Q0A4NytJ2k5Z0Ea6kmZ16tUJdWPdQpFSV12pXGx8RYeXv5csRiaygoU34+JBYY07+IZXnSEMG7FNQW+yb5J2eFPSLHp36f1KOuqx9r+2zCii4HhMeDL5W3N/+cIBGyJm3s7AIevLVs4JnT67PM8qVRWcDPqJ7uw9hPMdnqtBgatpkxTWlpvgHLZg+R4q8DgliwOB9RgQHlqSp2p+vURPHWW0iY4hK8uLcHdLz55pyL2/ldP9IDNRKfdn9116tzNlxACZX4+FNlZQqvA4NEAnrno8ho6fKRdWPu+gNFjY9u67SK+3HKnuqS4RokIu7Awd5G9sZ6i2MERdm3D6i15cH3lkjntV66XWfj69NGUluYm/fjdEIwfA+8Row/Zh3cwF2WUGPS6L/GYbxJhS1cNsfBpsZawiAtbIFBqSkpOxe/bOzHz3JlH4gr5ltahbNFDPU5YLPAs5PUWMM25dGEhi8d3E1hbBypzc6+knTi22lTstwZXl8wPaDVz3u9SD8/W5Wkp129tXMvEaP3voQSgRtOEl9pk/8yglOYRQm4DGEgImdNAH1AlYOzE0Ny9Qp8FjOhi+J8mdOqscNu27SZQg0GXc+GfLTGff9zgVpamrOwOAEcA0GvUhsrMjNsAUJmVqQawzWj1NryHjVhH9YZwvo11GFciNVBK3QLeft839qvPkuUBga4l92OyAWgiNm1fLfP2GSb19Cp4cOSXu1IPD+eKjLSUa4vmtWtqFfTAiZPLfV8bLRDa2gIAeBayLwE0i+gKePt9X5GT02Cq1XbUVlbejN61bWVj22iEENL36O8+5hg2oa0tKrMzYdBoSk3XWW0WLl0pdHBsX5me/vfN9atWNMdazbDYnBoJQoTFYnFEosZ7RTbyWfjK4rnvVx2YSjBwxZIarYTYAuFjeShlPr7yrp989blOUWll4eUDACIAowwaTRaMLUpqoCoqONR556cHnLr1IIQQlCYlIO/q5SX1zR/90Y4YQkg7AIL2qze+5TNyzNc99h7IzTr356LYvV+kVLe9tXldn8dZO8P/L3z2HjKYykI0JabrwDPeWjQzHcDvAPYTQqZTSjMJIbYAJgM4YAo9iDPZdgTw13NY01PBiC6G/1m8h490C3p/0i8iB0cnABDa2Ha1bRsWnn/jWr2ZiynHjrxt0GpXccUSx9LkxGPXVyz5oS67pB+/y+j2xTe3LP0CwgCwJM4uoXqVaoNLr5ccZN6+HRS52ak5F87vdenVZ74p7d6Xw+VG/z58kLXPyDHOXT/ds6Xn1wfFBbeivmksFsrSP0BsFlwAIHV1AyGkC6X07yd5XcwET5raxmfE6BNiJ2c7nUqFioz0wRZePkMBNJi5RCmlL/1wRA1AYDqGIjsrv+juneUYNxrhq9bvd+zcdaTAyhpahaJn+Kp17lcXzWt6XYNGeHD4p+8sPL3fsG7ZqqteozYU3IzaXJmV+cj3NC/qWqrQzt5d7OCIypxs5N289gCvN1wLrjYlcbHfyXz9lvAtLKDXaFCWlPhYcWsiBydngbWNVaW6ZkgWTy53rW/M+SkThK3nLc7kyeT8nEsXFqUc+Wl7Q/eglNK2C5f2ce3Tbyebz2cBAIvDcQbQ/XHWyvA/wTYAY2EsF1FXIWLz+QZ/5poLSulZQkh3AGsApBJClADKYawx98Bk9iOA1wCcJoSUwSgKO1FKX8hm6ozoYvifRerh2c4suEzHLSy8vENhrAtTJ4mH9meiWgPgVnMXfmwT3HKsXq/TZf91dmbsns+/NF/jSiRW1cdyxKLW1sEt3QHAwtPbXVNWNpZVrXgqVyJxJYTweh/8+Uer4JAOACBx93g14O33ut3/8rN79a1JkZNjMOj17KqaSeXlaOgZmopt67ZjxE7OdgDAEQjA5vFg06ZdqNTdw6s8NSW5obF5167MBKUb2QIhvyw5Kf7SrKkh5jRuqadXL4GV0UHEFYkg9wsY+LRrrXHv61crrUNb9XXq2r27prSkJO6bPZfqsruzab2Hy0v9dknd3UeUp6bWG0jfEFFrli9tNWt+sYWH50BFTnb0jdXLpj9On8acC3/HFt27e44rlXYz6PVgsdnQqVSG0sSE0/WNMQXNm2qH1d2ipzYSF7dQs+ACAJ5MHvw8g/8Z/hv47D10O3HcyLF4tE4XYBQzBMDY51kglVJ6AUBXQggPgIBSWlbrug7AENN1OYzB9+Y6XYsBPBLPaWITgE+eZ+YiwIguhv9hFFlZseqS4nJzwLsiLzdHkZUZ39Txfm+On+D/1nsTzAVZ+TL554SQw5TSQgAojrn3vYWH5wCuRCrQKRRaRU5uinUwHvbO4/JUqsKCYoG1jSUAVGRknJYHBDpZeHl3MNsIbWxtLLx9IwDUK7purVvJFVrb6GW+vkSvViPnykV1c7yZ6tXqGjFQVK+HQaNGRVpqo8Uzb21Y87DiOQBMe5jxrVcoS1ElGgC9StXofI9L4Z1bKgAnGrMzCa0GxVbbxctzpO6eNuVpaWVRKxdb135tb21auw3mreVVS6vOt1m4NMamZZsAgKLwzu37N1YtDaw9N6VU79yt52CPV16dVJIQ34ErEhcoc3N+v7Z80XdNeMxGCZ44OcQ+InIWiy9wL3uQrLXw9OICgLq46DojuBjqwmfvoYOJ40bGwFhqYTRMFekBHACw/XlXpDdDKdUA0DRyPa/WuXIYPWN12VcAaFIrsOaEEV0M/7PE7/86JmzpqnFWwSFTqMGgLbgZtS77wj+51W2CJkwaI3J07lSWnPxL3NdfnKp+zcLT+zWz4DIeexGHyC6vw+R6v75i8fetZs7Nl7i5t6vISL8DA61Q5ucdFtra2WgrK7WlCXG78q5cuiMPCBisLa8ojPn8o+0l92MMhffuFIjsHW2oXg+2QKBRZGfFoQFMb54P45geo1RGQ6SdOLadK5V2lfv5d1UVFUGv1aLo3t2fKKWP9B4UOzsPowbkKrIzG/WwpZ86MYot4J8Uu7pbKfNySvOuXHoTY0c0y5qbm7Dla0o9Bw214AgEsGsbZskRCpQwbZs2hNvAQcvbzFkQYPboiewdAtwGDlqeduzI0tq2poD5Nc29dsuAIIuOm3f8LHVz9wGAytzssqzzf//BYrNT0k4cW4E3Rjb3LRn+n2ASVuMTx418B6YsxecUw/X/HqY4KgNDPbRbumq760v9pvBlMijz82nK0Z+n3N66cZf5esC7E+f7j3tnDV9mrPZQlvIAf745yklVWFBvTZjAdycGWnj7dFRkZcXf2bH5kZirVrPm9/IaNuI3nkTCBYD8G9fizrw5yv8ZPF6TIISwZL5+bjxLeWtdZWVKUfTdm7Wuk4jNOzV2YeEcg1aLvGtXyi7PndFo+yVCCOGIxHKdorK0OdK5BY5OHdvMnn9eaGNLSpMSddeXL+I2Pqpxeh38iZp7cgJA0f17ODV8UKNNtwPenXij5dSZNfpd3tq26XrsF5+ENce6AMDvzbe7OnbptpPFZnPzb1xbd3fn1q+rX/ccPDQyfOW68+aEBgCI3//N8Ki1K35srjUwMDA8Hoyni4GhHqyCgseaBZXQ1pbYtGk3DUCV6Lr/+cdr2y1ZGWEVFNzXoNcb8q5dWdeQ4AIAU1PsmPquSz0825kFFwAI7R2cCCGc5x13YMYkiFJMX48Q8P6kSy49enFYHOOfEsfO3SwcIjuvyLnwT70ZdaZ5KR7W4XlqwhYtv+Dc1RgXLvcP5LRZtFwbtWrpUwsvTWmpHkBV4J22vLxJn1JLkxLWVKSn/Wiup1WRnoay5MR1jY1rs3DZdamHp39lenr6jZWLA+vbAhTa2cm6ffb1SZmPrwAAJC6uX/mMGpuUeHBfVSB/RXparCI7K0Ps5OwCAOriotLKzPR6t6kZGBiePYzoYmCoB6rT1RA6eq3mkXiC6ysWP/TQjh5W+/JjU5GedlunUOg4IhFHVVQIZW5uRfc9+3cEvT/po3uf7q63svq/BU8isTILLsAYGM8RiX2f9zpED/MhjMH53j7N8rct4fsDo9g87vcCaxuoS0uRdvrkXIx/vdFxWX/+8VPAuxM/cYiIfAcAsi/881nWn3/81NCY8JXr4rxeHdaCIxDAEKbzZ4uFOain5pdNm7AhFt4+VducIgdHloWn51AAVaIr/8a1wlYz5420bRc2l7BYvKK7d3bHfbPnfhMfnYHhPw8hxA2AG6X0ibphPAsY0cXAUA95168t5snku8Qurpyy5CRV9l/nJmP807XfCfpw6lG5r/9LytycsptrV9jX9mTcXL/qRPjKdRPELi4jhDa27W3btnMEMFHs6NTPvd/AiNQTx3KeagHNTPqfp0bYtA2LsglpCUopcq9eopl//P7m816HruJhrCylFIrcnGaJm8j+848fUD11/jHioO5//vHDtk1NEGoWXt5eHIFRR7E4HMg8fWzrs61IS/mrMjvLIHFyZgGAurQUiuycy7Xtbm1edwGA8YPBiFebvHYGhv8KhBB3AK71CKvxAJaaCqf+K7sFtWFEFwNDPdzesv5TvpX1jzYtW/XIOvfnSVMmzBMTMmX6GZ+hI3oIbe1g0OttBdbWWtTxO3h18bwv/d4c/6D17AVnzOfEzi4eFj6+7QA8sxYzT0JhVNRN+4iOkW79Xv5Rr1Lpbq5dEWrKImqQljPnqe3bR/DYfB7KkpPpxRkfsp8mm+7BiV//opR25UokqMhIp1fmz3LGvJlPOt2/gqa8XINqPw/ayop63ySKY+4lt563eJZN6zaLWWwWu/Be9Dexez5rloxHBob/GBMBzEXddcXSAFyAsfzFCwEjuhgYGkBdVFgIoM4CqI+LdXDLrkJbOwAAi82GzMe33irpypycRFVhQaHA2sYaANQlxWWKnJwml7NoKs4DBxW49+xtpVcqafRnH+2pTHnwzuPOkXvp4kUAxv29NcubNMa+Q0eeVYCxgoKFpzdps2i5DtVipx6X5IP7u9U4MfWDug2fM+79B/o7deu5TK9SKe999tGHlRnplfXZJn1/sA+bxz/Lt7LiaMvKDOmnT76Nt8bUO/fNdSu3AtgKABg2qNnXzsAwMjqRBWP2ovJQsM8L07+wqVBKv0IzdedoLhjRxcDwnNCUldYQFvpHQ8SqSPv9t7R2i1e8ad2y1TwApCj67takHw42q+hy7PlSWqvJ061lPr4AQIQOjm8TQvaYihE+Mwgh3v2OPaz9SVgsCO3sG80IfN4QQgj4gslQq36glDaYIFEXLj1f8gj6YMoNSz9/EQCInZz6EEJczUVia5P55+nzAB4G/7/xYpbRYPj/z8joxJYApgEYBVOdrpHRiQcBbDsU7PNc63QRQlgA3ABYA0imlBZXu+YHwMX0/07Vht2glCrriukihHgCcKSUXjTNHQhATSlNqGbDBmDOGo9pzpp2jOhiYHhOxHz1RRuehSxa4uZONBXlyL12OQrD6/dQXF+55DiA4wBAhg9id7a22S52ce2tVyrSMs/9OSXms4+eSoQ5dujoZBJcAADb1m1g0z7iDJpQh+ppoJQmdf1sDyzcPQAAyoICFN2PUT3Lez4uDt16fdD9q/27Lby9oSoq2t5y1vz025vWuj3WHB0jZ5gFFwDYtA1zdOzc7WUAh5t7vQwMzcXI6MRReLQiPR/GnoxjR0Ynjj0U7HPweayFENIDwOcApABSAbgTQu4AmGgSSaMAdDWZV88OHg3j1mJdMV1TAUwghLQGcAjGbUlfQsgZAEMB+AAwP58PgGhCSJ/qYu9pYEQXA8NzoiTmbgwAlinwM+1xPj21X7NxslO3HlNMNZcCKKW7ALz0NOtRFRYYdBo1m8PjAwA0JaWoyMrMbWRYs3Bl8fxBrWbNO8yXyVFw944m5qPtosZHPUTm7cN17vlSD52isjz+268vNvf6fIYO32kXFg4AEFhZw6BR19sLsT5UxUU5Bq0WLK7ReaUtL4equOhBI8MYGP41TB6ufTAWW67tfebAKMT2jYxOjHnWHi9i/GP3PYDfALxl9hATQroB8ASQQCldRggRAJhLKe1U31x1wAKwEEAvSmk+IcQfwC0AS2H0fPWmlOYSQlqYzs8BML85nosRXQwMzxlKaerjjhHa2btXL3LJlUg8nnYdMZ/s4kVs3G6wDAwiVKtF4d3bBmVaqnvjI58eVW7OUVSvov8YSN3ceeEr1x2xadOur0GnpZFbd226MP3DOc25Po5QWOMNh8XlPfYc93bvWGvh6TPYOiQ0TK/V0sLbNw8W3b39r7RQYWBoItNQf7NrmM5TGL1F45/xWqxg3FK8W31LnlJ6rhnm5gL40txdg1IaSwg5BaOweolSmms6H08IOQlgCBjRxcDwv0NpYvwZq6CQiVyJhE8pRWVmxtnmmPfS7KksQsirMMZApDXHnM+aFq+PG2rbNqwvALC5PGLfvuMM6+DQbYXRd7Lqsg9bvjbBKjjEhxoMKLx989yNVUu7N3aP/Fs37su8vQOFtvbQqVQoibuvB/o3urbwFWvHW3h5d1MVFCSLHJ3WXpw5OZwQYglARSlVPu6zMjA8L0xB86PQuC7gABg9Mjrx7UPBPs8sK5BSWkgIuQhgpSl26wSAv+tqQ/aEXKl1nNrA+X7NdE9GdDEw/BeIWrvyWLtFy4db+Pj2VhUUZFyaPXUrPni3WeamlP7SLBM9JygoKKUwe/6owUANOl2dmVV+b737UdB7H/jwpFIAgMDaqptlcGi/4ug7DTbDvrdre5Df2++es2wR0FGRm1N6Z8uGemtmmQlbvuYNj5cHfcHm8QkAsPl8exhjT5qt8j4DwzNECGPsVlPgm+wVz245AIDeACYBGAhjnJaAEPIngPcppUlPMa+aUlp77WoAekppWR3nmy3OlRFdDAz/Ea6vWvorgF8BALOm/LuL+RdJ+u7AjzJv31F24R1eNmg0hrwrl9YXx8bUWTRWZG/f3iy4AEBoaw+pq9urMH5qbpC4Lz/v9jjrsvD06mgWXAAgtHeIeJzxDAz/MkoYBUZThJfaZP9MMQmjjQA2EkJ4APoA+AbAFwDMHusXpgZXU2BEFwMDw3+K0qRELSFkiO/oN8ZyhCJLZV7OQcycXKdtSXzc1orMjH0SY/tBlMTdR/7N60ufxboUuTkJ1T1w2vKyZq+rxsDwrDgU7GMwlYV4HQ1rAx2AA89yaxEACCFCGD1PGgAw/fsrIeQygIBqpiUmewmltOJZrqk5YEQXAwPDCwMhROzUs9cnqoLCK4W3onbVZxe2fM0ol14v7eRZyMQVGemTgyZ8OPDeJ7seaeb84Ocfvg2cONnPrm3YDINOZ8j48/T7ypycx6651RQuz5m+jc3l2YtdXDtry8sepJ08PhNvjnoWt2JgeFZsAzAW9QfTm89vfw5rcQXwOyHkWxgzCMsAdATQC8CSanZ/m/5dSgg5DqMovPGixlCSZqz59eSLIOQopfSVxi0ZGBj+v2IZGOLTctbceLs27YimvAxZf/+Vd3Xh7DobPvf96dg1uZ9/O/Nx7tXLO86Of33q81stA8P/T+qp0wUYxQwB8DzrdDkAeAtAWwASGGtvHaSUnq1lNwbGGls2MGZFj6aUphFCxsOYZdm1WsmJKQAGUUp71ppjEoDhlNJutc5PAPD6Y5akqBfG08XAwPBC4Dvm9YsO4R0IAAgsrWATEmpHCBFTSh9pnUNRs6o71etfiGa2DAz/dQ4F+xwcGZ0YA2NZiNEwVaQHcADA9udZkZ5SmgNgbRPs9gPYX8f5R9oAUUp3ANhRh+1uALvrOP8JgE+avuqGeaI6OQwMDAzNDZsv4FY/NhUVldVlW3jr5hplQX4hpRSliQl3s/4++8gfUQYGhifjULDP7UPBPuMBiGD0MAkPBfuMf94tgP4/wni6GBgYXgiy/z73oYWn97eWfv7QadQovHdXTSmts/bW9ZVLjjpEdGopcXPzLImLvVVwK+qFD6BlYPivYWpyXW+TdobHh4npYmBgeGFw6tG7n0NEx93qwqLMe5/s7Pxvr4eBgYGhOWFEFwMDAwMDAwPDc4CJ6WJgYGBgYGBgeA4woouBgYGBgYGB4TnAiC4GBgYGBgYGhucAI7oYGBgYGBgYGJ4DjOhiYGBgYGBgYHgOvCjZi9EAkv/tdTAwMDAwMPwHyaSUTvy3F8HQOC+E6GJgYGBgYGBg+P8Os73IwMDAwMDAwPAcYEQXAwMDAwMDA8NzgBFdDAwMDAwMDAzPAUZ0MTAwMDAwMDA8BxjRxcDwAkEIiSaEHK7j/GRCSDIhRE8ISTGdSySE/NjM9z9JCLnVnHMyMDAwMBhhRBcDwwsOISQSwA4A8wHwKKUe/+6KHqUhAUgI4ZtE4w1CSDEhpIgQcoUQMo8QYlfL9jwhhBJC/qpjHo7p2hf1jKnvS17NVkoIGUMIOUIIUZmu2zTTy8DAwMDQIJx/ewEMDAwPoZQG13G6NwA9gO9ptRovlFKf57awp+MwgG4ApgA4AkABYACATQBaARhZx5guhJBXKKVHm3iPXEqpQxPsZgPwBvAVgCIA45o4PwMDA8NTw4guBoYXHzsAKvofLKpHCGkDoC+A9ZTSz6td+o4Q8gfqFj0pAJQA1hFCjlNK9c21Hkrpkmpr69dc8zIwMDA0BWZ7kYHhCTBtS62r4/wfhJDrtc5lEEK+JYSEEEL+IoQoCSFphJBZdYyviukihEgIIRTARADierbOHtnSI4QMI4RcIIRUEEIUpnt2rWXDIYSsMq1NQQg5SwgJfMLXQgej92hotXVFmy5bmf7NrD2OUlpIKd1cx5R6AHMBBAB450nWxMDAwPAiwoguBobngwOAZQAmAXAE8BmAjYSQgfUNoJRWUEoJgE8BVFJKSfUvAEm1xxBC5gL4DsBxAC0AeAA4D+APQkj3aqafApgBYIFpPbMAbAUgf9wHo5RyTGv5qdr6zNuktwBUAniPEOL1GHP+CuAvAMsIIeLHXRMDAwPDiwgjuhgYng8dAEyglEZTSksArIax3+h7zXUDQogLgJUAPqaUrqGUZlFK8yilC2EUXmtNdn4AxgPYQCn9hlJaSim9AWAagPDmWg8AUEoLALwOwB5AoimY/gtCyBtNCGCfbRr3iEewDuzr8QTeeronYGBgYGg+GNHFwPB8uEopzTcfmOKz7gFosvenCfQBwAXwQx3X/gAQRggRAuhhOlcjSJ1Seh9AXDOuxzzvYQCuAPrDGEhvA+AjAMmEkDcbGHcNwPcAZhFCGguSz63tCTR9tWqWh2BgYGBoBhjRxcDQvJB6zmfXca4MT7Cd1wBmYXKGEKIz1fQyEEIMAFbB+PtuCcDaZJdbxxx1nXtqKKVqSulJSukKSulgGGPAkgF8TgjxbmDoAgA8GLdmGRgYGP7TMKKLgeHJKAMgreO8cz32zyPzsMD0b3tKKYdSyqaUskxfZs9PFoBCk519HXPUda7ZoZTmAvgYRs9c+wbskk12bwPwfx5rY2BgYHhWMKKLgeHJSAJQo6aWKVbq36yddRKADsCIRuzOmv59ufpJQog/jMH3T0IlAH7tk4SQSEJIfesxC9SSRuZeaZp//ROujYGBgeGFgBFdDAxPxucwFvB821TlPAxGUXDj31oQpTQVwEIAMwghywghnoQQISHEnxDyISHka5NdLIC9AGabqrNbEEJaw5i9eO0Jbx8NoDUhxK3WeSGAQ4SQg4SQcEKIgBBiTwh5D8YA+Zswxps19FyFMCYB9H/CtTEwMDC8EDCii4HhyfgMwDoAa2CMg1oFYDqA8n9zUZTSDQAGAYgEEAVj1fWfYPTALatm+h6MrYU2wrj+7TBmC5Y84a0XAUgAEFOrTtdZAP1grL21zzR/MoylMzYD6EYp1TRh/u0A0hq4Xl/2IiWEdDAbmWqYUVP9s/dNp/OZTEcGBobnAfkPFrlmYGBgYGBgYPjPwXi6GBgYGBgYGBieA4zoYmBgYGBgYGB4DjCii4GBoU5MlePri5Myf3X6t9fJwMDA8F+BieliYGBgYGBgYHgOMJ4uBgYGBgYGBobnACO6GBgYGBgYGBieA4zoYmBgYGBgYGB4DjCii4GBgYGBgYHhOcCILgYGBgYGBgaG5wAjuhgYGBgYGBgYngOM6GJgYGBgYGBgeA4woouBgYGBgYGB4TnAiC4GBgYGBgYGhufA/wG0DBL8YxwefQAAAABJRU5ErkJggg==", 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uint32\n", + "│ ├── featureData\n", + "│ └── normed__I__I\n", + "├── RNA\n", + "│ ├── counts (7865, 33538) uint32\n", + "│ ├── featureData\n", + "│ ├── markers\n", + "│ ├── normed__I__hvgs\n", + "│ └── summary_stats_I\n", + "└── cellData\n", + " ├── ADT_UMAP1 (7865,) float32\n", + " ├── ADT_UMAP2 (7865,) float32\n", + " ├── ADT_leiden_cluster (7865,) int64\n", + " ├── ADT_nCounts (7865,) float64\n", + " ├── ADT_nFeatures (7865,) float64\n", + " ├── I (7865,) bool\n", + " ├── RNA_UMAP1 (7865,) float32\n", + " ├── RNA_UMAP2 (7865,) float32\n", + " ├── RNA_cluster (7865,) int64\n", + " ├── RNA_leiden_cluster (7865,) int64\n", + " ├── RNA_nCounts (7865,) float64\n", + " ├── RNA_nFeatures (7865,) float64\n", + " ├── RNA_percentMito (7865,) float64\n", + " ├── RNA_percentRibo (7865,) float64\n", + " ├── RNA_tSNE1 (7865,) float64\n", + " ├── RNA_tSNE2 (7865,) float64\n", + " ├── ids (7865,) \n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + 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\n", + "" + ], + "text/plain": [ + " I ids names RNA_percentMito RNA_tSNE2 \\\n", + "0 True AAACCCAAGATTGTGA-1 AAACCCAAGATTGTGA-1 8.668831 -18.08830 \n", + "1 True AAACCCACATCGGTTA-1 AAACCCACATCGGTTA-1 6.316103 -14.88920 \n", + "2 True AAACCCAGTACCGCGT-1 AAACCCAGTACCGCGT-1 8.056090 -18.83030 \n", + "3 True AAACCCAGTATCGAAA-1 AAACCCAGTATCGAAA-1 9.003215 -3.35003 \n", + "4 True AAACCCAGTCGTCATA-1 AAACCCAGTCGTCATA-1 6.204519 -1.37607 \n", + "\n", + " ADT_nFeatures ADT_UMAP2 RNA_tSNE1 ADT_UMAP1 RNA_percentRibo \\\n", + "0 17.0 9.510007 -4.26865 -13.884989 15.259740 \n", + "1 17.0 10.784672 5.02671 -5.097915 19.037688 \n", + "2 17.0 12.961405 -14.91320 -7.885502 16.002200 \n", + "3 17.0 11.531997 16.69630 12.072053 18.729904 \n", + "4 17.0 12.290624 18.37000 13.928782 16.353887 \n", + "\n", + " RNA_nCounts RNA_nFeatures ADT_nCounts RNA_cluster RNA_leiden_cluster \\\n", + "0 6160.0 2194.0 981.0 4 3 \n", + "1 6713.0 2093.0 1475.0 4 3 \n", + "2 3637.0 1518.0 7149.0 5 5 \n", + "3 1244.0 737.0 6831.0 3 4 \n", + "4 2611.0 1240.0 6839.0 3 4 \n", + "\n", + " ADT_leiden_cluster RNA_UMAP2 RNA_UMAP1 \n", + "0 16 -7.417822 29.421942 \n", + "1 15 -12.649998 30.801842 \n", + "2 9 4.256729 29.397541 \n", + "3 2 -32.227364 5.441914 \n", + "4 2 -30.397615 7.166490 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 486 ms (started: 2026-07-04 09:47:56 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "2ec5878a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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RNA_UMAP1RNA_UMAP2RNA_cluster
ids
AAACCCAAGATTGTGA-129.421942-7.4178224
AAACCCACATCGGTTA-130.801842-12.6499984
AAACCCAGTACCGCGT-129.3975414.2567295
AAACCCAGTATCGAAA-15.441914-32.2273643
AAACCCAGTCGTCATA-17.166490-30.3976153
............
TTTGTTGGTTCAAGTC-1-5.54560921.74210418
TTTGTTGGTTGCATGT-1-26.972895-0.7627159
TTTGTTGGTTGCGGCT-127.239552-5.2305164
TTTGTTGTCGAGTGAG-1-23.030291-20.6475542
TTTGTTGTCGTTCAGA-1-10.845096-2.6449772
\n", + "

7865 rows × 3 columns

\n", + "
" + ], + "text/plain": [ + " RNA_UMAP1 RNA_UMAP2 RNA_cluster\n", + "ids \n", + "AAACCCAAGATTGTGA-1 29.421942 -7.417822 4\n", + "AAACCCACATCGGTTA-1 30.801842 -12.649998 4\n", + "AAACCCAGTACCGCGT-1 29.397541 4.256729 5\n", + "AAACCCAGTATCGAAA-1 5.441914 -32.227364 3\n", + "AAACCCAGTCGTCATA-1 7.166490 -30.397615 3\n", + "... ... ... ...\n", + "TTTGTTGGTTCAAGTC-1 -5.545609 21.742104 18\n", + "TTTGTTGGTTGCATGT-1 -26.972895 -0.762715 9\n", + "TTTGTTGGTTGCGGCT-1 27.239552 -5.230516 4\n", + "TTTGTTGTCGAGTGAG-1 -23.030291 -20.647554 2\n", + "TTTGTTGTCGTTCAGA-1 -10.845096 -2.644977 2\n", + "\n", + "[7865 rows x 3 columns]" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 109 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.to_pandas_dataframe(\n", + " columns=[\"ids\", \"RNA_UMAP1\", \"RNA_UMAP2\", \"RNA_cluster\"]\n", + ").set_index(\"ids\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "96b7825d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(7549,)" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 64.1 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "clusters = ds.cells.fetch(\"RNA_cluster\")\n", + "clusters.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "80b1fafa", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(7865,)" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 23.9 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "clusters_all = ds.cells.fetch_all(\"RNA_cluster\")\n", + "clusters_all.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "01139e09", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 68.1 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "is_clust_1 = (\n", + " clusters == 1\n", + ") # is_clust_1 has just 7549 elements (same as the number of cells with value True in `I`)\n", + "ds.cells.insert(column_name=\"is_clust1\", values=is_clust_1)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "bbef748d", + "metadata": { + "tags": [ + "raises-exception" + ] + }, + "outputs": [ + { + "ename": "ValueError", + "evalue": "ERROR: is_clust1 already exists. Please set `overwrite` to True to overwrite.", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mValueError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[14]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m ds.cells.insert(\n\u001b[32m 2\u001b[39m column_name=\u001b[33m'is_clust1'\u001b[39m,\n\u001b[32m 3\u001b[39m values=is_clust_1\n\u001b[32m 4\u001b[39m )\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/scarf/scarf/metadata.py:435\u001b[39m, in \u001b[36mMetaData.insert\u001b[39m\u001b[34m(self, column_name, values, fill_value, key, overwrite, location, force)\u001b[39m\n\u001b[32m 431\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[32m 432\u001b[39m \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mERROR: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mcol\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m is a protected column name in MetaData class.\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 433\u001b[39m )\n\u001b[32m 434\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m col \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mself\u001b[39m.columns \u001b[38;5;129;01mand\u001b[39;00m overwrite \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mFalse\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m435\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[32m 436\u001b[39m \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mERROR: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mcol\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m already exists. Please set `overwrite` to True to overwrite.\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 437\u001b[39m )\n\u001b[32m 438\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(values, \u001b[38;5;28mlist\u001b[39m):\n\u001b[32m 439\u001b[39m logger.debug(\n\u001b[32m 440\u001b[39m \u001b[33m\"\u001b[39m\u001b[33m'\u001b[39m\u001b[33mvalues\u001b[39m\u001b[33m'\u001b[39m\u001b[33m parameter is of `list` type and not `np.ndarray` as expected. The correct dtype \u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 441\u001b[39m \u001b[33m\"\u001b[39m\u001b[33mmay not be assigned to the column\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 442\u001b[39m )\n", + "\u001b[31mValueError\u001b[39m: ERROR: is_clust1 already exists. Please set `overwrite` to True to overwrite." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 148 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.insert(column_name=\"is_clust1\", values=is_clust_1)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "a2b8a0a2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 64 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.insert(column_name=\"is_clust1\", values=is_clust_1, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "e0b72de0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "ChunkedArray(shape=(7865, 33538), dtype=uint32, chunksize=(2000, 33538), numblocks=4)" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.52 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.RNA.rawData" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "e783845a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "ChunkedArray(shape=(7549, 13550), dtype=float64, chunksize=(2000, 13550), numblocks=4)" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 104 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.RNA.normed()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "b56426fb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + " scarf.chunked.ChunkedArray>" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.86 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.RNA.normMethod" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "076dfe76", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "def norm_lib_size(assay: \"Assay\", counts: ChunkedArray) -> ChunkedArray:\n", + " \"\"\"Performs library size normalization on the data. This is the default\n", + " method for RNA assays.\n", + "\n", + " Args:\n", + " assay: An instance of the assay object\n", + " counts: A chunked array with raw counts data\n", + "\n", + " Returns: A chunked array (delayed matrix) containing normalized data.\n", + " \"\"\"\n", + " assert assay.sf is not None and assay.scalar is not None\n", + " return assay.sf * counts / assay.scalar.reshape(-1, 1)\n", + "\n", + "time: 14.4 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "import inspect\n", + "\n", + "print(inspect.getsource(ds.RNA.normMethod))" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "3a7b7e08", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 375 μs (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "def my_cool_normalization_method(assay, counts):\n", + " import numpy as np\n", + "\n", + " # Calculate total counts for each cell\n", + " lib_size = counts.sum(axis=1).reshape(-1, 1)\n", + "\n", + " # Library size normalization followed by log2 transformation\n", + " return np.log2(counts / lib_size)\n", + "\n", + "\n", + "ds.RNA.normMethod = my_cool_normalization_method" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "1784d2b1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 359 μs (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.RNA.normMethod = scarf.assay.norm_dummy" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "137d5154", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/RNA/normed__I__hvgs\n", + "├── data (7549, 1995) float64\n", + "└── reduction__pca__30__I\n", + " ├── ann__l2__63__63__48__4466\n", + " │ └── knn__21\n", + " ├── kmeans__100__4466\n", + " │ ├── cluster_centers (100, 30) float64\n", + " │ └── cluster_labels (7549,) float64\n", + " ├── mu (1995,) float64\n", + " ├── reduction (1995, 30) float64\n", + " └── sigma (1995,) float64\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " data: shape=(7549, 1995), dtype=float64, chunks=(2000, 2000)\n", + "time: 42 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/parashar/scarf/.venv/lib/python3.12/site-packages/zarr/core/group.py:3289: ZarrUserWarning: Object at ann_idx is not recognized as a component of a Zarr hierarchy.\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "ds.show_zarr_tree(start=\"RNA/normed__I__hvgs\")" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "8fce99b3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 26.5 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.load_graph(\n", + " from_assay=\"RNA\", cell_key=\"I\", feat_key=\"hvgs\", symmetric=False, upper_only=False\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "b64c0c74", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/RNA/markers\n", + "└── I__RNA_cluster\n", + " ├── 1\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 10\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 11\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 12\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 13\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 14\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 15\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 16\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 17\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 18\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 19\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 2\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 20\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 3\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 4\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 5\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 6\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 7\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " ├── 8\n", + " │ ├── feature_index (13550,) int64\n", + " │ ├── fold_change (13550,) float64\n", + " │ ├── frac_exp (13550,) float64\n", + " │ ├── frac_exp_rest (13550,) float64\n", + " │ ├── mean (13550,) float64\n", + " │ ├── mean_rest (13550,) float64\n", + " │ └── score (13550,) float64\n", + " └── 9\n", + " ├── feature_index (13550,) int64\n", + " ├── fold_change (13550,) float64\n", + " ├── frac_exp (13550,) float64\n", + " ├── frac_exp_rest (13550,) float64\n", + " ├── mean (13550,) float64\n", + " ├── mean_rest (13550,) float64\n", + " └── score (13550,) float64\n", + "\n", + "time: 176 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.show_zarr_tree(start=\"RNA/markers\", depth=2)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "3fdb6874", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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group_idfeature_namescoremeanmean_restfrac_expfrac_exp_restfold_change
07KLRB10.2992714.139470.854090.981580.1897116.55494
17GZMK0.183465.505260.520440.984210.1085210.57819
27IL7R0.143247.447372.403120.978950.431863.09904
37DUSP20.139704.547370.687260.889470.297396.61662
47NCR30.102811.660530.195290.747370.135448.50308
57KLRG10.100961.726320.245780.797370.152747.02381
\n", + "
" + ], + "text/plain": [ + " group_id feature_name score mean mean_rest frac_exp \\\n", + "0 7 KLRB1 0.29927 14.13947 0.85409 0.98158 \n", + "1 7 GZMK 0.18346 5.50526 0.52044 0.98421 \n", + "2 7 IL7R 0.14324 7.44737 2.40312 0.97895 \n", + "3 7 DUSP2 0.13970 4.54737 0.68726 0.88947 \n", + "4 7 NCR3 0.10281 1.66053 0.19529 0.74737 \n", + "5 7 KLRG1 0.10096 1.72632 0.24578 0.79737 \n", + "\n", + " frac_exp_rest fold_change \n", + "0 0.18971 16.55494 \n", + "1 0.10852 10.57819 \n", + "2 0.43186 3.09904 \n", + "3 0.29739 6.61662 \n", + "4 0.13544 8.50308 \n", + "5 0.15274 7.02381 " + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 218 ms (started: 2026-07-04 09:47:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.get_markers(group_key=\"RNA_cluster\", group_id=7, min_score=0.1, min_frac_exp=0.1)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "dca7bdf6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 3.84 s (started: 2026-07-04 09:47:58 +02:00)\n" + ] + } + ], + "source": [ + "ds.export_markers_to_csv(\n", + " group_key=\"RNA_cluster\", csv_filename=\"test.csv\", min_score=0.2, min_frac_exp=0.1\n", + ")" + ] + } + ], + "metadata": { + "jupytext": { + "text_representation": { + "extension": ".md", + "format_name": "myst", + "format_version": 0.13, + "jupytext_version": "1.14.1" + } + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.13" + }, + "source_map": [ + 12, + 16, + 30, + 34, + 39, + 43, + 51, + 56, + 70, + 72, + 77, + 79, + 83, + 87, + 89, + 93, + 95, + 102, + 106, + 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"repo_root = Path(scarf.__file__).resolve().parents[1]\n", + "zarr_path = (\n", + " repo_root\n", + " / \"docs\"\n", + " / \"source\"\n", + " / \"vignettes\"\n", + " / \"scarf_datasets\"\n", + " / DATASET\n", + " / \"data.zarr\"\n", + ")\n", + "if not zarr_path.exists():\n", + " scarf.fetch_dataset(\n", + " dataset_name=DATASET,\n", + " save_path=\"scarf_datasets\",\n", + " as_zarr=True,\n", + " )\n", + " zarr_path = Path(\"scarf_datasets\") / DATASET / \"data.zarr\"\n", + "\n", + "ds = scarf.DataStore(str(zarr_path), nthreads=4, default_assay=\"RNA\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "7561c39e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "emb = splt.embedding(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"clusters\",\n", + " show=False,\n", + ")\n", + "emb.figure" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "b8c14f66", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "genes = [\"Gcg\", \"Ins2\", \"Sst\"]\n", + "emb2 = splt.embedding(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=genes,\n", + " normalization=splt.NormalizationSpec(transform=\"log1p\"),\n", + " sort_values=True,\n", + " show=False,\n", + ")\n", + "emb2.figure" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "7dadbad8", + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "out = Path(\"scarf_datasets\") / \"plotting_showcase_embedding.tiff\"\n", + "out.parent.mkdir(parents=True, exist_ok=True)\n", + "emb.save(out, dpi=300, exact_size=True, provenance_sidecar=True)\n", + "assert out.exists()\n", + "assert out.with_suffix(\".tiff.json\").exists()\n", + "emb.close()\n", + "emb2.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "7da452f9", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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Xn416e29tkF+LzsY0K//7nG05ifG8t4fqmd6IYcv9/wYdXA/CH316xGjJJjThs1RKUw5HDGc8bzXbuMdq5deiy2q4VTSj/PIs0ZprccpS8UYhTjuVD0PsP6o8axwxTjlCE5UOwh/NBpdDs8ENm3fX1cgqZak0oPh0WIF9ZxR3xeKja2Aojofpr8VOiL5wnQ0+7GJvlWaDb2q9n2aD80Qta2IUvDuvAgC8blGCEahlN9Ho5h+qsUANgFegziuhSEHgU254/hexYNvtjBg/oQrZy4SUFEUt9OkRoxB5ciw8Bm9GmUfZjPOyG3LoYnMMIO8kIOKEIgXVvvf8xueVbSpCjBvtuqU7FKyJwerlycxIlmNhiiO7pK3qrkNC0bOn4oYa6r5Pl6Hs466+7ssBAFeDKPAQAgC5QlVmhKt27+zsbISHh2P06NGYNm0anjx5onDNoUOHMGrUKEycOBF3797VeLkhoWBNDNaBI6MZz09sCmQ8Px46BAcPijbUUCXRSb7vs5m9hb733Hje70FEOo4JQ7NVAjRbKe2dcJ9YsIcOCjJtbeSRk5OD9u3bY/369ahduzZSUlLg7OyM2NhYyTWzZ8/GkCFDYGdnh+zsbLi4uODChQsaKzc0RfRdAULy0sd5HiJuT2ctk51MxiXRCdGfDr+FwyxLiNMbpV+4vPpsxNcfzHFudQDaX12E6BbqbZ5CdE+c95vrtVydOHECN27cwMuXL2FrawsAyMjIwLRp03Ds2DEkJydjwYIF2LdvH7y8vACIAvzUqVNx5coVtcsNEbWsiUFTFqgBMCaT9WkwE54D8l8fTPTjzOoAnNzI7Bk5HDFcMsZPgZrISkpKQvny5SWBGgDq16+P8+fPIzc3F1evXkVubi66du0qKffy8sL169eRkZGhdrkhomBNDMK1j66Sx/K7WPl0WCF5zLazFgB8r2yLIzuUrw/WBC7JQojqHHcz18i3mE8zx40Fn3XWaWlpjCMzM1Phvj/99BNevHiBBw8eAAByc3Nx8uRJfPv2DSkpKXjz5g1sbW1hbi5dNlaxYkXk5ubi3bt3apcbIgrWRGe8SwcqLZsxR1q25woz85VsC3p/FHN8WSzy5Fg1a6fItwrznuIlY/pMwFIQxfdlbid6dRpN4DMWfMas7ezsYGNjIzlCQkIU7tuyZUsMHToULVu2hLe3Nxo1aoTsbNFKEAsLC5iZmeH79++M14jLzczM1C43RBSsic5EJivupwyIWstnVkmXPIlnY/vVEu2e1TUw/805/Fos0kANmfa+WMV6XhN7VRd2Leep1nqW3Z+bGI5cqJAb/P9j1klJSUhNTZUcQUHsu+Rt2LABly9fhq+vL0JDQ9GzZ084ODigRIkScHBwwKdPn5Camiq5/tmzZyhatCgqVKigdrkhomBN9E7cWha3WMWzsff8HYLe3ddySk6y52r+Y55cZ4z38N7A6TrC35XpqrWe9zxbpqWaEHUI/z/BjMsh/H+wLlmyJOOwtLRkvff58+fRoEED+Pr6omrVqlixYgVGjhSt/nB1dUXZsmURFiZqAAiFQoSHh6N79+4wMzNTu9wQ0WxwYjDeNmX+OHYNDMXx/wdy38q/Ye/L1WrdX37GuGe/TYx122KHIkdIHvu6L6clW4QoocpuWqruurV//35MmTIF5cuXx+XLl9GzZ0/8/rtoSMzCwgJhYWHo168fTp8+jXfv3uHTp084f/68RsoNEeUGl0O5wfXjl3tB2PaT4tiVtvXyWocDh0fp/H2JIrdgAS7NVt7idty9WWF8m2gH19zgPU8PhnlxC073zP6ShYMdt6iUG/zOnTt48uQJGjZsiNq1ayuUv379GpcuXYKVlRXatWsHKysrjZYbEgrWcihY61efetMR8VC0m5afy0LsuT4FfepOQ8Sj+YzrvPpsVNjtStN6d1vDSGdKdKf5cgFixtNEM33hGqx/PuWvUrD+q5OANvLgicasiU7lt6exOFADwJ7rU0Tn/h+ofdsslZRpO1ADoECtR7KB2vXcijyuJPrEdbxaleQphB0Fa6JT6uxpvPfCBACAr9vSfK4kBUlOnA0AoOEW9tUEtKOX/nDPC859bJuwo2BN9KKX1zrJY7/qE1V67d5LEzRdHQXtx1G+akNxY5yolX13cCAaHVunUE47eukPBWvdKVCzwTMyMuDt7a1w/vfff0f79u31UCOijOykrj3/LtFjTdhFryzYW10ak+ZLBYiZIArIsd1GoVFYOGID6f+PIdDmbHDCVKCC9ffv33H06FEsXbqUMXOQbRYhMR5+zUOwJ4Y9cQIp+MSBWkwcqDv8Fl7g9w83dBSsdadABWuxli1bwsXFRd/VIEr41QrCnr+5LdPyabcC+yhQEzlOh9cjbvVIfVej0BOC+25atOxIPQVyzHrBggXw8fHBlClT8PjxY31Xh8j53MKB8dxjsPJc2/vO/q60jBRecV6KgbrDb4rzDGjymXbRmLXuFLhgXbNmTbRu3Ro9evTAixcv4OTkhOPHjyu9PjMzU2EXGKJ5HcdIZ/Ie3cpMbHF0i2qJLmQnp2lTp1Hss4+JYTqzOgAdfgtH2ynSoH19kj8cI2jjFW2hYK07BSopSk5ODjIyMlC8eHHJucGDB+PChQv4999/WV8za9YszJ49W+E8JUXRPL8Wixg5vD0Gb1YI1PKJSGi8mvDlPikcRXq+x2nXKfquitHhmhSl9ZGRKFKcPbe3vO9fMnHRcz0lReGpQLWszczMGIEaADw9PfHs2TMkJyezviYoKIixA0xSUpIuqlooyQbqHr03SAK1X3Pp+LU4UPv9KNomkwI14evc4gB8jC8HAIzWNtEcalnrToEK1mySk5NhYmKCIkXY59JZWloq7AJD1NdhbN5/HIt8zpKsr2YLyHv+Wczpffxq5r/bFl/tf6c/8MbuzjDRbPHzC2nWuDYIhSYqHYS/AhWsT58+jSdPnkiev3nzBkuXLkWHDh1gbW2tx5oVPmdWBaDTyDD07LmetTzy5Fjs+XcJvPpuUut99jzR/D7WYtEr6A88IXmhdKO6U6CCdalSpeDn5wdHR0e0bt0aNWvWhIODA7Zt26bvqhVKVm+zcfAgc9au4/6NcJ8obbEe3q24RaWh6eM8L/+LiFGgyWbEWBWoCWYAkJubi4SEBLx//x7Vq1eHnZ2dSq+nXbc0y22mAJfmGGc6yA5jw3FmFbWujVlqeh103jgJ1yca58+gvnCdYNb80G8qTTCL6bGaJpjxVKBa1gBgamqKevXqoU2bNioHaqI++W5ttkDd56dgXVVHLWdWBaCH9wZ9V4PwMOzhRLQIEcDGOiHPQG31tbEOa1Xw0Jg1d1++fFHr9QUuWBP94tKtHXFPcakcXz6dVmnsXvI6jgnDocgRWrs/0Z5N9ZbgapA0SLeaLYDnzXloc0mah97xwEZ8tbqjj+oVGDQbnF10dDTWrRPlgxAKhfDy8kKJEiXg5OSEN2/e8LonBWuiNT6dVsGn0yr0aTRHa++x79RYrd379JpAyWNlE+WIcbgc7I/EV7YwjywDAGixQIByl8z1XCvjRy1rdkOHDoWnpycA4OjRo7h79y5OnTqF6tWrY+HChbzuScGaaIzbTGZqR9Mnidh3aiwiYmdq/L18yg3X+D3l/ewj7QKXnyhHDEenkUr2uV7C/HmM+3kEzqwKwP633XB1qj/N9tcAoQqt6sISrF+/fo2srCzY29sDAE6cOIHAwEB07NgRkyZNQkxMDK/7UrAmahO3nC/N8Yev21LJ+T3PlmntPfe936iV+3oOkI65p/xooZX3IJp1an0g63llY9Xz/+rNer75UsojriohAKGQ46HvyuqIhYUFUlJSkJmZCaFQiBMnTqBdu3YARDtDWljw+7tCwZqoTbblvPfSBEZZn8Zz1b5/l2G6y9F9ZIdozN1lsQAXQqjlZUy4BtvSDT5IHjcShEl6UOS34iT5o3XWimxtbVG/fn14eHjA19cX2dnZcHV1BSAay27fvj2v+6ocrC9dugSBQIB79+4plF2/fh3R0dG8KkIKpog7M+DTboVa9zixib3l5NdqCet5Tbg+if5wGxsuwbbt5cWIbiHNehfrH4i/9tEkQr5ozJrdwYMHUadOHVhZWSEqKgpmZmbIzs7GgwcPMG7cOF73VClYjx49Gq1bt8bQoUPh6OiIYcOGITs7W1J++fLlPHe4IoWLd2lRkOW6zWWbINXSe+65PFHlOnHRKIzSjBZU51tNYjxvcX45AKDlXOoC54Nmgyt6/fo1VqxYgbVr12Lbtm346aefAADm5uZYvXo15s3jl2SJc7C+d+8etm7dikuXLiErKwsHDx7EwYMH4e3tjaysLF5vTgq2yGTF7uuuQ0KVXq+PbmfZMXax2EDq/i4srrYdDwC4MoN6UvjgPF79/6MwSE1NxeHDh1nLUlJSEBUVxeu+nIP1zZs30bt3b7Rq1Qqmpqbo0aMHYmJicP/+fQrYRIGyFJ3HQ4ewnvdtoxg0dUF+jB0AvPqIJq85HtDOJDZimNqNpx4VVVE3uJRQKMTnz5/x9etXyWPZIzk5GadPn0aFChV43Z9zsDY3N4d8ZlIHBwecP38eDx8+pIBNGDIcbOE+KVxhfbLsOHP4K2/J870XFIOmrG7+ylvkmnY4YjianFoNize0DrcwObtc1KPi2U+6IkDZsjAiQsFa6vHjx7C2toazszP+/vtvWFtbM44yZcpg0qRJGDmS3zJQzsG6VatWuH79OnJzcxnn7ezscOHCBTx69Ij3Ym9i/PyaLWA8PxQ5AucWB0BoyvwFlR1nDqgUyXnc+ZiAvUWuCY1DRS0qx0jpH+lbnX5DVtnveXbbE+PQdrJqLeYju6RZ+JQtCyMiNGYtVa1aNVy7dg0RERGoWrUqrl27xjhiY2Px5s0beHt787o/52Dt4OCAli1bsk4gq1y5Mi5cuIAqVarAzMyMV0WIcdtzY6okKYr7hHD4uosm7hzaL51p6+fwBwCgZy/DygZ2Z0gA3CeFI95b+ke6cWg44n2HKe22J8bj/CKag6At2hyzTk5Oxty5c9GzZ0/07dsXW7ZsQU5OjqQ8JycHa9euxc8//4y+ffvi5MmTjNerW66qokWLwsXFBb169cLFixfh4uLCOBo2bIhSpUrxvr9Ks8G3bNkCDw8P1rJKlSrh4cOHWLRIe/sLE8PkV2cqAOmmHaX/zsDec+MVrhMnSbG4+wyAZtZgq0N2nPzcYuYf9DtD6A98QdEtQNQ70mFs/i1s+Sx8bBwP0lwGMVEQ5toNrtq9O3XqhFOnTmHgwIHo0KEDpk6dipkzpTkdxo0bh2XLlsHHxwfOzs74+eefcejQIY2V82Vubg57e3vk5OTg+fPnuH//PuN48uQJr/uqtEXmzZs3MXHiRCQkJKBatWqYN28eOnTowOuNDRVtkam+PnWnIeLRfLXu0XKeAFema2+Gbp/GcxFxZwZrWcCDyQivT186CzLXhQJcm0IzwJXhukXmj9uDYGZVlNM9c75m4J+BIZy2yHz16hUqV66Me/fuoUGDBgCAlStXYvPmzXj48CHevn2LypUr4/Tp03B3dwcATJ06FcePH0dsbKza5eo6cOAAhg0bhg8fPiiU1a5dGwkJCSrfk3PLOjU1FV26dEFWVhYGDRqE4sWLw9PTEy9evFD5TUnBpm6gBqDVQA1AaaAGQIG6ENBkoG6+rPCu0RaqeHBla2uLH374Affv35eci4+PlwTu69evw8zMDG3atJGUd+rUCXFxcfjy5Yva5er4/v07fv31V4wZMwZPnjzB69evGcfly5d53bcI1wujo6Ph4OCAK1euwMRENFGgS5cuOHz4MO/ZbcT4tJ4mwMX52m+RdA0MxfEw5nixd9fViDz+m9bfmxBVxPxReFvoqszyFl+XlpbGOG9paQlLS0uFcydPnkSvXr2wYsUKpKSkwN7eHvv27QMAvH//Hra2tjA1lbY3y5UrB6FQiA8fPqhdXrx4cdU+CBmvX79GiRIlGF32msC5ZZ2UlISWLVtKAjUAtGnTBklJSRqtEDFsXAK1X3XmDG8+W2TKB2oAFKiJXjVdozjm3WR9IV+bzaNpbWdnBxsbG8kREhKicNuvX79i6NChcHJyQlBQEKZPn45Xr15Jsn9ZWFggIyOD8Rrxc0tLS7XL1VGpUiVkZ2drfCkz52CdnZ0Nc3PmulNzc3NGulFS+PhUGKVwLqdmFcZzbWyRSYgmtL28mPV8w21haDuFGYhvjpFOOnTaKZq0dmuk6Bzt2MVdUlISUlNTJUdQUJDCNceOHcP9+/exb98+9OjRAwMHDsT69euxbNkypKeno2bNmkhJScH79+8lr3ny5Amsra1Rvnx5tcvVYWZmhhEjRiAwMBCJiYn4/v0745Cd0a4KlWaD79u3Dx06dJAcmzdvZj1HCo99b9YpnIs8OZbxXJsbbhCijpJFM1nPF3ttivML2VcEtJotQFx/Zs9Pod2xS5WEKP/vBi9ZsiTjYGvJli9fHhkZGXj48KHk3K1bt2BtbY3ixYujWbNmsLe3x8qVKwEAWVlZWLduHby9vWFiYqJ2uToSEhIwd+5cbN++HVWrVoW5uTnjqF+/Pq/7ch6zrlevHtzc3Bjn2NKmWVtb86oIMS5+tYKw52/F7isA6OW1DgcOy7S4s79zumf7ceGIXklLpojuvD1fGWiieD6vCWiXgwtpYGahyvppVZZuubm5YcyYMXBxcYGTkxM+f/6Mly9fIjQ0VDLOvGPHDvTs2RN//fUXkpOTUaFCBcnSYTMzM7XK1WFvb49z584pLbeysuJ1X5WWbhUGtHRL8/yaLUBG1dKSrQi9O69C5Mmx8Gsegj0xil1ghBiSVnMEuDxTGqBn/TsUs6qLehCbLxcgZnzBC95cl25VE0yHKcelW7lfM/Cf/zxOS7fE3r9/j6dPn8LS0hK1a9dWCHTfvn1DbGwsrKys4OTkpNAqVrfckGg0WH/69AmJiYlo2LChpm6pcxSs+fF1X66QCKVH7w2MDGZcdR+4GVHbh2qqaoSorVFYuMJubL/cC8K2n6S9Sw23heHuLwUjPSnnYB0+Q7VgHTBXpWBtjHJychhj4fKKFCmCsmXLqnxflcas2QiFQpw5cwZ9+/ZFpUqVsHPnTnVvSQyAZ/9N+V8kgy1jGZ9ADQBR24ei1SyasEMMg6/7csBEsU0jG6gBFJhArQraIlPRkydPULFiRaVHq1ateN2X85i1vBcvXmDLli0QCARITU2Fl5cXIiIi0LlzZ763JAbkyM5h+V+Uh9bTBDD/IuQ9Bn15VsHrWiTGie2LqCy2VnehoUq2k0ISrKtXr4579+4xzn3//h2xsbGYNm0aVq9ezeu+KgXr7OxsHDlyBOHh4Th58iRcXV3RoEED1K5dG0uX6mc/YmKYZNdju08Ix7mlhfSPGSmQHCM2I76PaKjG5h89V0aP+CRFKegsLCwkmdZkNWzYEObm5ti9ezc6deqk8n05d4MfPXoUVapUwZAhQ1CzZk3cu3cPly5dYqRrIwWTXwvFGZJs66vFevVYh94ea9BlmGgv4HNLA+A5QLVudUIMmThQA2As8XJZLIDHDfXT7RoVTecaLcDq1q3LSKGqCs7B+tGjR/j48SOGDx+OiRMnom7durzekBifPVcnK5yTX1/dcp50jPnrDxbYf3QMTmySjuEd2TEMfjUV70NIQdF8mQDXJ/njaLNpaHKKX1enseG+4xb3FnhB9eXLF6xfvx6VK1fm9XrOwXr48OHYtGkTzp49i6pVq8LT0xNHjhzhnY2FGC75zE158S4jSg5xZbo//JqKWhQnNrPvAb3nCfc1jD16b+B8LSG65rhbMflTzB/+6D5wMzqODsOtToUkNa62dvIwYk+ePEGpUqUUDmtraxw9ehSzZs3idV9eS7cePnyIsLAwbN++HcnJyXB3d8fSpUvh5OTEqxKGpLAu3fJrsYi1BZ2XjqPDcHot+wzY3t3XYn/UaE1UjRCj1n3QZkT9aVxLEbku3bLbOAumxTgu3fqWgaThswr80q309HScPHmScc7ExATlypWDs7Mz701CeC3dqlevHpYvX46XL19i9+7dMDU1RePGjVG9enVERETwqgjRL9lA3cdxVp7X9vISdYGzBerug0Qtjv1Ro/Gzzwb4ui0VLX1RQ6eRYWq9nhBtc96o2BvVPHolABhdoFYJtawVWFtbw9vbm3H07t0brVu3Vms3L40lRUlMTIRAIECpUqUwbtw4TdxSLwpby7pPg5mIuK/6rlja0nlEGE5uyHu9qnfpQEQmUwAn+tfm0hJccJuocL5ReBhiA4x33TXnlvV6FVvWIwt+y1rWu3fv8M8//8DKygo1a9Y0jGBtaJKTk2FhYaHyh1PYgjXAkstbDd38Q3FMwD5mTQgxDpyD9brZqgXrUcGFIli/e/cOI0eOxP79+yXnihcvjilTpmDatGm80ppy7gY/ePAgunfvnu8hEOg389T9+/fRuHFjVKpUCaVLl4aXlxc+ffqk1zoZOnGg9uorWl7VfaDqO6eJtwjMK1A3X8btZ6P1NMpeRgxbk7XKJ2E2WVd49rimDGbsBgwYgMTERJw6dQpv3rzBs2fPsHLlSixfvhwbNvCbPMs5WD99+hQnTpxARkYGSpQoofRQd+NudWRkZKB79+5o0KABkpOT8erVKyQmJsLfn7JhcXF49zB0GhWGqO1D0Xq6NGD6tl2W72vFWwT28lqndCZ3zB/c/j/IJlQhxBDdGq08yc+tUYUoARCNWSv4+PEjLly4gJMnT6Jjx44oX748qlWrhsDAQKxZswZ79uzhdV/Owbpt27Zo27Ytrly5gtzcXAwePBi7du1CREQE4+jfvz+vimhCVFQUkpKSsHjxYhQtWhRly5ZFcHAwDh8+jBcvXuitXobGu/MqAJDk3+7tsUZSdmqdaJzt4jxpwNx7/g949dmocB+2iWMHDo/inROcC7/monzM4n8DIfrmdWsu47n1N5Y9NwG4LiyAPUbifaq5HoVAWloaSpUqhdKlSyuUOTg4IDU1ldd9OQfrJk2a4MyZM3j06BFq166NwMBAVKtWDcHBwfjvv/94vbmm3bhxA9WrV2fss+3m5gahUIibN2/qsWb6JxtsI0+OBSDNv73/6BjW10x7Kg26hyOGM8pazREwcib7tVwseezrprnUs61mM//AibfUFP8bCNE3q0GZjOfpxW6xXie7R3ZB2ajGRKjaURjY29sjJycHf/75J+N8dnY2VqxYgUaNGvG6r8pLt6pVq4a5c+fiv//+w4YNG3Dv3j3Url0by5bl31Wqbe/fv1fYeqxMmTIwNTVVumVZZmYm0tLSGIe+aWOpknywzY+v21LMr6F8bEW8v69Px5UAgD1XJgEQrb3ee2kCvLsyMzj5dGJvCXcZGsp43jduBvN9glXvEu/Zc73KryGEr4iH8/K9xnWhAE3Wi8ayHfduKjgb1VA3uAIzMzOsXLkSAQEBaNq0Kfz9/dG3b184ODjgypUrmDlzJq/78t4iMycnB9++fUNGRgZMTExgYWHB91YaY2pqiu/fvzPO5eTkIDc3F2ZmZqyvCQkJgY2NjeSws7PTRVXzdGq97pZ8dAsIlXRniwMvAOy9NIHT6/edHsd4Ll57HXlcLoNT7CPW18tnO9vtNJf1OlUcPDhS7XsQwle7K4sVzl2b4o9bI0Vj2fG+0h3tWs4tGC1swjRgwADcu3cPbm5u+PDhA3JzczF69GgkJCTAwcGB1z1VDtb379/H+PHjUblyZUyfPh1t27bF8+fPMWYMe1eqLlWpUgVv3rxhnHv79i0AKM3HGhQUhNTUVMmRlJSk9Xqy6TokNP+L1KBsf+pj4UMk3dmygbfDb5qb0dq72xrse6845q1NvTzX6vT9CBE723KSwjnZCZuyrszwh1+dqdqukvbQmLVSderUwfLly3H48GHs2bMHU6ZMUWvJGudgffXqVTRv3hwuLi5ITk7GwYMHkZCQgEmTJqF8+fK8K6BJrVu3xosXL5CQkCA5d+LECVhYWMDFxYX1NZaWlihZsiTj0LVePdbheKiohdk1ZgGartH80g9V96c+s5r/jFa/FoskGZ36OM/D/mPa+SLnMVj5ErMDR0SpTmUnzxGiLxfn+cNxP/sX1j0JC3RcGw2ibnCGp0+fYufOnaxlWVlZWLRoEfimNlEpWN+6dQvOzs54//49Fi5caHDrrNu1a4dWrVrhl19+QUxMDI4fP46pU6dizJgxKFWqlN7qlZ8Dh6QJSY43nwqr14rXdBytuXFs8daVmiQbOL9WK4WiH0TfoiNuT9f4e4kd3ZJ/GkezL1lae39CVBHfW7V5I0aBgjXDjBkzYG5uzlpmYWGBu3fvIjIykte9OWcwO3bsGHbt2pXvdR4eHujbty+vymjCp0+fMG3aNJw9exaWlpbw8/PDlClTlI5ZyyuMGcy0qfUMAS7O9cfPPhvw1z7tLekipKDoMiyMsb2sPnDOYLZ0rmoZzCbMKLAZzHJzc1GyZEl8/PhRab6Rffv2ITIyktda6yJcL+zWrRu6deum8hvoWpkyZXhniNGHpmvCUeH6d0k3tWe/TTiyi73L2mWJANcnamYWKdtOQD7tVmDf2d9537P9uHBYfMmVdOkDwMW5ovpml2T/UWt7eTHOt1Ic49OmlnMFuDKjgMzGJQbP5ewKXG+n/PdKPkWvvgO1SlQZiy7gY9YvX76Era1tnonBfvzxRzx9+pTX/Tl3gwuFQnz//l3hoP2s+RGn9rw5JgBHdg6TTABTFqgBaCxQA+w7AakTqHt3W4PolQH4MlBxwb+v21IcC2dPQ6rrQA2IJvW4Tyg8KSGJfrEFaqcj0uWFxpxLn9ZZSxUpUgSfP3/O85rU1FSl3eT54Rysly1bBnNzc4WjSJEiqFSpEvz8/JCYmMirEoWJ+0RRkDi8mxmUVZ0ApirPfuyzwTVFPInsYmvFJV9cl4FpmvxabwBwWSyaU3FuqeIEOvk13wDQ/ncK6kQ9jTcp/gzFeSouL3SM1O7vqFbQmLVExYoVYWlpiejoaKXXREZGonHjxrzuz3nM+sGDB6xZwHJzc/HmzRscOHAAKSkpePDggV7zg6tLU2PWjrs3I76v+vvYth8XjuiVzMDS7o9wnF3Gbba2b8XR2Pta+8uYmq0S4MZY4+haFg8ndB+4GVHbh8JzwCYc2aHdL0uEGBOuY9b2i+apNGadOHl6gR2zBoAFCxZg7dq12LBhA37++WfJ+a9fv2Lp0qWYP38+bt++jQYNGqh8b41tkZmTk4PmzZtj0qRJ8PX11cQt9aIgTTDT9naVvTzX4lt5SxwPG8LYZtOz/yZGT0Hv7muxP2q01uqhjlZzBJJsbADQcEsYir8wlYxpd/gtXK1lbITIa7FAgKtTDfuLLddgXXXRPJgW5RisMzLwvIAH65ycHPTv3x979uxBuXLlUL16dXz9+hVPnz5FdnY2wsLCMGjQIF735p3BTJ6ZmRm6dOmCx48fa+qWhQLbBhkA4PGr6ttUyjsmGIJenmvhXVo7E1YOHBmN4vtjRI9l9sOW79I3tEDddrK0W/LyTH+0+yMcngNEXZB3BwdKArX7BGag1sT/E1KwOe5h/ow47VAcWrk61R+NN4t+BvPLYNZwi2iZZZ9GcyTnlCU40gtKisJgZmaGiIgInDp1Cj4+PrC1tUWNGjXwxx9/4NGjR7wDNaDBljUATJgwAeXLl8fEiRM1dUud00XLusm6cNZt9GRbpwVF5xFhOLmB35cFdV7Lh/OmcNwepvj/xXPAJghNTWD++TsOHhgJ94nhOLeEWttEdS3mC3B1mmG3qgEVWtYh81VrWQdN49SyfvDgAXr37q1w3t7eHqdOnQIAfPv2DbNnz8bp06dhZWWFwYMHM7ZDVrfc0HBeupWf9+/fY+/evQgN1W7azIJA2X63BS1QA1Ar2OoyUANgDdQAFMazKVATPlzPrcC1aaKZ4U6H1yPOS3GSWevpAsb2tLJazRIY3gYgqkwcU6FZWKNGDRw6dIhxrmfPnvjpp58kz/39/ZGQkIAVK1bgzZs3GDZsmOS8JsrVlZOTgxcvXiA9PZ1x3tLSEjVr1lT5fpyD9ZkzZ1gzr4gnmJ0/fx5NmjRB586dVa6EsXidVhcVS7JvSAGIZnPGe3ObqOQWLMCl2dr7xevzUzAi7s3W2v1V1cN7Aw5FqpYUJa8/XIQYm2vuv6PZSgFujPNHkdfsk3Dlf97b/x6O6BUBaCQIQ+wsw1t/rcqSLFWWbhUtWhR16tSRPI+Li0NCQoIkgCclJSEiIgIxMTFo1qwZAODff//F4sWL4e/vr3a5ug4cOIBhw4bhw4cPCmW1a9dmpMTmivOY9Zs3b3Dr1i2F4+7duzAzM8Ps2bNx4sQJlStgTPIK1AA4B2oACoE6v3GoziNUSxEacW82fNuKti2V3xNak7oP5DaOm1WyCFosyL8ebaZKx5MpUJOC5sY40c+0sl4cedErRNfF+gfC8YB0fovBzJ/gsXRLfkvizMxMlhszbdiwAe7u7qhduzYA4MaNGyhatKgk0AKivSEeP36MtLQ0tcvV8f37d/z6668YM2YMnjx5gtevXzOOy5cv87ov52A9YMAA1mB948YNHDx4EL///jtjm8y0tDQkJyfzqlRhlN8665MbAtFknWprfvee/wMAvz2hueg+SLT0SR5bUD4mGMJpBuyFBfrpYm4TROupieawrdlvtor5eyHe3xpQnJgGQLKhTx/HWWgYtQ7xvaS5xZN+zmV8sdUbHsHazs6OsS1xSEhInm/x+fNn7Nq1C8OHS//9ycnJKFOmDOM6W1tbAKKU0+qWq+P169coUaIEZs6ciR9//BEVKlRgHGXLluV1X43NBpe3efNmzJ8/X1u3N2otQvi1dJWNdbPpU097G2iIsWVBA8B7WUqP3vpLE3shhMahiebI79MOQCEPgXh/awCI92P+LvXstR43x4jKI+Jn4W530XyW5stFfzview7X2xdbWXwymCUlJTG2JQ4KCsrzPXbs2IFixYqhZ8+eknPFihVTyBYmHhu2srJSu1wdlSpVQnZ2NrKyNLuJkNaCNWHna/87rgb5w6ecdnbg6dlTlMYw4uE8rdxfmw7tp40+SMHS+LjyhERsrWmxgweYk89cloiCdEbZXMm55sv0t8OhBI+lW/JbEueXRGvTpk3w9/dnpOmsW7cu0tLS8OLFC8m5hw8fokyZMvjhhx/ULleHmZkZRowYgcDAQCQmJmosRTcFax3bm7gCAPBhcFMAQMcxmt2u0vLpO43ej49OIzW/BSchxuhOV+U5BuRb02zEAT2noajVFzdIOsks5g8DmNOh5XSj169fR3x8PIYOZX5WjRo1Qr169TBnzhwIhUKkpqZixYoVGDBggEbK1ZGQkIC5c+di+/btqFq1qkKK7vr16/O6LwVrPTm3WNSFdXqNejM8f/Zhdh1HxM9Cn5+CAegvaJ5ab3izVgnRJtnxZ1mNwviNK4tb0uKAfrPjWDjtMrxlsdreyGPjxo3o1KkTHBwcmO9rYoK9e/fi0qVLsLW1RYUKFWBvby8ZelW3XB329vY4d+6c0uPPP//kdV+NJkWRtXTpUrx58wZLly7Vxu21hmtSFNdFAlybbADfbGX08lyLA0cMK1sYIcT4cE2KUj14gUpJUf6dPVWldKP//vsvbGxsJJO/2CQmJsLKykrpxC11y7Xl9evXWL16db4T7MSoZa0i8TdlfQVqXzfml5/eHmskj+UDtdOfumtZdx4eBu87syTPfTquBCDaOlOefG8AIYVBy3mqjTE3WWsAs73zo+Vu8OrVq+cZqAFRSzavQKtuubakpqbi4MGDnK+nYK2i2ED9zsCU325y/9ExSq+VHd8Sa75UwMiNrQqfDiuUlp3cGIjIxrMkzz80shbV75hi/f7axz6RrGev9aznCSkIrkxX/ILvfELxy6zYrdF5/61xm2kIE8xU6AIv4FtkaptGg/WnT59w9+5dAKKUbZMnT9bk7cn/9XFWPtPbfYJiIPbptEryOGaCP84v4veFY9+Z3zlfe25xAFrPUO2PifwMWEKMSevpqgfP212YX2bbj1P8/XXcy0yYtCpJNAnq0hwDGIaj/ax1Ru1gLRQKcebMGfTt2xeVKlXCzp07AQBlypRBuXLl1K6gMXLeoN3uq4jbytdQW7/IVji379RYjb5/D29u3dgX5/qj7RTln4U4C5PHYMUlLL08tb8HNyGapErGPZfFosDeehozwMvvXQ8A8b7DJNcDwFi7HTxrqAUUrHWGd7B+8eIF5s6di+rVq8PX1xeWlpaIiIjAnDlz8n+xkXJZIoDTX8xA1e4PUTBquFU6Pnx7hOgXjm37O/lfTlX4NVsgedxxNPt49AcnC9bzmqRKju/zC5W34o9uFc10PbpF9F/Z7UJpohwpiBwPin7Gr08SBfaL87kFePH1suQzBTZbqftucW3PBidSKgXr7OxsHDhwAB4eHqhWrRpOnTqFBg0awN/fH1u3bkWPHj1QrFgxbdVV774XEyLuZ2agOrtMFIzu/qo4PizeF1kW119ONntuTJU8Pr1W9H7yE7iuBineX3YSGlfK8onL77/tW/m3PO8j+94ev26W7BvdYr4AbsHM9zgcoZ1EMYTokuwXd3nxPYfD5axo7kebS0vyvI/7JPZeKZclArQJClfIFFjxSv45tonx4hysjx49iipVqmDIkCGoWbMm7t27h0uXLqFNmzbarJ9BELemb40OUMgapMmc0h3Gqn4vtglcCtfkMQlNGWX5xOUD6t6XqxWuESdy6DQyjPHeR7cOlWw3eXWav1Z3HSNEX8y+meRZfr2daO7HBbeJAMDYoEOWOBeDWMOodaLXT/RnTY+rbOKmVlE3OG8lS5aEh4cH5+s5B+tHjx7h48ePGD58OCZOnIi6devyqqAxkm1Ny2cNkv+lUXVSlawzq/Ke+OXrvhy+VTQ7/qwJ8svJxIkcxMlRugwTtTR82+S95r5P3WlaqB0hutH0tGgip3gYTMyvlWIL2nG3dJ5GfK/haKQkLans75Y4P7jjns15zgXRJeoG5+7Tp09Ys2YNfH19AYhyiC9btozz6zkH6+HDh2PTpk04e/YsqlatCk9PTxw5coR3ntOC6uJc9VqLshOr+jRijv/vPTcee1+skn+JWtqNV/+XXn45GQD4NRct9O88IgwnNomC9t4LitfJinhEG78Q43WzI/sX6T2XJyqci+/LTJ8ZqyQtKdvvVrzf0DznguT3pVjjqFWtlFAoRHR0NPr164dKlSohJCQENWvW5HUvzsG6RIkSCAgIwLVr1xAfH4+aNWvC398f06ZNQ1xcHOLi4nhVwBiNeDQBDbeFKSypyGsdMlcWL5MljyNiZ6r0WrYEJPk5u1zz68ZbLBAA5kXws99GnNygPPWod2lKS0qMU6s5AoXu68aheX/xDX/lLXncfJlAYcw6v9ePezyOU93y+1KsUdQNzurly5eYP38+fvzxR3h4eODcuXM4f/685DwfvGaD16tXD8uXL8fLly+xe/dumJqaonHjxqhevToiIiJ4VcSYbKi7FHd/CUSJH74wzovXIXcfpMbG8LnSXXXYJob1aaA8gHMZv+ZL2YQzNlen+mPP5Yn4a0/eE8Yik6UTcXzaqf9FhxBduTzTn7G/NADcGcL+xdf5pGheR0ClSACiWdsxf/jjgttEOB0WJQJqvlSg9PWA6IvtytorNVBzzaJucKmcnBwcPHgQ3bt3R9WqVXHkyBFMmzYNV69ehY2NDVxcXGBikvd8hryotc7awsICPj4+OHnyJJ49e4ZBgwbhzZs36tzSqHx+XYL1vLJ9nrmIuBssecw2MSziPvvSOFWCKR/KJpzl5WefDeg0ShqQ5Wd/A4Cfy0IAwL6z3BOuEKIP4rkX+XFdyFxDfbszc8XEjXHS36U4r5FwWSxAzATF36/248LReJOotS37xZaNeIa5zlHLWuLJkyfo1asXzMzMEBsbi+vXr8Pf31/t/bHFOAfrb9++4cOHD0oPKysrjB49WmErs4JMftzJ86bqe0iL959Wl7Jgqqn78/HXvhE4tS5QMsudbfb3nutTdF0tQngRz72Q13QNs/v62hTmGmrZHP1+VccrvL5ShyTW+0avDECJRBPWL7nyxDPMdY1a1lK2trZwdXVFVFQUJk+ejIMHD+L79+8auz/nYL1u3TqUK1cu32PmTNXGWY2NsrWPAHCkqSizWM+e69G7O7cMXAcPckuxybdrnev9ucgrp3iHseGsY/bOG8KRWUqx66frkFCl2woSYkxujpF2X7e+qDi5SzZH/57nyxXKDzQW9aaxLeHKLC39ktvNn7lFJt8c/xpFLWuJcuXK4erVq7h//z7q1q2LYcOGwc7ODgsXLtTI/TlvkZmUlISnT5+ylqWmpmLRokW4du0agoODMWvWLI1UTh+4bpHJ1bWPrnC1vYbW0wUqpSPMi3fX1Yg8nncyEkPSw3sDDkWOwM8+G/SzFpQQA+H01waFxEoA0GyFADd+90fnEWEKkzJbzRHg8kzp3w7nk6sZXevuE8NxbolmJ4py3SKz1vgFMLPktkVmTmYG/l6u2haZxiw7Oxt//fUXwsLCEB0djSZNmqBHjx7o2bMnatWqpfL9OLes7ezs0LZtW8bh6uqK2NhY+Pv74+3bt9i1axeCg4Pzv5kRy2sTDTauttcAqJY3OD/iQN0onH0cSzaPMCBaPqUJ8t/suRKnJ6VATQoC+a0uW83iPl/ExCyX9fyN30V/H9hWT8gGagAo8oA5V0bTgVoV1A2unLm5Oby9vXHixAn8+++/6NKlCzZs2AAvLy9e9+M1wUwoFGLHjh2oU6cOQkJCEBwcjISEBPTt21et2W7GIK9NNPjq5SXKTCSfPOFnnw15zpKODWAfQ5PPI6xs+ZSqSUiOCYZwvrbDb/l30fHZpYgQfZPf6jK9hijXhF+LRXnuId/w6Drc7T4KLosFSieEymdIZBMzntsXf50kTqFucE7s7OwQHByMf//9Fzt28NuIhXM3uNipU6cwefJkPHnyBOPHj8fEiRNhbW3N6801LSsri3Ujkd69e6NRo0ac7qFON7jT4fWI82KOEfdpNEfpeuk+jeci4s4Mld6DD7auNT7cZgoY2/L5tViEPVdpG1RSMLWaJcC0UTvRtVw043zDo+tw12MUp3sEPJiM9E7fWNPyqupnv435LofUFK7d4LXHqtYN/nhVwe0Gf/v2LebOnZvvdRUqVMD06ao3+ji3rB8/fowOHTrAw8MDLi4u+OeffzBnzhyDCdSAKFjPnz8fHz58QNGiRSWHmZmZTt5fPlADeSc2yXml/WVu7hPDOQVqLrPG5ffPzS9QdwsIhdNOfl3nhOjb5Vn+CoEagEKg7h/P/MMrmxUwvP4ihUCtSk4BcT5wAJJA7bLEcHqkqBtcKjMzE/fv31d63L17Fxs2bODdsi7C9cIjR44gOjoaderUQVJSEgID2QNAr1694O+v3w0afv31V7i4uOi1Dvnx7roakW/WMc718lwLmJkg26oILFKzeG3AIY/reJb8rPGevdbj4AHmudbTBPnuGtZ5eBhObhT9bBwL595tLubVZyPtvkWMyqMYB8BR+lw2K6DnzXlIeltaktcbyDunQOsZAkbKYpO3lgrXXJ/I/jto/a0J0ovdUqXqRIPs7e1x/vx51rL9+/dj6tSpKFmyJEaO5LdCh3PLul69eujfvz+cnZ1RqlQppYchbJEZGRmJ+fPnIyIiAp8/f9bJe3YdotiC9PmB/X9K725rGLO5xWPWB46MxoFDo2D1bzIjUOsjaX+OheKPBpftPcWBGmCmP20UpvhvaLI+XGHPbwrUxJB52w5TOJdX5rEjTaczArWY4z5RquIRj5ipQeX3FpCfl9IiRHmrWi+Bmsas83Tx4kW4uLigf//+8PT0xNOnT/Hbb/xW8qg8Zm3IPn/+jAoVKqBHjx6oWLEiTp06hY8fP+LYsWNwdHRkfU1mZiYyM6X7wKalpcHOzk5jS7dked+ZhcjGs9BufLjaObnbXVmMsy0nKZwXLwHRh599NuBjA0vWBC1tpobjwgLpv9lliUChheC8MRy3h+tvZishyvS6M1uyHtq7dGC+GcXy0+jYOsR24zbuzZXHjfk42kwzO9dxHbOuO1q1MetHawvumLWsBw8eICgoCEePHsWAAQMwd+5c2Nvbq3VPjQfrd+/e4YcfftDIvb5+/YoFCxbkeU29evXQr18/AKJ1bS9evICDgwMAUa7Wrl27IiUlBTdu3GB9/axZszB79myF8+oE624BoUitZoYrM7gHze4DNyNqe97Z3xz3bUK8j+I3ezZ813U3Pb0KNzuOVeiOY6OJP1oev27G0a2FJ+sdMX6q/Nw77QxFXH/uw0FOR9YjzlPUI+d4YKMk/zjbl/Dm0SsR034c53urgnOwHqVisF5XsIP1ixcvEBwcjG3btqFTp05YtGgRfvrpJ43cW2PB+tatW5g0aRIaN26MpUs1s0Xbt2/f8t3vs3bt2vDx8VFaHhERgX79+iE9PR3FixdXKNdly5qvJuvDcWtkAFwWCxSWZYlRwhFCDFeHseE4syoAbS8vxvlWoh4xx8hNiPfm9uVbGdn7aRLnYD1SxWC9vuAG68TERNSpUwfFihXD1KlT0aZNG9brihUrhvr166t8f5WC9dWrVzFlyhQ8fvwYVatWxZIlS+Ds7IzRo0fjzz//hLu7O1atWoUGDRqoXBFt2bVrF/r3748PHz7A1tY23+vVWbolOymrW0AopwlW4uUYvm5LJXvX+jUPwZ6YIJXeW9Nczq5Qmm+4UVg4ytwX5S6WxXVymD676gkxZOKeLXmyLe68zmkK12BdT8Vg/bAAB+uEhATUrVs33+tq166NhIQEle/POVgnJyejevXq+Omnn+Dq6oq7d+/ixo0baNKkCRITE7Fq1Sp06dJF5QpoUnx8PGrUqCFpQWdnZ6NTp05ITk7G3bt3Od2Db7CWnQUt5t15FSJPMn/xPAZvxtEthtnt2/riUlxszW8vXM9+m3Bkl7SV0HZyOM4vovFnUni4TwrHx8Y5iO/D/P1ek9QfY+x2wuvWXBxukndehZYXluFKmz/UqkdePXBccQ7WI1QM1hsKbrDOzs7G8+fP873OwsKC1/g152C9f/9+LF68GDExMZJznp6eePz4Me7cuYMSJdi3i9SlqKgoTJw4EU2bNkWpUqVw+vRpZGZmIjIyEo0bN+Z0D03nBlfGs/8mHNnJ7ALrOiQUb1xMEBsQiKarBbj5W/6/cJ4DNuHIDtW70px2hCJugOpLq7iSH19vOVegMIbfdko4zi+UBvSOo8Nweq36yVsIMWRO20MRN1D5797tT83gXIZ9jg1XbS4twecHZXhP2OQarOsPVy1YP9hYcIO1tnFeuvXixQuFtcstWrRA586dDSJQA0D37t1x+fJldOnSBTVq1MDixYvx6NEjzoGaD675suXzB8sHagA4HjpEslTj5m/+rFvjTXvKHJfmE6gBKATq5PQ6Kt8jr+QO8hPhZAO1+N8lG6gBUKAmRsu34mjO15qVFc2Rcd7EXM7ovFH0PDBmkMJrZvw7HF1j8p5sK+uC20TdrKzQ8tKt7du3o0mTJvjhhx/g6+uLN2+kiaQ+fvyIAQMGoHz58nBwcMCcOXMg2/ZUt1wbkpKSOGU5Y8M5WGdnZ8Pc3JxxztzcHJaWiov29cnW1hb9+vXD2LFj4enpqfX6cc2XfXmW8lZyqwvL0GSd9Be32UoBmqwNZ93/eX6NDQCAjS/9VKxp3kpbqz6G8rq1jcI5+U0OAMW1ofL/Ln2sIydEk/a+Zt8Sd9zjcZLHbYLC4bwxHHe6igL77WHMYCoOrrH/LxevxQaARykVkJXDLxOj84k1+V+kDi0F6lWrVmHSpEmYPn067t27h4EDB0IgkP4t6devH169eoUrV65g+/bt2LBhA2NCsrrlfD18+BDh4eHYvn07UlNTAQDp6emYNGkSatWqhXPnzvG6L+du8KVLl2LNmjWoWbOm5FxiYiIyMzMZ53x9fTF0qGGOyXLBpxs8r/XBjgc3wvaqOedMYrLLNTqNCsOpdcbX2swvh3GTdeG4NYrGswnRJnFeBz64doM3GLoAZhYcu8GzMnB/M7du8M+fP6NSpUrYsmULevfurVD+zz//oGbNmoiPj5csjVq+fDlWr16N//77T+1yvrZs2YIhQ4YgJ0e0uYudnR32798PX19fZGZmIjg4GIGBgbxSYKuUwczNzQ0VKlSQHM2aNVM4Z0i5wnVFWaBuulqA+J7D8w3UsrmF43sNR7NVom+PsoG62cr88wGLd7pqPU07uYO5brX5157haLFAgE4jpde3miOqU8t5AgrUpFCT38JWW2QDtaZ74iR4dIOnpaUxDtmls2IxMTH48uULUlJSULNmTdjZ2WHAgAGSbvA7d+7AysqKsYbZxcUFz58/R3JystrlfE2ePBlz5sxBWloanj9/jlq1aqFt27Zwc3PD33//jWHDhvHeq4JzsO7WrRt27NiR79G3b19eFSlIug/aDAAKE8Q6jBUF0x7eoq7spmtEz3c6MvfIvjFWsfv7xjjROb+ayjfPOLNaFATl04KK6wOo1+XMdecul8UCXJ3qj1PrpdeL9+QVby/YYoHhbEZAiLa5npPO78hvpnbDo9I9AxwPbZA89rw5j+1yBvku78ahot/34ZX3cKqnqvhs5GFnZwcbGxvJERISonDf9+/fQygU4s8//0RUVBTOnz+Pt2/fwtvbGwCQmpqKUqVKMV5TunRpSZm65Xy8efMGQqEQU6dOhbW1Nezt7REcHIwiRYogLCxM7bldvPazJsp59d2EqD/ZhwG+VDJBixABDkWKJondHMPewhS3SDsPl7ZMf3ssWvO858kileskWx/5SV3aIP5j1FhmAo1Xn42Ma65O9YfrQgEjfzghBdU1d+WbdwDA8fftJXthy+7qFd9DOqH0SNO8t1V0Prkat7swN/+5MyQA3ndmqVhbFfBoWSclJUkCZmpqKoKCFHNKFC9eHEKhEHPmzEHt2rVRo0YNLFy4EFeuXMGbN29QokQJpKWlMV4jDrIlSpRQu5yPlJQUhVwe5cqVQ8WKFWFhYcHrnrIoWGvY4d3KZ2dfm+yPq0F5f6tuvlwgaZHKrtteXZv7tnqqan1RMxnn5N0ZFoCGW0V/gNiSpVyb4o/9x9TfWYwQY9e1XDTiBkl/38WBW8xx92b5lyi43Zl9gwhxd7hjRP73UBWflnXJkiUZB9skYCcnJwBgTGoWP87NzYWjoyM+f/6Mf/75R1IeGxuLihUromzZsmqX8/Xt2zdcvnxZcty5c4f1HB8UrHVMvPSq/bj/d4n33sAojxmv2cxe4vHvvPBNhMKF2TcT1vPNl0vr1Tx6pdbenxBj4LSLuQRUNnADQHxf9Sftyidr0QgtLd2yt7dH586dsWDBAqSkpCA9PR1z585FkyZNUKlSJdSvXx8uLi6YNGkS0tLS8M8//2Dp0qWSrZvVLecrMTERbm5ukqN///4K58R7WaiKgrUWyS9j6jIsDPNrbIDjns2IXhmALsPCcGi/KHh7l2b+kIjHmtQlHv+W/WPw7XP+KfHy47h/o9Iy2VbB7REBkolvADAwXrQrkOyXEm1tRkCIoRNPBo3rxz1BkU9scJ7lHa8tVFq2KmkAAFFaU43Q4jrr7du3o0iRIihfvjwqVqyIr1+/IjIyUlK+d+9epKWlwdbWFo6OjujUqRNmzJihsXJV1ahRA0+ePMn3OHXqFK/7F6gtMjVBGxnMlKXebLomnHXcWpz0HwBazRawbjmpCeI0iIbCq++mPIcRCCnINr70U3kiWPSHtmhf9jxrWfgrbwRUkga3xsfXStZ4y/ucXgclZHItcF265fSLaku34rapnsEsNzcXAGBqyt62/P79O8zMzGBiwt6Lp265oaBgLUdX6UYNhdtMAS7NoU01CDEmLecJJCsrVDXi0QRsqCuap9Iwah3udh+FxNT6sLd5ILmGc7AepGKw/pPSjfJF3eBaIDuLWxm2tZayy6p0ldVLm4G642jln0OXYWGMx579Nim9lhDClFegXpPUP8/XigM1ANztPgrOG8IZgZoYJmpZy9Fly7rTyDCUPvEYe/5dovSaroGhOB7Gb8MN13Mr8l0yQggpuPLb6etBciPULx2LkP/8EVRN2oDg2rJuOHC+Si3ru9unUcuaJ2pZa4Hs5CuvvspbjKfWByoEatkEJgBwPGwI/O7OzPc9Q1/6KpxjC9TipVRsZGdo6wrXjVAIIarLb0vO+qVjAYARqFWi5Y08iBQFay2I7608L3Z+2BKq7Gk4BwDg11ya6Ue+G31I5b0AgF491iEvd3+Vzjpvupp5D00uG5NfiiKr9XQB2o0XdfOLN0JxXSiqi9tMaZ38Wi7WWH0IKQyC/hmV7zXNzmhoJjj4rbMm/FA3uBxtd4O7LBHg+kRRUOzdfS32R0lnZzbcGsYIpirdVwMbzmuCZ79NOLJLOqO71RyBJNUoIcQ4cO0Gb9RPtW7w2F3UDc4Xtax17PpEfzj9JUqEIhuo/VosYg3UzVZw654yhEANgBGoAVCgJoQjbWQY0zZqWesOBWsdke22jvt5BKPMeWM49lxl36Djxu/cgl2jY3l3fxui1tNZ9r6en/eXkz6N5mirOoTolVYyjGkbjVnrDAVrHZFv+XoOkE48E2+xKd6Fi4/YbvmPVXElTokK8Msb7nhQeXYzWRfnMT8Tnw4rUOXEJ+l9WFoaEbH5T7YjhOSNbUIqH9Sy1h0K1npyZAezu9jr1lylu3Dp2vwa0nzlfPKGx/fkN8Fu35nf8ffkYtL79BmK9r/rZr05IQXVvP+kw2sBD0Q9eOIJqWqjlrXOULA2ELJLLJx2FrzlTI3C808UA4iSNLT7IxxtJ4uCdPQKw/gCQ4ixml5N+rsXXl/1LXbzQ61q3aBgrSPdArgH4Lj+zCQoXWMWaLo6OhcbwH2W+9llAQq51GWHDQghIjc+NddvBYRC1Q7CGwVrHTkWLgrAfRrORssLyyTpRNv9wezmFa83lnW8+VTtV1CLlO3w4z6Rexd30TPxmqoOIQVGszIx+V7TcBu3Xi0+aMxadyhY61jE3WBkx5bG+YWiluPZZdIWZIsQAa5NEU26yivTmLG52XEs6/lzSxS7uF0XCiTj1LITzPa9Mb7Z7oTo0t433dkLymZq701pzFpnKFjrwY1x/vD4VXGm89Ug6exovslRjJmfy0Jcm+IvGaeueMFUYXmXW7DuU6ISYsgeJDcCAPhWiGItv+uhuZUi8kxyVTsIfxSs9eTo1vzXVDpvKngzoZ+m/MR4Lru72KPxpSWPr3xsiZMbAhWWd12aTUlWCBH75V4QZv3npb8KUMtaZyhY61mnkWFouEXU5S0/C/z2sIIxE/r4+/aSxzVK3WOUiYcDHPduQryvdDlbS9srAKQTy3p5UTc4KTgaCdQf5jr1vh22/RSCfY1mo3n0SvUrxQONWesO5QaXo8stMolqenuswf6jY/RdDUJYXfnYUvIlEwCS0+ugtHUC7/u1mi3A5WDFnqR5/wXi19JXUcXmIQBR0O5U7izv92HDNTd4M6+5KGLOLTf49+wM3Dg8g3KD80Qta2Jw3IIF6Dia2fJoNUdAgZoYNNlADUClQM2WZpctUAOiddPiQA0AwYIBnN9H06hlrTsUrInBuTTbH6fXMifY0YYgxBg1Wcc+78TpyHrG86vT+P98X5vsjyEPJ/F+vVpozFpnKFgTg+S4fyOcNxS8CXakcLk1in3eSZznSI3c/1lqAwBAaD3m3u+jEsZr5P75oZa17lCwJnrRfRBz6ZrrQoFkoh0AxPcejtsjAtD+qubTIxKiDbJDN01OrdbJezrY3Gc8F2/Cs67Ocp28P9EdCtZEL6L+ZC5duzbFH1avpD+OLUJEY3jRLdi3DiXE0MgO3fwQUSyPK7VHdhMenaB0ozpDwZoYDNlxO9kEMWINj9LyLWIcjgmG5H9RAUDd4LpjVMH6yZMnmDBhAuzs7NChQwfWaz58+AB/f39UrVoVtWvXxsyZM5Gdna3jmhI+mi/NOzuZNjMxEUJ4oAlmOmM0wTozMxMeHh744Ycf4O7ujpSUFIVrhEIhunfvjr///ht//fUXNm7ciNDQUEyYoPqezER7ZHcRc1ksgPW3JgCAmAmi1nTzZaKg3WyF6L+6Gv8jpCB5l1ZH6+9BLWvdMZpgbWlpicePH2PSpEkoU6YM6zVnzpxBTEwMBAIBGjZsCHd3dyxYsAAbNmzAp0+fdFxjoozsLmKWKUKkF7vFKI/5QxS0b/wu+u+tTr/prnKE6Jk4G9nFj63Uus8PJfknZOEsV6jaoYL09HSkpKQwjtxcxQTjmZmZrOc1VW4ojCZYA4CJiUme5RcvXoS9vT1q1aolOdepUydkZ2fj+vXr2q4e4eHCAubSli7DRDNqHfcobnQibnETYmgah+a9zNCrz0bO94ppPw4A0Nr2skJZp+shKtVL67TYDd6oUSNUrlwZ1apVkxyPHz+WlCcmJqJt27YoUaIEihcvjqFDhzKGPNUtNzRGFazz8+rVK5QvX55xTvz89evXrK/JzMxEWloa4yC64xMbDABoc2kJAODEJtGM2ng/xY1OxC1uAPDpxL5HNiH6cGdI3nn8D0cMz/cefs1DkPm5bp7XnHIJUqleYuKhJk0zgQrd4Dzuv3PnTkbLum5d6efj4+ODcuXKITk5GY8ePcLZs2cxe/ZsjZUbGr0F60+fPqFs2bJ5HoMGDVLpnkKhEGZmZoxzpqamMDU1VdrNERISAhsbG8lhZ2fH+99EVLevkeiX44LbRMm51tMFGP/32LxfdyrvckKMzZ6YIFiWeARAuu2lpoiHmpquFmg2cOtg6VZGRobCufv37+PGjRtYuHAhSpQogWrVqmHChAkIDw/XSLkhKqKvNy5dujQSEvIeU7G0tFTpnuXKlcPFixcZ5z5+/Ijc3FyUK1eO9TVBQUEYP16a7SctLY0Ctp7Jb4vptD0UcQMLx1IYQgCgfulYrdz35m/+SIc/rL81UZgrwocqE8fE18n3XlpaWrL+rS9ZsiSGDRuG1NRUlC5dGiNGjMD06dNhamqKe/fuoUSJEqhRo4bk+oYNG+LNmzf48OGD2uVly5ZV4VPQDb21rE1MTPJtWVtbW6t0z+bNm+Pff//Fq1evJOcuXLgAExMTNG3alPU1lpaWKFmyJOMg+ic7Yzxu4BBGdiivvpv0USVCGIL+0d9SQueTqq+QmPefNGmLJgI1AF5j1nZ2dozezJAQ9nH4O3fu4O3bt/j69SsiIiKwevVqLFkiGi778uWLwt9qGxsbAMDnz5/VLjdEBWrM2sPDAw4ODhg/fjw+f/6MV69eYfbs2ejVqxcqV66s7+oRFcjOGAeY2aEO7x4mfzkhOnd5uzPr+S4xCzQ6Eaz5UgFOvW+HgAfSbH63O6u+QmJ6NfX30JZnIhSqdABAUlISUlNTJUdQUN7j8KampmjTpg1+++037N+/H4Co1S2/fDc5ORmAKOiqW26IjCpYu7m5oWzZsti0aRPi4uIkLfAvX74AELWSjx49iufPn6NMmTKoVq0a6tSpY9DjECRvLRaIZoA7HuQ+m5YQbWu6JhxpzopjqQBwovlU3hPB2MRM8EfvEmkIry/Nkx/yn4HsQper4gEo9GRyHe78+vUrLCwsAADOzs74+vUr4uPjJeXXrl1DtWrVULp0abXLDZFRBesjR44gISEBSUlJeP36NRISEpCQkIDixYtLrqlTpw6uXbuGlJQUfP78Gfv27TPYb0qEXdPVogDttCMUV6eK/ijF92TOpvUYrLi0ixBtctoVih635wAAbo4JgGO1lzp533dpdSTd1uJVE0HV/v87sj2U832cT6zReN34tKy5OH/+PEaPHo3bt2/j5cuX2L59O9auXSuZdFyjRg106dIFv/32GxISEnDhwgUsWbIEY8aM0Ui5ITIRCim7uqy0tDTY2NggMTGRxq/1oNHxtYjtOlrhvPOJNbjdxXB/kUjh0myFQJK0R5ucdoUirt8QBP0zCiE/MnPjH3/fHl3LRef5+nZ/hOPssryXlbFJS0uDvb09UlNTWf8Oiv9Otm41E0WKFOV0z+/fM3Dx8hyl95QlFAohEAiwefNmvHjxAg4ODhg6dChjhVBycjJ+//13nDp1ClZWVhg8eDCmTp0qycehbrmhoWAth4K14eswNhxnVqn+B4gQTWi+XICY8doN1N6lAxGZLB1jbnp6FSqUSseRptMBAFtf9cavlfZr7f05B+uWM1QL1lfmcgrWRJFRdYOTwqvjtYWSxxSoiT6V+lv7qSllA7XTzlDc7DhWEqgB8ArUB9920UjdZFFucN2hYE0M1qMUJ8nj065T9FgTQqRObgzM/yINiusvyjHgdGQ9HPfxX7bYs/wJTVVJivaz1hkK1sSgNDomHZerWyoOAOC8kWbzE8PRbrx+fh7NLb8j3of7skXXcysYz7WRctQkV7WD8EfBmhiU2G7MRBN942bg9nBptzfbBh+E6NLZ5bodhnHaKZrxzbb7XP/46QrnxK65/854rrFEKLKoZa0zFKyJQdvtNBe733ihxQIBmi8VsG7wQYi2Ndym+YQiXIm7wcUSU+tLHu90nMf5Pjc+NddYnYjuUbAmBi/kajdk2QgRM8FAEkGQQufuL7odpxZjS2lqb/OA9VrxNp3jHo9jLW9WJkZj9ZLQ4haZhImCNTF48b2G49YomgFOCh/5tdUAMCpBuvFQ9Ie2ksfibTpX1l6p7WpJaCspClFEwZoYLHG2Jnls49aNjq/VdnUIMQjr6iyXPG5f9rz+KgLQmLUOUbAmBkt2j2tZbOPWbFnPCNGE/FYjHH/fXkc1EWl/dZHSMtl9sDM/19V+ZYTgnhecYrVaKFgTo9PrzmzGc8cDtMkH0R7Z1Qhs8kv5qUnrX/RFdIvJSstl98G2LPEIAJCaXkdr9aFucN2hYE0MntOuUHj8Ku36PtA4GE5H1kuex/cSbfLhW5Fa10Sz+OwbrU0jq+zO95pzH1oznttYJ2irOv+fOMa1G1x71SgMKFgTgyXufozrNwRHt0q7vttOCUec50iF6/e+pnFrojnW35pI9o3uOEZ/S7fExLvRnXrfTnJu8j+KX1Ddy17UWZ1ozFp3KFgTg7M08RcAyrsfzy+kmeFE+8RJRIL+GYXTa/SzdEvWzd9ESxc7lTsrObfox7WSvPnayFCWLx77WRN+KFgTgzPBfhvr+eWJgxTONTq2Dj4dVrBcTQh/32QmZ7EtnzIk4rz5WslQlg8as9YdCtbEaIy3/1PyWDwuF9ttFPad+V3ZSwhRiThTWbH/T8767bHiz5YuW7B5vdfO1z/rrB5KUTe4zlCwJkZJdlxOWcYmQlQlm6msb9wMrK6t2GujagtWneAu+16rkgYAADxvilKM9q/4F+/7agwFa52hYE2MxrCH7OuudZmxiRQeu53m5lnONQirEtxNvjRQWjbWbgcAMPa11jsK1jpDwZoYjU31mBnNOo4WdVl2GRoK79L6nwBEChe2IHztoysA4LPM2mZxUJ/zbIjC9fKExe9rqHY6QhPMdIaCNTE6G1/6AQBOrxUF6BObhyAyWf9La0jB0zduBgDA4qsToyXtPpE9q5mr7TUAQAmZtc3B70W7ZM10CFXpvZ+lKm9lGwqaYKY7FKyJ0RleeY++q0AKCXFXeJZVHNKL3ZIsKzy3JAA9bs9R+jrZtdAT7Lflue80IGp9y05ma3lhGRxsjKCVTd3gOmMiFNInKCstLQ02NjZITExEyZIl9V0dkocWCwS4OpW2zSS6dftTMziXuaHvamhVWloa7O3tkZqayvp3UPx3skONcShiZsnpnt9zMnHm6Uql9yR5o5Y1MVoUqIk+7P3UjPdrc7/Uz/ea8FfejOdOO1XrPtcpalnrDAVrQghRwaIf+ae1NS3+IN9rAipFMp7H9RdNTLv4sRUcIzfxfm/tUCVQU7BWBwVrQggxEF1jFigta217GfHew3RYGw6oZa0zFKwJIUTLXqTW43Td8eZTFc6tf9FX09UhRoiCNSGEaIF45jgAVLF5yOk11t+aoP3VRYxz8ttiLno+WP3KaUquULWD8EbBmhBCtIBtQxrXRQLG8+Pv2zOepxe7hegWk9HrzmwMeTgJABDyH3Mi5cuMUpqtqDqEuaodPP33339ISFDcl1soFOLZs2d4+/Yte/XULDckFKwJIURDPG7MV1rmem4Frk1mBt6u5aIBAPHJjSXnGkatw4HGwQittxgAEPOxGuM1bPnK9UYHY9b3799HnTp10KpVK8b5e/fuoXbt2mjWrBkcHBzQrVs3pKena6zc0FCwJoQQDTnabJrSsmplPimcE+e7dyx9R3LOoy4zGUp0vcMaqp0WaLkbPDs7G7/++iv69+/POC8UCuHn54f27dvj3bt3ePv2LV6/fo2pU6dqpNwQUbAmhBAd2O00F9Ef2jLOyee7B4AmJZ4xnqcXu4URjyZos2r8abllPW/ePDRt2hTu7u6M83fu3MGjR48wffp0mJiYwNraGuPGjcPOnTs1Um6IKFgTQoiOtC97nvGcbSe5nuVPKJzbUHeptqqkHiFUCNail6SlpTGOzMxM1lvfvn0bO3bswOLFixXKHj16BBsbG1SuXFlyrl69ekhOTsbbt2/VLjdEFKwJIURP2FrWRoVHy9rOzg42NjaSIyQkROG2mZmZ+OWXX7B+/XpYW1srlGdkZKB48eKMc+LnGRkZapcboiL6rgAhhBAjlavC3pe5ouuSkpIYucEtLRVziy9atAgVK1ZE5cqVcf/+fbx48QI5OTm4f/8+qlWrhjJlyuDjx4+M14ifly5dWu1yQ0TBWo54XxNDnhVICCHaJP77l+8+T6qMRf//upIlS+a7kUdWVhZev36NPn36AABSU1ORnp6OPn36YNOmTWjWrBmysrJw/fp1uLi4AAAuXLiAunXromTJkmqXGyLadUvOixcvYGdnp+9qEEKI3iUlJaFKlSoK5yW7bpX1RxFTC073+p6bhTMfBLx23dqxYwfGjRuHDx8+SM4NGDAA8fHxWL58Od6+fYsRI0Zg9erV+PXXXzVSbmgoWMvJzc3Fq1evYG1tDRMTE31Xx2ikpaXBzs5OoYuLqI8+W+2hz5adUChEeno6KlWqBFNTxalNkmBdZrBqwfrTFl7BOioqCosWLcKlS5ck5759+4b58+fj1KlTsLKywuDBg/HLL79orNzQULAmGiH+5aW9ajWPPlvtoc+WH/Hn1r70LyoF6+jkbfRZ80Rj1oQQQvgRqpDshNqFaqFgTQghhB9V9qmmYK0WCtZEIywtLREcHMy6DIOohz5b7aHPVk25uYAJx6VbamzkQWjMmhBCiIokY9Yl+qGICccxa2EWoj/vojFrnqhlTQghhBdhbi6EHFvWQmpZq4WCNSGEEH5ozFpnKFgTQgjhJ1cImFCw1gXayINoxNOnTzFp0iS4urpi+/btSq8ZMmQI2rRpg4EDB+LOnTus1xGpEydOoHfv3nB3d8fEiRPx6ZPinsgkf9++fcOWLVvQoUMH+Pj4sF6TnZ2NZcuWoWPHjujatSs2bdqUf7pNQnSEgjVR2+HDh9GlSxeUKVMGT58+xcuXLxWuefXqFVxdXZGeno4pU6agZMmSaNWqFeLj4/VQY+Nw4MABeHp6omnTphg/fjyuXbuGtm3bIisrS99VMzr16tXDhQsXYGtri9jYWNZrAgMDsWrVKgQGBqJPnz4ICgpCUFCQjmtqZIRC0SxvTgd98VEHzQYnaktPT0eJEiVgYmKCKlWqYPTo0ZgyZQrjmj/++AOHDh3C33//DTMzMwCAm5sbKlSogH379umj2gavTp066NChA9auXQsAeP/+PSpXrozQ0FCDTotoiFJTU2FjY4NZs2Zhx44d+Oeffxjljx49Qr169XD69Gl06NABALB161YMHToUr169QtmyZfVRbYMlng3uXsQbRUzMOb3muzAb575H0mxwnqhlTdTGJY96dHQ0unXrJgnUAODl5YUzZ85ou3pG6cWLF3j8+DE8PT0l58qVKwdXV1f6zHiwsbHJszw6OhrFixeHu7u75NzPP/+M7OxsXLhwQdvVM16cW9W5tM5aTRSsiU48f/4clSpVYpyrVKkSUlJSkJaWpqdaGa7nz58DAOtnJi4jmvP8+XOUL1+e8WWydOnSKFasGH3eeRDmClU6CH80G5woOHjwIBYtWpTnNbNnz0bnzp053zM7O1shS1SxYsUkZYRJ/JmwfWb0eWke288nABQtWpQ+7zx8F2ZybjF/B32O6qBgTRS0bNkSK1euzPOaH3/8UaV7lilTRmEm88ePH1GkSJF8uygLozJlygAA62dma2urjyoVaGw/nzk5OUhJSaHPm4WFhQUqVKiAy2+OqfS6ChUqwMKCW8YzwkTBmij44Ycf8MMPP2j0no0bN8bNmzcZ52JiYtCgQQMUKUI/hvJq166N4sWL4+bNm3BxcQEg2mP41q1b8Pf313PtCp7GjRvj7du3SExMhL29PQDg5s2bEAqFaNSokZ5rZ3iKFi2KZ8+eqbwywcLCAkWLFtVSrQo2GrMmOhEQEICzZ89KNo9/9OgR9u3bh4CAAD3XzDBZWlqif//+WLt2raTFt3nzZrx79w6DBg3Sc+0Kno4dO8Le3h5z584FIGpVz58/Hw0bNoSzs7Oea2eYihYtipIlS6p0UKDmj5ZuEbU9f/4cfn5+AIDY2FiUL18elSpVgqurK1asWCG5bs6cOViwYAGqVq2K//77D4MHD8b69ethakrfGdmkp6fDx8cHly5dQsWKFfHu3Tts3LgR/fr103fVjM6wYcMQFxeHFy9e4MOHD2jYsCEA4MiRIyhXrhwA4NatW/D29kZWVhays7NRrlw5HDp0CLVq1dJjzQkRoWBN1JaRkYG7d+8qnC9VqhTq1KnDOJecnIxnz56hSpUqGu9qL6gSExPx6dMn1KpVC1ZWVvqujlF6+PAh66qDxo0bM8ZQc3Jy8OjRIxQpUgS1a9fOd0kiIbpCwZoQQggxcNT/SAghhBg4CtaEEEKIgaNgTQghhBg4CtaEEEKIgaNgTQghhBg4CtaEEEKIgaNgTQghhBg4SspMCpXr16/jv//+AwCYm5ujSpUqaNy4MczNzVmvc3NzQ+XKlSXn3717h7Nnz6JXr16MZBqZmZk4ePAgHBwc0Lx5c5XqdOrUKZQpUwZNmjRhnH/27BliYmLg5+cHExMTSZ0cHR1Rr149xrVPnjzB7du3UblyZbi5uTHK8qub/GdiZ2eHxo0bK+Rsf/ToEeLi4tCiRQtJ/mxCiI4ICSlE+vfvLyxfvrzQz89P2KtXL2HVqlWFDg4Owvv37ytcB0DYu3dvxvlz584JAQjfv3/POL97924hAKG9vb0wJydHpTo5OzsLhw0bpnB+y5YtQgDC7OxsRp3c3d0VrvXy8hICEHp4eCiU5Vc3+c+kSpUqwh9//FGYkJAgFAqFwpiYGKG7u7uwVq1aQgDC3bt3q/TvI4Soj7rBSaHToEEDREREYP/+/Xjy5AlKly6N8ePHK1xXrVo1HDx4ENevX8/3nmFhYRgxYgQ+ffqE06dPa6PaAAAXFxdcvXoV//77r+TcmzdvcPLkSbRq1Yp33WQ/k7///hvFihXDuHHjAACpqamYPn06Hjx4oPF/DyGEGwrWpFAzNzdH+/btERcXp1BWv359+Pn5YdKkSXne49mzZzh37hzGjx+PPn36ICwsTFvVha2tLby8vCAQCCTntm7divbt2zO669WpW7FixdC5c2dJvveOHTuiXbt2Gvs3EEJUR8GaFHpPnz5VuqnI/PnzERMTg6ioKKWvFwgEaNOmDX788UcMHToUhw8fxocPH7RVXQQEBGDbtm3Izc2VvL+yrUb51u3JkyeoWLGiRutNCOGPgjUpdN6+fYuIiAhs374do0aNQlRUFObMmcN6rYODA4YPH44pU6YgJydHoTwnJwdbt27F0KFDAQBNmzZF/fr18eeff2qt/h07doSpqSlOnjyJ8+fPIyUlBZ6enmrVTfYzGTZsGA4fPpxvjwIhRHdoNjgpdN6/f49Dhw4hMzMTly5dQrdu3dCtWzel18+YMQNbtmzBtm3bUL16dUbZyZMn8fr1a2RmZiIiIgIAUKtWLYSHh7OOg7MxMTGBkGXzO/E5+W0aTU1N8euvv0IgEMDS0hKDBg1SmM2uat3En4l4hvzNmzfh7OzMqf6EEO2jYE0KHfFkKkDUonR2dkZQUBCWLVvGen3ZsmUxceJEzJw5E6GhoYyysLAwODk54fjx44zzz58/x7Vr1+Dq6ppvfSpUqID3798rnH/37h3KlSsHMzMzhbLBgwejTp06MDU1xa1bt1jvq0rdZD8TQojhoWBNCrXy5ctj2bJl6N+/P4YMGYI6deqwXjd+/HisX78eq1atkpx79+4doqKicPHiRbi4uDCu9/PzQ1hYGKdg3axZM6xevRpfv36FlZWV5PzJkyfRrFkz1tdUq1YN48ePR2ZmpsKaa03WjRBiGGjMmhR6vr6+aNSoEYKCgpReU7x4cQQHB+PkyZOSc9u2bUPZsmVZE4306NEDe/fuxefPn/N9//Hjx6N8+fJo1aoVVq1ahU2bNsHLywtxcXFYvHix0tctWLBAaW+ApuoGiJaGRUREYO/evQCAa9euISIiQmmLnhCiedSyJoWKq6srUlJSGOdMTEywcuVKrF27Fu/evcMPP/wAV1dXfPnyhXFdYGAgbt26hc+fP8PS0hLp6emYOnWqwpgyAHh4eKB79+54+PCh0taxWPHixXHnzh1s374dcXFxyMzMRJs2bbBlyxbY2toy6i5fJ1ktWrRARkYGAKhUN7bPRNbbt29x6NAhAKJWufh5x44dFbKuEUK0w0TINrOFEEIIIQaDWtaEaFF6ejqOHj2qtNzT0xPFixfXYY0IIcaIgjUhWpSeni7pQmbTvn17CtaEkHxRNzghhBBi4Gg2OCGEEGLgKFgTQgghBo6CNSGEEGLgKFgTQgghBo6CNSGEEGLgKFgTQgghBo6CNSGEEGLgKFgTQgghBo6CNSGEEGLg/gfiD7G6ujIRxgAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "raster = splt.embedding_raster(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"RNA_nCounts\",\n", + " pixels=400,\n", + " show=False,\n", + ")\n", + "raster.figure" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "df1ef15b", + "metadata": {}, + "outputs": [], + "source": [ + "raster.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "9fa4c437", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Toy sample labels for the demo (replace with your real sample column).\n", + "n = len(ds.cells.active_index(\"I\"))\n", + "ds.cells.insert(\n", + " \"demo_sample\",\n", + " [f\"s{i % 8}\" for i in range(n)],\n", + " overwrite=True,\n", + ")\n", + "\n", + "dp = splt.dotplot(\n", + " ds,\n", + " features={\"endocrine\": [\"Gcg\", \"Ins2\", \"Sst\"]},\n", + " group_by=\"clusters\",\n", + " sample_by=\"demo_sample\",\n", + " show=False,\n", + ")\n", + "dp.figure" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "0bdf609b", + "metadata": {}, + "outputs": [], + "source": [ + "mp = splt.matrixplot(\n", + " ds,\n", + " features=[\"Gcg\", \"Ins2\", \"Sst\"],\n", + " group_by=\"clusters\",\n", + " value=\"mean\",\n", + " show=False,\n", + ")\n", + "mp.figure\n", + "mp.close()\n", + "dp.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "4cbab996", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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samplecategoryproportionn_cellssubjectcondition
0s0Alpha0.11475449d0before
1s1Alpha0.16393470d1before
2s2Alpha0.13348957d2before
3s3Alpha0.12880655d3before
4s4Alpha0.13583158d0after
\n", + "
" + ], + "text/plain": [ + " sample category proportion n_cells subject condition\n", + "0 s0 Alpha 0.114754 49 d0 before\n", + "1 s1 Alpha 0.163934 70 d1 before\n", + "2 s2 Alpha 0.133489 57 d2 before\n", + "3 s3 Alpha 0.128806 55 d3 before\n", + "4 s4 Alpha 0.135831 58 d0 after" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ds.cells.insert(\n", + " \"demo_subject\",\n", + " [f\"d{i % 4}\" for i in range(n)],\n", + " overwrite=True,\n", + ")\n", + "ds.cells.insert(\n", + " \"demo_condition\",\n", + " [\"before\" if i % 8 < 4 else \"after\" for i in range(n)],\n", + " overwrite=True,\n", + ")\n", + "\n", + "comp = splt.composition(\n", + " ds,\n", + " category_by=\"clusters\",\n", + " study_design=splt.StudyDesign(\n", + " sample_by=\"demo_sample\",\n", + " subject_by=\"demo_subject\",\n", + " condition_by=\"demo_condition\",\n", + " ),\n", + " kind=\"per_sample\",\n", + " show=False,\n", + ")\n", + "comp.tables[\"per_sample\"].head()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "6915b013", + "metadata": {}, + "outputs": [], + "source": [ + "comp.figure\n", + "comp.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "07df9ccf", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "fig, axes = plt.subplot_mosaic([[\"A\", \"B\"]], figsize=(8, 3.5))\n", + "a = splt.embedding(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"clusters\",\n", + " target=axes[\"A\"],\n", + " show=False,\n", + ")\n", + "b = splt.embedding(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"Gcg\",\n", + " target=axes[\"B\"],\n", + " show=False,\n", + ")\n", + "splt.label_panels({\"A\": axes[\"A\"], \"B\": axes[\"B\"]}, labels=[\"A\", \"B\"])\n", + "fig" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "a60fe35d", + "metadata": {}, + "outputs": [], + "source": [ + "# Opt-in bridge: returns a PlotResult when the call is compatible.\n", + "result = ds.plot_layout(\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"clusters\",\n", + " show_fig=False,\n", + " use_plotting=True,\n", + ")\n", + "assert isinstance(result, splt.PlotResult)\n", + "result.close()\n", + "a.close()\n", + "b.close()\n", + "plt.close(fig)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "170dd5bf", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dist = splt.distribution(\n", + " ds,\n", + " keys=[\"RNA_nCounts\", \"RNA_nFeatures\"],\n", + " group_by=\"clusters\",\n", + " kind=\"violin\",\n", + " max_points=2000,\n", + " seed=0,\n", + " show=False,\n", + ")\n", + "dist.figure" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "567e2895", + "metadata": {}, + "outputs": [], + "source": [ + "hist = splt.distribution(ds, keys=\"RNA_nCounts\", kind=\"hist\", bins=40, show=False)\n", + "ecdf = splt.distribution(ds, keys=\"RNA_nCounts\", kind=\"ecdf\", show=False)\n", + "hist.close()\n", + "ecdf.close()\n", + "dist.close()" + ] + } + ], + "metadata": { + "description": "Publication-oriented figures with scarf.plotting (embedding, dotplot, composition, export).", + "jupytext": { + "text_representation": { + "extension": ".md", + "format_name": "myst", + "format_version": 0.13, + "jupytext_version": "1.14.1" + } + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.13" + }, + "source_map": [ + 13, + 23, + 49, + 58, + 68, + 79, + 84, + 94, + 104, + 115, + 117, + 126, + 145, + 156, + 166, + 192, + 195, + 204, + 226, + 239, + 248, + 261 + ] + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/docs/.jupyter_cache/executed/4c04569d65f1c6d6f61229cf7f9c24b5/base.ipynb b/docs/.jupyter_cache/executed/4c04569d65f1c6d6f61229cf7f9c24b5/base.ipynb new file mode 100644 index 00000000..13148b22 --- /dev/null +++ b/docs/.jupyter_cache/executed/4c04569d65f1c6d6f61229cf7f9c24b5/base.ipynb @@ -0,0 +1,689 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "55c7fff7", + "metadata": {}, + "outputs": [], + "source": [ + "import scarf\n", + "\n", + "scarf.fetch_dataset(\"tenx_5K_pbmc_rnaseq\", save_path=\"scarf_datasets\")\n", + "reader = scarf.CrH5Reader(\"scarf_datasets/tenx_5K_pbmc_rnaseq/data.h5\")\n", + "scarf.CrToZarr(reader, zarr_loc=\"scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr\").dump(\n", + " batch_size=1000\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "db58bea4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Minimum cell count (502) is lower than size factor multiplier (1000)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "597 cells flagged for filtering out using attribute RNA_nCounts\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "461 cells flagged for filtering out using attribute RNA_nFeatures\n", + "\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\n", + " \"scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr\", nthreads=4, min_features_per_cell=10\n", + ")\n", + "ds.filter_cells(\n", + " attrs=[\"RNA_nCounts\", \"RNA_nFeatures\"], highs=[15000, 4000], lows=[1000, 500]\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9e96d236", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating summary statistics\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(RNA) feature stats block 1/1: read 3.8s (r2) compute 0.3s rss 954 MiB\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating HVGs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "500 genes marked as HVGs\n", + "\n" + ] + }, + { + "data": { + "image/png": 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kmeans finished in 0.5s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 11.8s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 99.95%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 13.4s (7/7 steps, 13.4s in logged steps)\n", + "\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "0cb9940565654c9bbf8d6eff2b979ef9", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ds.mark_hvgs(min_cells=20, top_n=500)\n", + "ds.make_graph(feat_key=\"hvgs\", k=11, dims=15, n_centroids=100)\n", + "ds.run_umap(n_epochs=250, spread=5, min_dist=1, parallel=True)\n", + "ds.run_leiden_clustering(resolution=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "af31164c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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")\n", + "\n", + "scarf.fetch_dataset(\n", + " dataset_name=\"kang_14K_ifnb-pbmc_rnaseq\", save_path=\"scarf_datasets\", as_zarr=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "c734e39d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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lZqFEd1ClyiPgtOgT+c0DMjYJrCaBkYiC3SyQ5xDpUUo57fZtJCOTRH66iCqXvg/WOq5Q5xUxibA/oDHNJzIWU9k2LDM9T8JtE9nivYzzb773ZF6+wQFO1jstyzIbN25kYmKCBQsWUFVVlT337LPPUlZWxqxZs7LHRkZG2LJlCz6fj0WLFrF+/XoKCwuzZuiaprFz5066urqoqKhg8eLFU5YFW1paaG5uJpFIcOWVV2I2m1FVla1bt9LX10dlZSULFizAbDZn6zzxxBNMmzbtCH+pN+NoY9+8eTN9fX1UV1czf/58HnzwQc4///ysgB3sJzc3lx07dmAymTjzzDOnjAV4y/G+vu+3uicnA0O0DN41rT88F6l/I/V5Eh0TCgDFLpF1vTJN+RK1XgFBEBiNKgSTIAggK+C0QCgFuVbwL/o3csumMW3tjdl2ZVWjP6TRHVRYUioiCCK7/QrLy00kZY39kyqyNZe5Pxs4WZducBjGO21wIjGWBw3eEZODXfgf/g+k6DD+vi4WewVaxxWcZoGRiIqmqVzYYCajaOzxq8wpkugOqFhNAgVOgfI8CVnViI2rDEY0dj30Y1wrrqMwpeK26jOz/pDKcETDLmn44wLdAZmzavVfgzaTgNsqMBoLsOsXn6L6yu/jKTi5HvoGBm+X9vZ2vvOd77zh+bvvvhur4drxphiiZfCOGH3gi0yPrAegNl+jbVzDIkF3QGEiobG4XDenNUsCTjOs78nQH1IwmUQa881omsZev8rcIhFBEMh3KDj9d7NmUKYyVwIEEhmVsYydS+tkQJ95HY6iavQEFa4Ye5iWP0XwfOXvJ/QeGBi8W7xe7xvuuwEn1ZT8/YIhWgbvCHNgPxFFYySqUuAUiVSfx/DwCPWOneQ7phqjKipMyxPpDal8pFFifZ+M2ypQlStk18VVDQJJaMw3sccv87GZVvZO2pClIkBf/qv0iKzryXBGlYlYWqM3qFHklFjbIyNa1hGPhHHkGMtSBqc+BQUFJ92Q4f2OIVrvEFVV6XxtHaKqUNy4kJ5Xn0Dw7yIpa1jqz2HmsnMA3tIn6f3KiL0ey/gA9XkSg2EVsWoZpe4+wlt3srBUZE13hhUVJoJJjUhaw24W8doF9gfhzBoTaQWGoxoF6MuApTkCOQeWBYtcAr+cPIPlV9xE4p6raE4rlOWIjERVhqMKnZMiFgnynQIzC/VfpD2BJK9+78Oc8V9r3zBYqoGBwT8Oxlv+DtA0jed+++8wuR+zJLH57z9nSUMJNquJmWUeXt3+Z9o6n8RstiCXn0HTGZee7CEfQc/ePWQiUYqnT0eQJEb6+lBiMcREAl99PXlvEcHZ5/NRmdFFpswtMt63jvRkP4GkynhMwGaC0ZhGjkWgKV9i84BMPK0RTupLfFaTgKpp7BtTmIypnFF9yHLJaxdpHHyJ2B/WMBlWmOWTaJtQsEnQlC/ROaniMMHi8kOPbbVXoq/3NfradlM7c8FxuGMGBganEoZovQOeffA3JIfbqC31IYkCq+ZWYZJEQrEkPSNBcl1WrGKG6gIn0dArdLXW0vfqI+QQxZ+0Uj99JqKnjNq5p5/wsXfv3s3Ovz5EhSwzGY3SnJGZXlJMRlaoLcjHbrHQsX4tr04GwOXEWlhMUW0NeQ2NlEyblm3HLAlomm5k4TALdLWvY2GhwtxaE2u7ZUAg3yFgkWDnsMJZtWaSssaGPpmOSRVFBa8NhiIqozGVljGF6QX6rOmVXpnTq030BhWcFhOTCcgoKkvKzKQVDU1TiKY1hiIq03x6nXhGI6GYjQgZBgYfEAzRepu0b36KpdZ2vKc30TEwiaJpmCR9xuFx2hgLJkjLCuKBvRqXTeLlJ3/BhXO8CIJIIhVn7St/Y15dMW3xEI3LLzxhY1/3q1+yWJH5SFkZuwcGkESJaQVeGoqK6PT7sR+IRVZfUED/5CRL8vJwmSX2bN6E0N5G/1nnUDpjBqNDQ0iLPsm2Pc+yoCCKJAokMgoVHpGdIypn1ZkRBYHdIzJDETVr8dcTVDm79tCMalO/zOxCidMrzbzcnaE/rOI0CzjNGrtHZao8Io35uihFUgIdkwrDYZWSHJHKXIm9ozJpGSwmgfYJjapr78BX8O6DpRoYGLx/METrTdi7/lFE/15Eqwst3I+3UDdFrS/3sb19eErZ4ckoixtL6PPrIU72jpspy1GJJtL0j0UwSyK+HDsDYyGsbKNDMpNb1kBBWTWBsREmevYg2tzUzl56TK+hbeNGKgKT2A84Ic4pL2fP4CDxjB7+JvG6CM8Oi4U9g4Msr6tjVmkpL7e1kXnoIcKFBVRrKgkNgrWfQAr9DgBRgJGoRn2emBXsOcUmuoNpxuIapTkC0dTUMbmtAh6bLvg2EzR5JYpdIrG0xs5h3VjjIDlWkfW9aS5o0IW1ZUzBbRUYiars18r55O92YbXbj+k9MzAwOHUxROsoBMaGaXv0dvLNCdKySnGei/54FDgUPkWWFXbtH8EkSkSTaRbWFzMyGWPn/lG6/VFqijxEUykGxwVmVB2q9/LOXsb2N1M43k3H83ECtmrOqLEyzS2THlfZO7qfWWdffcyuRR0aJBhP0DI8jFmSSGQy+MNh8lwu9gwOIgCd/jFKcz10jY0zu7SUthE9KVw8nSbHnEaa/BPWcIJOsZGZ9R9juH2ITlVhLKbhMENGFYinVVwWfXakahqiACkZ1vdmKHQKBBIaXruAomqMxVRALyuJAsUuXcCcFgG3TaR9QmFusX6sJ6iSZztk1CKrMK9Ef2znKDEme/dR0mSEczIw+KBgiNZRGN32CMuq7YD+C35zyyAdAxMMjoVx2kwEo0l8OXZGJuOct7iWcCzF4HiE5r5x5tYWkpFV0BScNjOT0cSUti1miQ/NOxRu5rFN7VS6Gw6cEzGPbkPTPnHMQqUIHg+yqjK9pATQjUleikRwWa1EUynmVVSwZ2CQQCzOjJJiRFEkLcus7+gkx2bFlX6JpoLJA3Vfo62/FIfFxu5uhWn5ErVekZ5Jhe4EiKK+z7WhVyYlKyRliQKnvtQ3EFaZSGj0BhSiaYWJuITPLpCUp/pghVMaVR6RjgkFQRAwiRragZDxKVnDfZjfZb4UpbN9PRiiZfAuiUQiKIoezcVsNuN0Ok/yiAzeCkO0jkY6AoeF7FJVldk1hcybVsz29mGWzyjXDTCiSV7c3kNlkZvWvgkqCtxMK/UiSSLBaIJntnZjNYuk0jJWi4l0RmY8nKC1byK7H1aU65rSdSoeZuv65ympqCHQ30p8uBVTfh2LzrqcvS/8GWl4K7KqkipZzqJzrwJ0Idq/bwcj/V2kJ3uxuwtYdP7VmM1m6lefRevWLdn2BUFAFAQqvF629/UB4HHYsZpNiKKIPxLB63TQWFzMvqEhMpnIlLpKJkAg2EdTgchEQiWSEgikNFbVmJmIqwQSGqtrJHaNCNR4RXaN6F8I5W79emVVoynfzKMtaWYWmWjKl9jrl6nJlegJqkwmVEAkzyEgodEyptKYL9E+oSBoGqEUVOUeuFcK4D30A8DA4J1yxhln0NbWhtVqJZPJYLfbufHGG/nud797sodm8AYYonUYiqIw0NNJa0cX5Y1OXHYL0XiKgfEoZ8/XvxzdDushAwyXDY/LQkvfBGctqMJhNbO7y09juY+ekTCXn95IJJ7m+R09+Nw2XDYzLpuZpso8AKLxFDvaR5iMJFk1p4KJcIIcm5nA1j8wts/K7JoCzHkSgfAQj/1yK+fVKFhLbAB0Da3lxT92U1lZwdhgN8sKY+APEIymcCTNPH3HJi75118jSRJqdQ1aOIQgCIQTCcKywtbeXpKZDGvbO6j0+WgeGUFEwG21MqeiHICZpaU8PjiHWdpGBEFgJAJ7hvYwLy/EeEzjjCpd2dMKxNIqeQeci4cjCtVeEZtJj86+sT9DjkUPgFvsEukOKIBGKqMykhFoHpPpDahE0yofm2lBFEUUVWOPX6HSI1LrFfVMq8CWAZntwzIeq8hg7VWsPP0jJ/AJMTiRhMNh+vv7qaioOK4xDW+99dZsht/Nmzdz5plnMm/ePK644orj1qfBu+cDL1qqqrLuvv/CFOpBltOk0xnEtMz6PRPkuuyU+Jx8bGUT63b3s3JOBcrrQgoFoklOm1WO06YbCsypLeSxje1csqIBQRDI89hZMK0Ip83Mrq4xCjyObF2Xw8qChmKi8TQPvdxMbUkuVcW5BKJJ3E4rZpO+7+PNseGK99Dnz6G+XBe8PLeNzpadDIztoarQQ3NfBkkUcNktNFXmUeRN8Mp936Fi8cVg9bNhcBtWexGuFRcxY9Fi6vftzY6jbXQUry+POpeTiWh0yvW5PdPZJc+mZ3A9lvQuFuSFaA6aKbQcSqgnCLCpX6XErSErEE6pnF6pP1oOs4BFFHBZNGJpgdYxBZMkoGgCGVVDFATmFJmZXqDHJNzjV5lbrO91WSWBSFrf/xIEgUhSZSSqckmThf6YhbnX/tdJjzhtcOxJp9N88Vs/YHNfjEnJh0+ZZFmlkzu+c/OUrLvHg2XLljFt2jTa29uPaz8G754PvGg985v/YL4vQkQz0VCum01vaxsmkZZZPuOQ78+C+iJGJmPYLBLrdvdRkOsgGE3RUJ6XtZoDfQnN47JN+TK1WUzIqoZJEkik5exxRVFRVJV59UVMhBNowLa2IaxmE5PhJBv39VOY69JN6YFwIo2maQiCwKbmARoq8glFk1gtIrWlesrsaCJNnz9EZaGHwvAg/se+xbzoWkySAGlobg1Q/k+/oHnfXmYAsqKQbGikcvVZrP/f/8EWj5Nrt+Oy2dgzOMiymhqsZjOqptFAM12TChWOFGNR6A8p2EwCVknj7Dr9UeoKKHRMqDzelqHCI5FWNMJJBZBwWGD5ATFbWCrSNq5iEqE+TxdnkyhQ4oLmMQWTCG0TCmUu3YTeYdGtC8+bZuKR5hSeJVdwVr5h5v6PyBe/9QOejE9DqvQgAkHgqUQI4Vu3c+cPvnnM+0smkwSDQTKZDGvWrGH//v2sXr36mPdjcGz4QItWNBxCCHTRGhM5c1519rjHaSWaTKOqGqKoi084nsIfiFOQ60AUBGRFpTDXQWGug47BAE6bGYtZYmvbMHNqCmjtm6CpMg9FUenzh8l1Wakv8xGJpVi/uw+X3QIC2Mwm9nb7sZglzphTwc7OUebUFiKKAoPjuql8odfJaCCKx2Hjxde6KfHl4HPb6R0N4XZY6fNHGJmIsbCxBJfdwshkjLa+CeLJDEqgH9NhJuTm0d3YnU5qP/lpOnfvRjCbmTN/PoIgUH/JKibu/hQ7d6v0ZeZx5fKLMR0I4GmRzGztSROVYX6xCYsEreMq4ZTKFTMOWUfUeiVUTWA4ojCvWCSQhJGIQE9IoUg4ZAUoCgJmSTjgNKxlRT4ug1WEujzdyGNjv8z0ApGekIbTovF8l4oqCAQ6XyWdSmWTSBr8YxAOh9ncF0Oq9Ew5Lto9bOqPEQ6Hj/lS4e23387Pf/5zFEUhGo1y0003sWiRYdxzqvKPGSDvbZBMxNn0+D2MTEbwB+O82jrEwJjuY5XKKJTluXhlXz8ToTg9I0F27h/DYjaxfyhAZaGHWdUFaBo8tWU/uS4rOzpG+L+1LTSUeRkLJVA1jade3c/fN7RhNYsMT0QpyHVQW+ZFFAW6R0PIisr0qnxm1RQyszqfvtEQTps5K5Rl+TmE4/oynMNqpnskyJlzq2ko9+F2WFk5u4KFDcUsn1GGxSzRNRykY2CCjsEJfG478xuK8RSWTVnSzBToyd0EQCOM2U5WMNLP3sri4jhnVCZZXbSHweBBq0GNtKpRmD+Lsbhuzt6UL1LuFrFJAl2TSrb9wbCKSdCYTGh0BTRa/DIWk0CBXSSeOTQORdXY2p8mmFTZMayQVnRT+G2DMnWHzbyKnSLbh1VmFoj0hTQubjDz0RlWZpn62PjAT4/T02Fwsujv72dS8h31XEDyZtPJH0tuvfVWgsEgkUiEoaEhXn31Vb70pS8d834Mjg0fyJmWLMvs/tsPEYdamTetiHyPg4oCN6Foksc2dZBjN+MPxLFbzazb3U9alinJy8EfjDEyGWFRQwmCIGA2icyuKmB0Mkae244oCjT3jbN8hm7I4LJbsJhEXm0dZllTCWt39WE2izT3jFFe4MZhPbQ+73Pb6RycxGY7ZLaoaRqKqqJpGhPhJOmMwv7hIIFIgkRaxptjJ89txySJ2CwmhiciBKNJqou9FOTqe2eNs2azfl0IX2qMCC6U0jNofvou/Fsf4XR5AynVxCsFl1NYOQ3F3w4Hvi9KXDGe6niYZPoS9vt7yDPtZyKeocQpUuqW2OdXmFEgMr1AojeosLFPxmmGljEZj13kogb9OgYjUOcVEHwmdgzLNPtlLCaRYFJFBVZUmNkxlKF1XKHYKTCz0MRkQsNn14U0mtHId6BnRS4QswLbVCCx9fHvs8/noWLFFbjzjKXCfwQqKirwKZMEj3LOqwQoLy8/rv2XlJRwwQUXcP/99x/XfgzePR9I0errbCUnNUBIA4fVRHl+DqBbAzZV+BiaiFJb4qFvLEKO3UKVx4PLbqHY62Qi7OGFHV3MrC7CaTcRjMrYLCbMJpGmijziqUMRJioL3ezaP0quw8y29hEuWFqHIAi4HVZqijx0j4ayZRVFJRBLMT3PRVv/BFazRNvAJJUFbnbuH0UUYHp1HrlOq76/lUxjt5joGg7icVoJJ9I4rGaKvC5GAoeMKTRNQ3ZXUNGwmJ6REDViC26zhenL57Bv0wSz1FZKux4k0a6RUTRUTUIUBIbCClFZIBAPM9P+MlU5QfDBHr+V7UMZTOKh9CJVuRLDERmnVcRiEji3zox0YLZ4WoWJroBGnU+g2iOiAvkOkbZxDbdVoDeoZB2Mx2IaZW6Rdb0ZmvIl4mmNIqeeZLLSLRBJixyUJlXTKHNkmLn9Fjp33wv//BjuvMLj+dgYnADcbjfLKp08lQgh2g8tEaqJEMsrnMfFivDgnpaqqnR0dPDggw+ydOmxjUxjcOz4QIqWy+NlNJZB1VSSaYWu4SCJlMysmgJAAE0jkVYIx1PMrCrImqg3947TUO6jayTItDIvzb3jzK0r4pkt+1k9vxpJFBgJxCj2Qc9IkGRGxh+M4w/EOHtBNYIg0O8PYzVJtPZPUF7g5pV9/TisFrqGJin2uags9KBpGhlZZTwcxySJeK02KgrciIJA90gQl93CgmnFALidVtbs7GFoIspp08sYCcXJcVh4rXMEVdVo7p9gSUMJybRMWlZxO/TZnSAI2AqqYLQVRYO96TKuKBmic1JlMqGRb4cLKrrZEKhiWVEwe+9mF2p0TAhk1EP38+Dy4UBIIccqcrhBnyDAwUXB0ZhGStEYj2mMx/VMxT0BldOqTHQFVCwSDIZlZBUGQgqra/Wxlrn13FkJWUVVwW2FlnGVwgORNHzhZtp/egG5REiVLqb6n36B0517PB4dgxPAHd+5GeFbt7OpP0ZA8uJVAiyvcPI/3/nGMe8rJyeHn//85/z85z9HkiSKioo477zz3jS7sMHJ5QMpWrGJQTqHw6yaXUJlof5rLpnKsGnfAFazhNVsZvnMMvJy7FnBAphW6mVT8wDheIq9PWOAhqKolBe42d09yqKGUuwWE+t29zKjSrfmqy7yUOCx09w3TvtggHl1heQ43PSMBOkZDjKrqgCPy4bVLFFbksvuLj/VRR5GAzFSaZX6Bn29TtM0HljTTFNFHhlZmXI9RV4nOXYr49EkIpBIyYxOxDCbRa5dPRNBEOgYnERV1ClGD3IsSDSlMmSt46MXnc+udc8x19dJx4TKtDwJUElG9jGZo+Fz6HUGwhpOC3isIs1+mVgGAgmVpKyxqtpM27jChj45a/L+ZLs+a2obV3BaBIJhDaukh2zqD6lUekT2+VXmFIlowAtdKtPzBJKyLkiRlJ5w0maCAofIaFQlkBSYW2xiIq4r52hUYVFBh34zxh6n9Ykqmq7+3rF+bAxOEBaLhTt/8E3C4TADAwOUl5cfNz+t9evXH5d2DY4fHzjRan/1aQbX30tFvp2i3EMhW2xWMyOBKFaziQuW6qk4cpy6c7HLoVuo9fnDFOY6Kcx1ku+209w7zu5uP/PqighEkry4o5uyghysFnPW8s9hMyOIIpIoUux1knOgreriXPrHInhcurOwxSRhs5iYXVOAPxgnFEtSX+ZlYCysi2KXn7nTiphRmc/WtiHGgjEKcp2EokksJhNjqTgmUaR3NIQkCVQVeXHZzLzaMsyixmJynTbC8RT7esYZD8fJdVoZbN3DuChxxsfORxAE5q48l1de8RCY2MJYXCajaJTZBwmm9OgXwxGVfIeI1SQQSKgUOkVMCY16n4m1vbqAOcwii8tE9gf0+VW+Q6DOpwfTHYup+OwCjfkSzX4FRYXOSYUrZlgQBAEBOLvWxJoemSqPQOuYTCAJeQdiFqZkmF8i4bLqDsqdEypmCYajYBIVvHaBfIeIMt55Ap8og+OF2+1mxowZJ3sYBqcYHzjRCrZtYEZlPl6XjTW7e2mqyKeqyENL7zgr51TR0jueLVtZ6GHDnn5yXTYsZolQLMnsmkJsFhPtA5NEE2lOm1WBIAj43HZWz6+mczCA02oilswwp6mUdEYhmgigqCqqNtUx+fD9r7SskEhlsFvNpNIyGVllMpIkJSu0DUwiIOBxWekYmMRmMZFMK6zZ1Ut9qZdpZV4yssJEJMGSplIcVjOlB/bpIvEMD72WT6W9jdNnHoo/uGv/KBWVtZTH99KyfxCL3UkklmCov58KO8wrFnFYRHaNyMiqhsMEc4tNeGwHTNPTKjtGDjkRS0BvQCXfqe91TfPp5SYTKn9vTpNrE8m1gcUk0jym0BtSMYsaZkFA1UASDt4HjdpckRqvyBNtMudOM2ORBMrSIpsHZDKqXrDGK7FjKEMgIXBmtUT7hEpvUKU7oJKZfJXJoR58pdXH/PkxMDA4uXzgRCuZzuAr1GdJ5y6sJZmWeXZrF2ZJJN9jZ0F9ERv3DbB8RhnRRJpkRmZmdT6CoPtNKYq+JCUAZQU5pDIydqtuKdcxGCCdUfAH4qxeUA2A1WKiLD+HUCyJ3WqibzREaX4OHQOTlOTa2dI6RFWRh4ys8PdX2nBZLaio5NgseFxWnFYzaYcFTYOF9fo+lqZprN/dTyaj0OcPs7dnDKfVjNViQhJFiryHZpA5DjO53hJGIhoQ0McuCIwG49hd1ewLWZmuaKg923HGhrAkQuTlCTgs+lKczaQbSWzsz3Be3SEPCYdFZCiS4W/NMuVuE5qg0RmQyXeaGIupFDhF+kMKZTkiFlHf17JIMLNQN2e3SaBqAj0Ble1DCvNKJBRVY0OvwjnTzOwelSnNEbEcUDOnRcBpFvAesCpUNY2xhMBFBRLNYyqN+SImUSCWVtk5MsbEjsfxlf7L8XqMDAwMThIfONHKm3shr736exY36mbrdquZJU0lPL11P+5RKx6XlaJcO394djcT4TgXLq1HEARSaZmhiQhl+Tm0j8QJRBNE42m6hoOcOa+KaDyNzWKiodxHh1l6Xa8akXiKWFKmvX+cfb1jnL2gBrNJYsOePja3DFBX4uWa1boPVe9oiH09/uy+GHh5ZU8/Lb3jmCSRVEbB47RiTkuYJKgr8ZJMy/T7Q8yrK6R9YJLpB9KhdIwomFxVpEP+Ayb0GsOTUfLddhY2lDBRXUDrji2cZmonZdEIOFWEA07AwaSWTcZ4Vo2ZV/pkTj8Qb3DvqMLCEhN1PonhiILbKuGPaWRUgdYxlb1+hRKXSFOBSJlbpH1cQTkw0UzJGoNRlWKnyMIyM8GkyjMdGZKyxrwiic5JlWa/gts61Y0wklLZMpCh1C3ROq4gyzKDYRNWk4BJPChuIl6bRvveHdRfdIwfHgMDg5POB060Zi5exYOP/JQlTaXZY4IgEI6miaUyWMwSk6E4ZsnEWfNrqCry0DkYQBIFLGYzu20rKT1nLhNr7qU43oMnlWZtr4lETi0fKe4HoKrIw+4uP7NrCkilZdbvHWBJYwkT4QRVxbmgwUQ4gcUsEUtmKMtzM6vmkLl2VZGHlr5Dy5SappFWlKwQqarGE5s7MJtElk0vx5uj74vFUhk2Ng/isJp58bU+klINUt5ZICjMKhxl/aYd5I/vIMcsIzqnodQVkee2Y1bjAPSGVKySvv80EVcRD7MCNEsCFkng6c4MuVYBmwlm+fTHpyRHYjgq4zCBpoEkaczMl9A06JhQsJoEcqwC/WF9ibRtQuWMSl38ugMqPrtIdS5IInjseqSMD9WY6RxXWNcjU+DUU5gsrTDTOaEwmVApdgikvGa6gwp2k8g032HRNkRQ/O1071iD0rMJ1VNF/eqrjTiFBgb/AHzgRCsSCtBY4cuKSjqj8NLOXmbXFXDazIpsuV3dE9SXuOkdDTG9Kp9UWiFqmsXs0z8MQP5VelRoRVFYJEkoisLOv3ybhcW68NnMEjv3j7J/KMhHVzbRPRyktiQ3u5S4rX0YRVbwuZ10jYYpL8ih2KenKZkIJ4gmMllLvz3dfsrzD1lPiaJAeYGbRCqTFSyA+lIvCAJ5bjubWwaZmOglz/Q8WsqP1RUnb2wbM/JUEhmIqTEefuhBKrwWBiIijT59yTOe0Sh164YPe0dlErJGnVciltaIZlSmeQ/EE3xdNuJERkNRISarFDpENg9kmFtkoj5PYv+kglXSDS3+tDPNx2cfcqqu8Yps7MuQVjTcVpGBsMZwROWcOjPFbolERmV6waGZa45VyMYqtJgVGvIknmpPsa5XN/pQVQ2vTaAguIOch64g36Ygqxr7/B3M+sRt7/n5MTAwOLl84ERr/eP3ccG0YjKywv6hIJIoMLu6gGgiPaWcyellNG2lpkRgS2cApXIVy8/9xBHtSQdi80mSxIzLv0H7ay8QHh9hwt9LTZELsygSS6RRVC0rWAAlvhy29Uapqa5k4bJV9I5P0Nv2NBYTjIxHSSsyOztHyXFY2dPlZ27doYgP8WSaZFrG49ItAt0HLBIHxiPYzCbGQ3E0FT5+ejm7u/woYgpv1zOkTCqyKrA/dzmiKHCZuBGTKLDYqfF4jxO7EsRiEohnNEbCGsU5Io15egLHF7vTXNJozWYZXtOVoTugUOOV6AsqlLtFqnIlmv0ygaRKjkXK7kfV+SQ29sk4zHoki65JFUGA6QUSKVmlfUJmQYkZu1kgrcCSMpFNA7r1os0kMBJRKM6RUDWNSHqqMcuWAZmFpSaKXBIZRWNtr0xS1ihwmci36a4BJlHAtv9p4Lb39vAYGBicdD5womVNDBGMpsh12ZhW5mUsGCeezGSdhRvLfYxGZBwzL6Owbh4DvR1MW1yGr+CtwwTZHU4aTrsUgP6mpaT6d9BUYWbb2Diu+D7GgvFseKWhQJxLFxYDaUKDz2Cb+Wl6kzGaTHuZX1dEe/8EDRV5pDMKW9sPmLKLIpIk0DEQyEbXePG1HvLddoYnY0yv8OnLj+iO0LKiMrumgOe3dzNkX4Gl7xWSgpnK+U20vXA/pgJdVERBoNSiOz2bBD3KuqrBRQ36jKjOJzGZMGcFC2BltYl1vTLNYzLVuRIzC/VHSdYElpVLSKLAUERlNKpS5BKJplUcFokl5brIJzIqT3ekKcsRmZZnZk6xXj+jaPSGNJxmFU+OSEOexLqeDP1hlc5JhXBSw20BqwkskgiCRpFLb9MsCZTliBQ6BcbiGqGkhj+mogGJ0tz39NwYGBicGnzgRKu8oobx0dcYC8bRgM6hALnTVlAoDVKen8PzAzksufRzlObrRhDTZi54V/1UNM6DxnkANAKJRIL+th2ExluYCMaoL0pky3ocEv7JYfItMexmfTZmNklEYkm6R8N84syZvLCjh9FgFE0TKMx18OTmTurLfSysLybXZWMi0pMVLICiXAc7OkaoLvJQXezB4yiixf8auyZN1O7ejoskuqG6TiIDc4tFVA1iaQ1//LCQF4BZ0p2IvXZduLqDKovLTAyHFVQO7RXZTWRDOJXmiHROqigRPQVJ8WGZzO1mkRyLyFhModRtOqwfgYGQTJ5DJCXrs6rlFSae3Z+h3C3i8Il0BTR6QzI1uSYSskbruIJJ1Pe9QimJV92fQcuJMi/0f8wv1Meypq+FTCaD2XxYSmoDA4Oj0tbWxjXXXMO2bdtO9lCO4AMnWrkzziIZH6DKLdM7mWHm5f9MVdN8+rs7AY3za+qPS792u52GeacBp1GZTtP72PfwoS9J+mMgleYxvG8IUdDTnNSU5PLAq6N8fHEh6YxuzGCzmCnIdVBdnIs/ECMS12eMmqYRjibp94epKNT3voYmoyxuLGF7+zCxRBryBHrs05lT6yDoH2R6ru4vZZF0o4vZRSLNfhWnBRaVSWwfgv2TCnU+iVhapS8EyYyK3awiCgKjMYWUDFYJdg/LiAL47AKxzNTrHo4oVLh1h+T9AY1i3X2M8bjKtDyR5jEta1UIEEhoFDh1Q49IWmCfX0FDwybpM77SHF1o94wKTPPp+2VNBywcNU3jibYUF8t3ce/AdErKZA4mMjg9P8ivb/k69Ss+whnnLsLpcvJ6hgdH2L5+H3JSw5pjYtWHlzDe20x6aA/RjEj10ovI9eYdUc/A4L1wwQUXcMstt3DGGWec7KFkSSQS7Ny582QP46gImvY6j9fjTDgcxuPxEAqFjmsK7TcjGgkz3NtJQWkVub6T8yU0MTLA+O5nETUFa/USwnueYlZuBID+sSiDch7u2RdQOfBX4okk/mCcWTUFJFIZukdCzKjK55ENbcyqKWQykkBRVaLxNB6XDY/TSkWBm/FwnIlwAn8gRnmBG1XVMEkiZjWJpf1pKp0ZUrLG/oCKVdJnW7OKDs2+nu3MkGuXKHZCVa7IXr/CzAKRLYMKMwslggmViYTG3GITwYTCS10Ki8okEgfErGNSJd8u4DpgPPF8ZwafXcBjF7FK4LYKtIwpzC6S2DYkU+aWMIt6XztHFPoCMufVmxmLw85hmYsaDxlwqJpGd0BDgymWg5v7M8gaLC83EUlpjMZ0s/2xmMKz7lupnXMhKUuQMz+84oi/ydN/exmP6ZAV5yub/o9PLQrhcZhoHhHY2acy98PXsmDp3OPwRLx/ORXe6XfLlVdeSVtbGwBms5mqqir+3//7f5x77rnHpb/zzjuPW2+9lRUrDj1/zc3NxzRU1dH6eKfs3LmTRYsWIcvyWxc+wXzgZloArhw39bPe3bLfsSKvuJy84s+gKAob/v5r5pnHAd2goqLARSpnGdPmLaEl3E+s7ykWNehfpnarGbMk0jUUoL7MS3WxB1XTqC/zsn8oiM0iYTOb2NI6RHVJLvOnFROJpxiZjFFfrscxbOkdx7Pwch56+knytAA+u0A8raEw1STcaxdZUnZIEMpyRCYOpA1xWQSGI3qUDIBcu0RTAcQyGtG0hqyCwywwv9RERtFoG1cocomsHbJzTmUCTYOUAm6bgNMiYDcJU8Qnkdbw2AWsJpGRaIZytzAlZUnbuEqFR6R9QuHgbCqcUpFVsr5kuXaBYFJh94hMl9ZE9Qrd8lNJT136PIia1rJvRCwepaHYgccR49nuGvLLV1HvVdn4wjbmLJyJyfSBfHVOKOFwmP7+fioqKo6bGLa1tbFq1Squu+460uk0L730EhdccAEbNmxg2bJlx7y/ffv2EQ6Hpxw71qGqjtbHPxIf2CSQpwrt6//OMmcP4+F49lgirWBy6TPA2iUXErWV0jEwSceAnpQxmVGwW02MBuOMBWMUex0IgkBG1p2O+8bDrJpbidNqZv9QgByHdYqPkkkSsdpdLFx9EVXlRTi8RZgqF+A0i/QG9S/0QEIlklKJHrbcNxpV6XXMYbJgMT0pD63jCtG0RsuYQseEwnBEpdItoGkCPruIwyzQOpZh35hKQ57InGKJ1TUiWywfYdQ8g5GoRiqjC9r+gMLuEYWMotEVUKn2CtjNoh5o1yzgMIuEkhodEwpt4wrbBjO8OiDjMms835nm5Z4Mm/tlilxTH2mTycSOhlvxnvN7RFEknUkj2TRe27qHtpaOKWUdXguKolsc+sdHwFzAviGN/PJVAIiiyJym+ax7eQOvbd3N9k07iUSiGBxb0uk03/7vH/Hdn/6eh9e28t2f/p5v//ePSKfTb135XVBSUsK8efNYsmQJN998M42Njbz88stvWP6aa65h3rx5LFy4kI997GOsXbt2ynlFUfjf//1fLr74Ys4555xsbq4bbrgBv9/PF77wBebNm8dXvvIVQF8ePBi496c//Slf/epXp7TX3t7OwoULCQaDb9n/G/WhKAp33HEHF154IWeddRY/+MEPyGQOvdyRSISvfvWrrFy5kk9/+tN0d3e/u5t5AjB+Lp5kzAk/VotJz5/VP4GMhFh3DtNnLgagc80f+VClDPhIpDJsaxsmJSvk5dho7htjeDJKeUEOZXluCr1OtneM8qG5lQAU5DqYjOgGH+mMPs3XNI3eoTFGhwaZO6uBjUI1qs3Oh5fPJRRdTDgcYX13N5WpVzmr1syLvRoVRXkkZI2JwkZWn6bPUP2TM5no/BO7RtKcdsBRuNwt8FhrhlqflI2k0TEBpY5D2ZFnepOM9z3O+Pxf4Nr5r3hNMXaNyDT4JHoCMm6ridIcEZtJJJJWaPbLCAg0FYjIKthMsGNYD/ukaQJxWaDQpVGWozs+V7hF9o4qWE0QS6sMxs0sXq4RLVZIx5LgyJAYU7EmJYLpCGPDr3L6aj13Uk1DOWsf3046lSKdSaO6ctkV8FGfpyKKuhhm5Ax7NrTjzc3HYXey59VOzrx0MVU1VSfgaflg8P0f/w/VCy7EnXto6T4UGOcHP7mDb93ytePad39/P/39/TQ0NLxhmVtvvZV4PI4sy2zZsoWLLrqIzZs3M3PmTEAXlX379vHtb38bj8fDPffcQ01NDTfffDOPP/44//qv/8qKFSvwePQME83NzYRCem69M844g1WrVnHrrbdmz99zzz0UFhaSm5v7lv2/UR+f+tSn6Ozs5Jvf/CZ2u53bbruNzs5Ofve73wFw2WWXAXDbbbcxNDTEF77whWN+b48VhmidZNL2IrRMP+UF+vJHs9rA9JWXZ89bY4OQq//fbjVjNoksaizhb+tbOWt+DU0VeYwGYgxNRBgPxbGap840ZFVjX88Y21v7SQ23EY2EONPWA2hsbJY478xljExGGRqPUJqfg8dlo2V/P1W5uugsLBKIzj6PPLuN8sO2Pwt9OdRVFOOK92eP2c0iFR6RWu+hMVTlinRNqhQesHtQVI1Sp0L8tW9wdqVuwVjuFtg+rFCUI9E6oZBSoDFfYiKmMavIzHhcJSULWE0QTmnkO0VSMiwqM2WvsSugsqLCRFoRmHUgvmFKFrAHZSp2fp+xK1dRdfoyNr60FYtTH4zVYmO0byI71lAoQn11E6lUkrbOZqKJKAolvLTxWVYuPQtZzjA8OojDkUN9TVO23guPbeCTny81LBOPAeFwmGjaPEWwADzefCIpE+Fw+JgvFd5xxx088MADZDIZurq6+NznPsfll1/+huUPF7RFixbR2trKvffey+23386+fft46KGH2L9/PzU1NQCcddZZpNNpLBYLZrOZ2tpa5s2bd9S2Fy9eTF1dHQ888ACf+9znUFWV++67j5/97Gdvq/9p06Yd0UdraysPPPAAQ0NDFBbq2wyNjY1UVFTwk5/8hK6uLjZs2MDg4CD5+XrUnVAoxJe+9KV3dT+PN4ZonWQaz/gILesUzPEhBgJpihqqScRjiKJI1yt/JxIIQK4eKUPTNKxmE/5AjPoyL9Mr9Qes2OfCH4whCAKyrNIzEqS6OJdYIs3gWJimci8mNU1obJgP+cYAga4guEq8dA4GSMsKogD9LRFyXVZ8Lhsd/Rr1PoG0JjIw5Ee052BXY+R5dOvKSDSBKRViLH5IyDKKhscq0B1UyXPowpVWIJzWaJ9QDkTcgNmFAv5YkIOPX+u4ymkVElbTAcfl7gyBhEZJDlR79RBN63oy5NoFIimozxOYiEM0re+fFTkFREGPhlHhOSSYVpPIqFpIl/NqYpsGmYjvQhAFDrc8OnzZtLq2kg0tO/A6C5kzcwH9Qz34cvPYvnsLXT3tOBxOEukkTvtUy8NEJMMP/+OXKGKab37/60a4qPdAf38/nsKKo57zFFYyMDBwzPeAPvaxj3HdddehKArt7e18/etfZ+bMmXz2s589avlXXnmFO++8k66uLuLxOH6/n5UrVwLQ0tJCcXFxVrAOYrFYjtbUUbnuuuv4wx/+wOc+9zmee+45EokEl1xyydvq/2js27cPQRCOalzS1dVFZ2cn5eXlWcECWLDg5O75vxmGaJ1kJElixplXsveFP7HCtxtr+Dlan95I1ORlkbOfYIGJ5t4xwgkZWZZZPr2MsVAcUXjdjErRyHVZGQvG8eXY6RiYxGqRqCnOZbi/h1mJreyP2piwqYzGNCRJwtq/mfyFZ5Pr8bKvZ4zCXAc1Jbl0ZmJEJspZ7w+S8DUyqyCHiX3riEaibAgG8DhtaKNtNLjT9FuLeKZrgjqPbgQxFldxmkU29skoKhTlCCwpM6FpGq8NK1TmiuwaVTGJh6RD1cgKFkCBU0QUIC7DRFwlkgarScAqCcyp1GdRzWMZ3FYBt1Vg25CC2wq9QX0Pbn6J/ljv88uMNXyTkpoleIDx/WFsxQrBWBCvrYhoMkzpNB/Ne1rw5Lopqyhj0eoZrHlyI1rSjDfXx3hgnDOWrmbEP0T/UA9L5p9G/1AviWQcu81BPBkj31fI3BkL2bF3C089+hwXXnbe8X9w/kGpqKgg5H/+qOdC/j7Ky88+5n0e3NMCWLhwIa2trfzkJz85qmj19vZyzjnn8F//9V/ceOONOJ1OfvnLXzI2NgZAQUEBgUAgO7N6PW/nB821117LzTffTEtLC/fccw/XXHMNVqv1bfV/tD7y8/Ox2Wzcc889R5xraGhgcnKSyclJVPXQMvjh7Z1qGIYYpwCxaBTvxDasFv0LuckTxd+xHYBcl40ZVQXIioYiq0QSKQpznewfDtAzEgQgEEnQNxoiI6s4rGZa+iaoL/dR7HWRyijketwoqsaywiTtEyozCiQafVCsDLF9/RrSaZloLEF1sQdN04gPdZCMRViRHyUTGmV81wvMdk6yvDjNMnkrI6+9RKEUIdV0CfMuuIrTP3o9+9IlpGUVVRNYXG5iRaWJApeAgEZK1tg+rKABfUGNmlyB9nGFV/pk1vdmGI3qBhgHCSU1ZhRIzCiQ6Aup5Fh0H7CDAXxjaZXyHD16fI5VYFGphD8GBU6BYpfAlgGZXSMyj3cI+MoOmae7nG727+3mgo9/iKKZNpqWlzHaFyCwX6X5lQG2b95FUXEhH7/uEkqm5eIPDDI8OoggCJQUleFw6DOsitIqgqEAW3duJBQKUllWjSRJzGqcS0fr/uP/wPwD43a7cVkyhALjU46HAuPkWOXjblKfTqfZtGkTJSUlRz3f3d2NxWLh+uuv57TTTqOwsHCKIcSSJUsoLi7mlltuyRr1vPjii+zZswcAn8+H3+9/0zEUFhZywQUX8LOf/YxHH32U66+//m33f7Q+lixZQlFREc899xxz5sxh3rx51NTU8Oijj+JwOFi6dCkWi4Vf/vKXAMTj8SnLkacahmidBOLRCM3P3E3HYz9i34t/AUGYElUCoNIjsLd7jB2dI2xqHsBhlZA1lS2twzy7rYsz51bSMTjJoxvbeX57F6X5OThtZmwWEzaLxNNb9tM/FmZWTQFB/zCziyTMkoDdrPfTE1TJKBpnevrZv/Zv0LuVF/52P+1rHsY6vo9ptiDdUQtKdBKnFsuOyyTq4hHJqaG0TM/v5XLYqZ4+hxK3xMLSQ35eTfkS4RRsG5JZVGpiYamJ2UUim/pVZhebkVWNYFKlyiOydVC3QNw6IJORlWwbsgp5DpGkDKoKrw3LjMU0wimNYFIXOkEQcJhhRoGJJ9tlcu0CoZTGvIIM/b17sm1NTI4RC4To6xmgobGekd5x8hx6ihqnPYfOXQO89ORGXnlpC8s/tAgFhbLiSkbHhgHwefIZOfj/3DyC4QDFhYeyBWTkDAuXGT5c75VbvvYl+nY+zcZn/sK+Ha+w8Zm/0LfzaW7+1y8el/7uuOMO5s2bx5w5cygsLGRsbIxf/epXRy27YsUKli9fTmVlJU1NTSxbtoz6+kMBCex2Ow8//DAvvPAC+fn5VFZWcvvtt1NWVgbAZz/7WT7/+c8ze/bsrGXf0bjuuuv47W9/y/Tp06fsf71V/0frw26388gjj/DII49QUFBAfX099fX1eL1eAFwuF/fffz/f/va3qaqqoqqq6og2TyU+kM7FJ5vmp3/DDHMPoO9TtVqXICsqlZFNuO1m9vaM0VDmYyQQY2AszGmzKrJlH9vUTlmeG4fNzIwDqUpeeq2HPLeNEl8OhQcSQL7WMYJJEgkHJhgZHqGgIB+rEiXQsYPTK2AootKQd0hg2sYVwimNcFojo4oIRdMpqWkksuNhwoKbekcUWdUwm83sDdqx+Yo578OHlsE2b9/H3PDLDEVU6nx6uxlFoy+k6X5kr+urMV9C0zT+2pLhYzMsRFIaI1GVfIfIzhGZecUmHGbY0CfjMkOOTcQfVflQjRlF1RAEaB1XmFFgonNSIZkBtw08VoHmMYWBsEJTnsQuZR7arH8lmc6Q7y2gqKCEUCxAnADxUJK60kP7Iz39+xFFiaL8YhRblOHBUepKZxIKBxkPjNE31EOOI4fR8WEUVaW4uIhQIMTq084nmUrQH+jk+s9ffXwemlOY4/VOh8NhBgYGjqnj7etpa2sjkdAtbCVJoqioKGus8GYMDAwQi8Woq6tjcnKSWCx2xD6W3+9HUZQjZm2BQIDBwUGcTic1NTVHdS6WZZm9e/dSUFCQFbx30v/r+zhIMBhkcnKS6urq7FLg4X329vZSUVGR3d+bO/fU+xFmiNZJoPPh/2JazqHZyystI+TnWOkcnKSpwkdhroM+fxiTKCKrKjOrC7Jl1+/po3c0zLVnz5rS5t83tHLxsnrMJl0cVFXjwRd2IKQTfGj5PHLsJvo2Pc506xgbejN47WI2izDoea/GYxoOi+4wvDNRgli7gp6ONs6378lGbH9lMpcVF3+C3a3dJBJJFsxupHdolM7Nz1NlCdMfVqh0SwgCRFMqC0tNvDassKBU32fSNI1X+hXy7AI+u0DruEpVrkh1rv4CDYRVXBaBrQMyPUGFQqfEedMkrCaBtT36LCqZAUGA/pDKrEKRroDehtOit6NpGo+1Zbi0ycL+SZXudBGJJXeRl1ecvd49La+Rk+NhIjDGwtlLiSdi7GvbxeJ5K+gf6kUzZSifVkB6zIrNqqd/6R5s4/QLFuD1ebPPrqqqdLR1YrVZqf6Amr0b77TBicQwxDgJpO1FQBegi4sqZ2gsLyaWSNLWP0FaVsh329nTM0Y6o2CSRAo8DrpHg8ytLaQ8300skcZp1zd648kMi+pL2LXfz6JG/Vfdns5BZpQ42dGVoDjPRce+vUy36pur+U4RAd36zmURaB1X2DeqUJwjHJgZKcTFAObWlykSD6UYASiypBEEgbnTa9nwyhb++vtfcUEtxCSYnq+LxvZBGYsJ/FGNF7szSMDmARlBAKdZYPmBKPB7RmUiaZVoWuDVARmfXU8WmWsT8NgFimSJD1VL2A6Y8a+qNrG2J8OCUjNuq8CiUo0n2zPU+UScFgFZ1Y0xqnJFzCLsn9QjvDfaR1gz3pUVrVQ6hc+bT1lxBQW+Qna37EBVFEqK9F+0FaVVdPTv4/Qzl7Np3TYCw34ks8iZly7PLokeRBRFGqe/sU+PgYHBscUQrZNA7apraHnlryT9HQjhQWqLdQdAt8OGSZKypuxFPhdt/RM0VuSxYW8/daW5uJ023E4bz2/vor7MhyAIxJIZygtcPP5qJxoaifAktcFXKbenyLOK7NjpxWU5tBSQ7xDoC6lsGVSYiCssLTdxxUwLfUEFt0VjdrEEJGmfiJFRNBJ2CbtJF66049CsryDHTCwvj7ZghEg8wd4xEDSNaq9IhUefxe0clvHaISELhJNa1ocKIKPq6U8m4yovdMk05Jnx2kU6JxUqPQKx1NTsyaCnUXFb9YOSKFDmFvEc+FztE4lnNF7Yn2E8aeYcjx41vnVcQZlspb3Li9lkAkGgpmIaAA67E19uHpoGinoovFN5tZ6KZvnKRe/5721gYHDsMAwxTgI2u4PpZ3+Sug9/GU9hOePhBJqmkZGV7PLeQaQD686N5T4sB+Ld9YwEmT+tmCKvk2gyTTyZYXv7KFeubCISz1CcGaDcrqcWLnepiN3ryCRibBhzoWoakigQdNXjspuZ5pWoPCAwlbkS9sPErcIt4raKvDxZQLNcweZULVTMB8A/EWJX1xgLzroEx7wLSVesYG/YzrreDJ2TerqQPaMybptAQhZoypcocolMHkh5kpZVbAeE0OcQaczX96a2DsjE0xoDYY2xmMbOA6GdNE1jx7CC/LqwgbG0RldQpfzANTjMAh6bwOpqFfOBGWJTvkSx102u24s7JxdRPHSPu/o6KcwrYWxyBItZn7kGYqPMWzZ1+dXAwODUwJhpnUTc3jwyp32OdMt61vZ3Y8qtItSxifoyFZOkJ370OHX/DFnR2Lt/mDPnVZORVfI9ejLJmVUFtPaNM29aEV3DQSoKcgg0p8FxqB+HKNOQ2IqSp7G+V8Fhgnl5XfiKBdrGp05lYmmVg79lBiMa+XaIREV6ZS/xgB9ntUjnYABRAJvVzPC+V2nxZ7g8r5PnNZnFdRbK3CJ2s4CiamwakMmxCHROqsQzGqIAHQMyaUXjjKpDESQ0TcNtFYmmtWxCyAafyI5hmf6whqJqlLsFRiMKL/dkKHKKxNIa9Xkia7plOidVfAf2yQSgL6hS5BQxS4KeuiUyQUVTMW2d+8goMlt2bkQURHI9XgaG+5i1uJHqaWWEQhFmT1tMTo7r+P3hDQwM3jWGaJ1k8orKyCu6isYDnzXtn9ny3ENMtm1nYmiY2VV59IzHiUbjnDGrgk0tg7gd1iltiKKISRIRBYFQNIFWOptN404alf3EkikORnaSRIECp773czBausMssH9SodIj0jKmMBBWSckZhqIaaVmjziex1DnC0NgQOa5ClESIkdZ9hENBLqpIICJQ5xW4r8XMmWUainbIrF4UwGURmVusz2wUVeOFrgzTfBJ5DonOSZVil8D+SZX9AZVlZXqQXIDOSVWffaoCbWMyPoeISRS4oNFKJKUxHtcwiRBKwSVNZlwWkf6gQsuYRnWuSGmOwNZBhXxfAa/ar0Fy+njlqR/RsOSfKMgvZmC4l/KSQ4YTGSVMde0H05DCwOD9hCFax5iRzk6Czz+HKZkgXlTMzCuvQpKkt654AEEQWHrelXDelVOOr3/wp6TkfjwOK06rmfFQnHyPgz6/PhuLJ9M0945RmpfD0lk1QA27O5pwtz9KSlHonFQZjarMK5bYMaygaRqCoBs+rO3JsH9SxGaGvAOJHC+oN6Nq8FxnhtIcgeUVJpLyBHubn+X0UhPtsoIo6GbrQ2EFt6jQPg5lbonxuG66nlHBc5i+SqJAnc9E16RCvkMgmFAJJgQWlUnMKRJ5fn8Gl0VPMlnoFHBbRerzJPb5FVQNarz6fcyxCvQE9cSYqkp2v64iVyIuK5S59c+lOQLP2G9kxoKLASioPYO9639NfPrljPiHKS2qQBRF4sk4RVWe9/BXNzAwOFEYe1rHEH9PDx33/4lIXy9Eo9g7O+hY89IxaXve+dexd1RlZDLK1vYhdnSM8OKOHsYCcSLxNNs7RqgtyWVhwyHrtjn1ZQRNBTTlS5TlCCTSGoNhFYcZXumXeaUvQzCpckmjhTqvSM+k7tR7RpUJiyRgMwmcN81EUtZnTu0TKgtKJIYjKqGkvs+0a1Slzify0RkWfU/MrLFvVObFrgxrujPsGjnkKDwS1aNbFOcI7BmRCaVUcqz6vpQgCKysNtMVUNk3qmSNLQDqfCLh1CHPDE3TE1dyICfX4cTSh8pNJCC/fF72s9Xmwm1X8LmHWFQzRlJrR3VGKZ2ew+x504/J38nAwOD4YvhpHQNC4+PsuOf3OCYmkBUFn9PB9JIS0rLMplSKVV89NukUghN+xlo3EUukcQd3okTHiSYzOG1mnDYz/ohCqddCUa6+oRVNKrSIc0k/923KGKbCLdA6ptBYIDER1+gJqiwtPzTZfqVPptCpJ2M8GKNM1TRe6c1gMYmUufWAtYGkyvR8E3tGZeaXSORYD/326ZxUGQorlOToUSxiaYWRmMaMAhNuq0BageYxmRqPRGOBPnPa61eYUSAymdBza0kCVOcKFOfoY9szqjsL51hEXBaBoYjKwlKRIpfEjiEZr02gxC2yf1IlkFApdInICuwazRApvpRpK/8Vmy2HaHCQkWc/y0drQzhMKqNaHsqVD1A6Y8kx+ft8UPlHfKcNTl2M5cFjQNsDf8E+Po7P6dSt8wSBsUiEgpwc8g9LtPZeyc0rJPe0SwEY7VtAqPkFLJkkk4oVMS+P0qoFRMd6Ce1/EUFTUSvOYPGKixmuriP0t6/QHR1irGQ2ycw4aqwDi5Sa0r4AVHkE1vXKrKzSH421PTLjMYUZhRKJDGiAogp47QIzCyVSCuQcqK9q+uyryKUv62maxoY+lSq3QH9Io8CppxGpyDkkWAA1B3y7xhK6OX6VRzfcGAjLiAK4rQIrKsyEUhqVHpF5JRLt4wojUYW4rNHokvDHNJryRSJpkbSi0jmhclmTBbv5WV5dt5FJ7znkTK6hxjrGQEjAYxUock3Q+dpDYIiWgcH7BkO03iaKokzZmxro6qLrmafxBQN0dO7n3BnTKcjRv773DQ0RiMUpyMlB8uQel/EUVdZRVFl31OMsXD3lWMmMZZTM2ISmaUw7MIMKB8Z5/stzqYyHyXOIDIR1EXi5R+OMKt1IQtV0g41kxsT0At3QA2Bjn0woqacf2TKgJ5d0WQT2+fXki0VOfeYlCALFLhFFg7MOi0m4tidDUhazJu/DEd0JuNYr0nQgeWSRS+Kp9jTDEZXPLLTRMqYw/TCha8jXx5jvkEjJupgB9AZlJEGj0ClmjTqWFkR4qv0Baoolygr1R747oFszKibDSvCDjqZpvPDCC2zZsoVMJkNjYyMXX3wxLpf+bPzsZz9jcFAPnGy32ykvL2flypU0NTW9abv33nsvu3fvBiA3N5f//M//fMOyv//972lububWW28lJyfnqGUOjuPLX/4y5eXl2eMjIyP8+Mc/Jj8/n5tvvvmdXv77DmNP6y3w9/TQ8stf0PeTH7H3t3cRCQZpfe45xu+5m9MFmJWXR7HHnRUsgMKcHLomxmlRVfLOOuskjn4qh6clcHvzueKPg/Se+SueEM4mmEA3tlB0y7z6PAkNmFMkUZxzSLBAN4QYiepOvElFY1O/zI4hmWRGD2Q7mdDYNiSzz68QSGior1uALnNL7J9U2TuqsKlPpmVcwWMTUVR9pnaQhnwTxTkiE3GF0ajKRPyQk9ZYTMFjhTK3SH9YY59fYa9fIZ7WsJiEI1IwhFMqZe5DoledK7A+PZPSc286RnfX4FgTDofZt28f4XD4uPUxPDzM0qVLuf7667PC9NRTTzF//nz27t0LwB//+EdaWlooKirCarXyyiuvsHTpUq644gri8fgbtu31eikuLqavr49f//rXb1huw4YNfOMb3+AnP/kJsVjsDcv98Y9/5De/+Q133nnnlON33XUXv/nNb7JZiP/RMWZab0IiFqP/739lodMJHg+oCi/+/m6so6MIB3LPjIbDoGnEUimcB3LeDASClM2dx/TP3HCSr+CtWfDhf2LBh/+JvX+5jdRrv8Ftj9EXkgklIZbRDSRcFkjJajbnlShoNOabGIponFEpsXVIIaOAxwazikyMx1VcFrIisbZHRs7TMIkCyYxKT1DBaxfQVMhzCiyv1J1613RnsIgKsiZgkQTMoh7h/cUumStmWOgNaUwm9BQnIxGFldV6PbMEZhEkEWq9JuIZja0DMl6bCa9dYN+YSsVhVo0AHVEHy7/5FDm53hN/0w3elHQ6za9u/QKuwXXUmcfYlCkgWraSz3/7l+8omeLb4ZprrsFsNtPc3DxlhjM2NkY6nc5+PuOMM/ja1w7tTQ8MDDB//ny++tWvvqEgXXzxxVx88cX87ne/Y+PGjUctE4vF+OxnP8sPf/jDKSlI3my8d999N7feeisWiwVFUfjtb3/Ltddey/PPT81Dtn79ejZs2IDNZuOCCy6gsbExe+473/kOV155JXv37mXPnj3U1dVx9dVXT1lNerP6JxNjpvUGJBMJNt1xB6H+fjr9fgIx/ReVfWSYPLuNfJeLzV1d9I1P4LTYaB/10+n30zYyyngqRfE555zkK4BMJsP+PdsIjL95/h6AWZ+4jdL/6mXFr8exXHYH6eKFjKseJhJQnyfRPq6yeVCjZUyhxivx2rCMRVLZNiizsETitEoTBU6RoYhKMMmUWc1pFSJru2U29GX4W0saiyiwsMRErl2cEml+YakJt01keoFEKKUv343HNXJtArG0Rq1X3yur9YoMRTR2jSi0jeuWhvkOgdeGZYYierT4lKxH0+gKaDTmiZxWZaZtXE9/srFPZshUjdsQrFOSX936Ba5VHuCG2hHOrFC4oXaEa+QHufO2YzsrbmlpYc2aNdx+++1HLMm9UXT1g5SXl3PzzTfzpz/9icx72Lf++te/zhVXXMH8+fPfVvlZs2ZRX1/P3//+dwAee+wxSktLWbhw4ZRy3/zmN/nIRz5CKBSitbWVhQsX8thjj2XP/+pXv+Liiy/m8ccfRxAEbrvtNj73uc+97fonE2OmdRQymQxPfOfbCBMTrG5qxOt0MhAIMBGNoGmQkVXMJn0ZcP/YOAsqK0jLMsFEAp/Tif3yyymoPLmOquEJP4N3XUljcjtjiofu8++g5vSPvGmdg79iF19yA1yizxL7tr9AoPU50g055Ox9AFOkl4Gwik2C0ShU5opIBwIEFrlEOidV7CYIJlVybfpvop6QRiStUu4xUeWR6A/pduoCevqSg+GWAgmNQqf+/1QGZhcKWE26if3zXRlOr9RN8bcMyJS7BeIZfe+qJEc80L9E+7hMuUeizmdiMqmb4x+kwClS5dGdq23Kfvq3PUfFoiNTkBucPMLhMK7BdeTXTv09XeAUcHatIxwOHzMLxebmZoAp+areCXPnziUWizE0NERV1Tt/31944QXWrVvH9u3baWlpedv1Pv/5z3PnnXdy1VVXceedd3LjjTciy3L2fG9vL9///vfZsGEDy5YtA6C+vp6bbrqJSy65JFvuqquu4jvf+Q4AK1euzM4K3279k4Ux03odE8PDvPjvN3N5ZQVmk4ndg4Ns7+lF1TTCqRQNRYVU5nkpy82l3e+n0ucllEhSkptLsdvNMz29VM6ec7Ivg5E1dzE9tQNRECgyhcms+f67aqdy4dlMu+aHuOtPY6ZlgPo8iYY8iemFJsxmE/KBjMMtchkdeasYKF5NX9m5bFcb2Temm7C3jcvU55lozJeo8IgUOEWCCZVar8COYZmWMYUdwwqRlIrdLJDIqGQ0jeYxjQq3wGmVJoqcIr1BLZsU8vQqC8srTKQVlVcHMrSPK2gazCk2MadIYnaxxKxCib1+GUXV2DIg0xdQ2NivIgmQSSXo/cuxcUUwOHb09/dTZz56qvc68xgDAwPHrK+D+aQOZhh+pxycYb2T4AEHCYVCfPazn+Xuu+/GarW+dYXDuOKKK2hra+PRRx9lx44dXHXVVVPO79y5E6/XmxUc0Jcq+/v7p2Q0Pu2007L/r6mpIRaLEYvF3nb9k4UhWq9jxx//wHl1dWzu7uH0ujpWNTSQ63TQMjxMLJViIBAk1+GgPxDg/JkzaSwupiDHRd/kJDk2Gznv4hfX8UBQpy5ZiEr6iDKZTIbWR39G5/1fp3frs2/anre8Hr92aDltLGnG/fFf0mGbzwtjPmqWf5j66TP50JIZ5Ob6OOvcc5CazqYxX8KEgPWw97o+T2JDf4YXu2TMooAkaEwmVJwHYhS2T6gICFR6xOws7PQqM7l23dQ+36nnzNozqpCUBbx2EZMkcEaVichhTsg+u0BKht6QhtUE4ZTGknKJhnxdeCu0PiKh0Lu5vQbHiYqKCvZnCo56bn+mYIrV3HvlYILDLVu2vKv627Ztw+PxHJHk8e3wxz/+EU3T+L//+z++9rWvZdPbf+c732Ht2rVvWtdisfCZz3yGa6+9lk9/+tPYbLYp5yVJQlWnRpY+KMyHC+zRxFbTtLdd/2RhLA8exrbHHkUcHaEtmcRmNuFz6VmA6woKUFWNlpERltfUMBaJIAmH9D7HZmM4FOLptnYu/enPTtbwp+Bddi19LQ9TqfUSk03Iyz57RJnWP3yFWQP3IggCoZY/0Mv9VC0++nJZfkkFfRf9hva1P0PQVEznfJ7Fp13GtKUX0PN//4bNemiD3GKWUBQVk9PN3haZM2rMPNySRtH0eIQjUZVMRmNu0aEUJglZyYZpApFnOtKkFQHQj/UFdUvEDlU3xOgKiDTlHxK1/pBKb1AhlNTomNBfsHBKI5TScFs1ynJERqIaQxENn10XtFKnSldPO41zFx+bm27wnnG73UTLVjIWe5AC5yEL0LGYRqx85TF1Xq6treXSSy/l3/7t33jmmWcoKirKnuvs7ESSpCOyER9k3759/OhHP+LGG298V1/kK1asmGLocVAkCgoKcDqdb1n/pptuwuv1HjHLAliwYAHRaJQXXniBs88+G4C//OUvNDQ0kJeX95Ztv9f6xxtDtA7wtx/ezjkWM+4Dvhc7+vqmnNfQqM3P49XeXgTA6zgURj2ZTrOhs5MVn7/plPglApBfWU/wxqfpaNmI1VdO0+zlR5TJdLxAW/zAcpmawNK5Bt5AtAAqF58Hi8+bcsybl8+LExo1xUlyXfovvmRaRpJERno6WZInoWowt1ii8aAPllMglCsxmVBRNJVwSiOtTLWLr/ZK9IdUhiIaJkFA1TQa8iRybfByt0xSVajzHYoS77MLbBtUWFWjH4ukVHaNylR5JKIpleEInFtnQhAEeoMqAjAcVRFGmwFDtE4lPv/tX3LnbfoeVp15jP2ZAmLlK7nxtl8c877+8Ic/cM0119DU1MTq1aspKiqio6ODkZGRrLEDwFNPPcX4+DjpdJr29nbWrVvHpz/9ab73ve+9YdsvvvgiTz/9NHv27CEUCvG1r30NSZK4/fbbWbRoEYsWHcrVtnPnTn72s59x4403Ulxc/IZtHqSkpGSKNePhlJaW8oMf/IDLL7+cyy+/nEAgwNq1a6dcz5vxXusfbwzRAh79wfepDAVxV1dnj2VkhcFAgDKvl+7xcbwOB/uGhshzOrGYzOS5nLSNjCKJAs0jIyyqqsJ0YiNivSW5hWXkFn7sDc+ryUjWmTclq2we8TPtXfQz/UMfY/1fvk5TZQHBeIagbEHVNNzxfiwugec6M6yqPvSouW0iQxGF3qBKsQu8dj3w7WvDMlZJwB9TCSdVFA0ubDBjOWBq3zym4LVL5NoFeoMK7RNK1vrwtWGZau/hvmQic4tM1OdJ9AQUKjyHfLeqckU29GWYW2RiWDJjcGphsVj40n/fRTgcZmBggIXl5cctPFRubi5PPvkku3fvZsuWLciyzMc+9jHOOOMMTAfy1331q1/F7/cjCAI2m42zzjqL++67j4KCoy9jHsTpdFJcXExxcTHnHLAmPriP9nrKysr40Y9+9KbX+dWvfpU5c46+X7506VJuueWW7OevfOUrnH/++WzatAmbzcavf/3rKcuYt956Kw0NhzJu+3w+fvSjH2X3196q/snEiD0IrPvaV6nOyyPXbsdttwPwSmcnNXl5tIyMkO9yIYkSnWNj+JwO8pxOZpaWAhCKx9na20teYSGNX/wyDtfxjbDQsu7vmIY2oyEhTTsbLTYB/makikXULLvoHbXV9m9VNDqC2c/tM75Cw8dve8dj6tz4BNOeuyb7WVE1eqsup3nnVjzRHtKySr5TyqYoGYootI2phNMalzbpy4qTcZW2cYXllbqIPNWWpjJXZFbRIbHrmFCoz5N4dUAmmVboj0C1V6TAIVKdq1suzjyQGTmQUImm0ZcHLTAUVsl3SQjojsUb+mSsLg/lNz1JedOCd3zNBoc4Fd9pg39cPvAzLU3TSKQziIJAp38Mp81KRpbxR6Isr62l1KsbHyiqit1ipmPUT4HLxfbeXmRVJZJIEk6nKD195XEXrL72PVRFNuM4MDvy9z5OetMfKHdpxHZJdMb/l2mrr5lSJ51K8dr/fhLX2A4S7joaPvcHLA43/Xs3MeKYTiObAIjJJixV7y4Gn2BxIKu68zBAUhGJxpOkAn5Us25EEctA27jCWEwjpWjU+0QcZoFdIwpzikR8DpGCw27ftHwJs6ibtTsO5OeaTGi8NizjsoDDJCKZNASE7LJjaY7I5gGZjKLROaGwqMyMWYShiEZDgYTPLpLMqLzcI7O6xoQgxHntLzdR/u2jO34aGBicenzgRUsQBIKSRIffT57TiUkQEUwm8l0udg0MMrdcdzBc39FJQ1Ehi6qryD8gTp1+P3kOB0PVNcxYufK4jzUdC+A4zAwvP8dGS8ZEcDSJJCqMr/09dWdejSAIJGJRBna9TMsTv+ASyyYUq0b36AhrvjydBp9AIJoi1yrxglSMp2oW3kUfY9rSC97VuGoXnsnu3Z+hpvMe0orKtpAPT2gdZ5QkaZsQsZoErCbw2SVGInpkeJ9dXybJtWt0BTSqcyGY0JM4miWB/pDKWbVmOiYUBEFgMKyQYxEodIrsn1SQVY0Cl0Rtrsg+v0JDnkgwqaCoGn1BhfOmmSk94OC8d1TJ9mczi5TkaNmlQsfEbtqe/BWNF37+PfxlDAwMThQfeNHqePllqnw+Wjo6OK2uDsuBdWyryYTNZGL/2BgdY2Osbmhg//h4dlkQdKvCx5tbWf2lr5yQsRbVzKKr6wVqPbo5+7odnWjBOB6rQIFNZJq6lb33f4ucxR+n62fnUyiGqFJV/jahUeiC0yvNFDll9vhV3FYo98Ac6wg9CQd5c1a/Re9vjCAIzL3+Z4z0f4nQ2BBNT32RarmDCcVNwJaDog5lHZBlTSPHcmjvySQKDEUV+sMaIrCo7MCsyQUvdmUocooIgm4Cv6BU/9uUuUVe7Epjk8BpEWjKF9kxrCCJAmVugZGomhUs0MM8HU5S1hiLqeQ7BGIZjZxXfw2GaBkYvC/4QIvWYGcnhbt30jo8wtKa6qxggR7t4pl9+5heXAyqxitdXQxMTpJrd1DmzQVg98AgTTfcgMtzYrLe5uT6yJxxI+1tr6BpIlLfvZxxwFpuIq6ya1RBHfsFzY/+hOl5Ai6LQHWumVmFGi92Zdgf0EjKGjaTiiBIyKrGXr9Gna+LoeZNuM+47D2Nr7iimuKKaqJ1z9PRtgNPSQ2r7A6eumUZTbZxZBUWlEi82KNyXq2es2v3qIzDBHU+EwPhQ74hDouIy6Lij6mUuATyHFMD4FpEgeGIiqyARdID4s4qNFHkEvHahOz+F0A8rbGxL0NJjkRS1ih3i+weVSh2CeRYBCZiGerf05UbGBicKD7QopWYmKDMaiUlp7NWgjX5+QC82qM7F2/s7qbM7SHHbmN6cTH7hoZpHR0BwFxdy9w3sOY5XvgKS/AVfpRUKoX579cB0DKmYBLBJAh4bTKeIhFRgOpc/UtbEgVqvBLDEYVCp4g/KrC6Vj+X74BdfsjLrzhmY3R5vNQvORTd/tw7Wuj8y79hHtrGSF4D3hUrWffIF3GaNMbjUOwSGIkqDEc0Zh0wpNA0DbdVICVrDERUZFWgIU/3yxoMK+Q7BaYXmOgNqlgkjbNqLYzHVXqDKlW5Im1jMjvTCuG0hk3SrQkrPAImUcy2PfNAmpIIvmN27QYGBseXD7RoFdbX0/bC81gkE+ORKF6ng45RP/vHx5hWUEAsneHSuXNRVJW9Q0OQTHHOjOl0+v1MKyyk4/U5N04gFouFsKWYnuAQ1bki9gPGCpv7MrgP7N9o2qG9m5QMp1VIiKKI1QT+mErhgbxX4cLFzJ2+8OgdHQOsdjszr//f7GdN03jukZtxaDHsZj15ZPckrK6VaBlTdGEKqZxRLZFRoCpXwG3VLf5GYyqaKvCxWRY0TWMyrjL/wLJhvkMkkFAYCCl0BRRqfFI2mWXbuMI+v4rTDLEMVHoEeoIq1bkiyCkGezqxWO0UlLxxkFQDA4OTzwc6jJPb52OypoYcm5WBQID9fj9D4RB5DieaBtX5uve3JIp4bHZUTSUYj+Ow6F+YqZPoHS4IAsWf+TPtqYKsYO3zK7isup9TuRs29Ol5qDomFKJpjc6AHi0irUCLX48aMRCByo++sYPk8Rp7SWUN1V4JTYWZhRL1+RJWkx7hfZpPpOxAUseJuIrHJuKPadR4JT46w8qqahOtYzLNYyo289Rlw7GYxmBEwyzpYneQxnyJSEql2isyt1iiyCWRUTTGYyrdbXvp++5c9t7cwI77bjuRt8LAwOAd8oGeaQEs+8TVdJRXMPLadmQNxnt68KkqTqtlykwlKWcYCoXpy3FTW1VNa04Ojeee9xatH18ki4Nyl0J3QKHAKSKrMLfYhKZpPN6eJi0LFDj0jMCjUZVil4Tbql+P1ybwwF6Zskv+gzNmLT3hY49rNoajKhW5IlaTiFVSCSb1NCSaptEbVNg7qlHo0scbSmlZR+JCl0h3SMVl1h2TuwMq1bkCXQE9j1eRSyTHAj0B/ZpBF79kBiQB9voVrBIEkxp7RmXOrzfjtOgi+cqaHzN42icoqz01cgcZGBhM5QMvWoIg0LByJQ0HTNYVRaFr+zZ2PP0UA52dLCgpYTKRYH9GZs4Nn6Vi5syTPOJDhPa9wAxnED8CL+7PcOl0C/6YSiip4TSLfKhKZG2vSvuEHun8oGCBnqajwq1SaDo5AWPzTElqCyR6gvoSa4VHpC+ksmtEPpC9WA+Auz+g0j6hkJZf14AGJhGKXSLxjMaL+zO4rCKziyQyKqQVcFsF2sZ1q0IRjUhGY0OfzLJyUzZmod0sZGeqAA6zRjrxxtljDQwMTi4feNF6PZIkUb9kKfVLlqJpGoGJCSpdLhpeF0n5VEB1FqCoek6pXJvA/kkFj02gPk/CYYY9fpU5RSLDUd3AoSugUuvVZxTbhnR/qQFOTqzEVN15CO2tqJqGP6bgtYkEkxrLyk28NqxQ4ISRqMbcIglJhLZxlZ6AQrVXYiymMh5XEAWJ1nEFEQikNM6slbKm9bU+kZGIQkO+/ohnFH3W3BVQsoIF4LNDNH1I0FMKZEZaYKYRJeODRDQaZdeuXWQyGRobG6eELFq/fj2hUAhBELDb7ZSXlzNt2rQjQjJt376d4eFhAOx2O2eddRZHY2hoiJaWFmbMmPGmoZEO9nvmmWdOCaKbSCR48cUXcTqdnHnmme/lst+XGKL1JgiCgO+ANeGpSP2HrmTdpocoG3mehKwRSGjU+XQRKnNLDEU0CpwiCVnFZRFIK3oopNGYRo5ZoDeokbPskydl7DOv/g7tz9cihvrYt/H/qIn0MrNATyjpcwiEklCaA91BlaZ8iZmFEi1jMpv6MtTnS1zYYOW5jjR7lTrqLGMUOSNZwQJwmAW2D6sUOPWAwNuHFYqcEE2rdAcORZQfi2kEEgC6Y7JFBPG1P8BZ1xx13AYnjnA4TH9/PxUVFcctPFQmk+GWW27hzjvvpKqqiqKiIjo7O5k9eza/+93vKC0t5V/+5V9IpVLU1dWRSqVob2/P1vuXf/mXbFvPP/88GzZsoL+/n4mJiSNyf8myzBe/+EXuv/9+5syZg9/v56abbprSxuH8y7/8C3v27OGOO+7gC1/4Qvb4/fffz+c+9zlqamro7Ow8LvflVMYQrfcxgiBQd9kt5P55HYMhBVE48rzDrEeRaB7TZyThlEZKVilySkRd1TTVnJy9G0EQaDxXN9lXi+ZgfvSTiALsn1TJswv0eJYTLaojZ+997BiWybHoPlVmSSTfIZLIaBTm5dL06TuomH8mO7+5hK2DzSwu0/f0tg0pnF1rIiVr9Ic1BDT2RrxUXf519j33E4YiARRVDylV6JQocAqUuET2+FVUyX5S7omBTjqd5le3fwtXsp86n8SmSYWorYLPf+M72ezax4ovf/nLPP7446xbt25Kyvpnn32WiYkJSg8EE/jUpz7FzTffnD3/2GOP8dGPfhRVVfnSl74EkD3/u9/9jttuu+2Ivr73ve/x0ksv0dLSQmlpKYqivGUK+wsuuIA777xzimjdeeedXHjhhdnMyweJRCLs3bsXm83GzJkzp9yrF154gXnz5qGqKs3NzVRXV1N9WIDwt6p/KvGBth78R6B8xmIGl38HxVWC2yowFNEddDsmFZKy/n+fXWBGgcRevx6E1lMyDaV0MYVX35k1NDmZNK78CL0N/4/mcY3SHIFuSxOnfeP/qD37BuoLbCwo0aO12+xO/J55tFDHtsKrKPvaOioXrEYQBPI/8n3seWVsG1J4Pj4L7UP/wYDsoz9qxmYWKa2s47SvP8jSj3+F5be+jG/BJdirFlF82Xcxffz39Mt5NI+pOPPKcZ7zjZN9Sz7Q/Or2b3HtjAQ3nFnJmXPLuOHMSq6ZnuTOH37rmPYzMjLCb37zG3784x9PESyA8847j9mzZ79h3UsuuYQvfvGL/OAHP3hbfamqyv/8z//wn//5n4TDYdauXcvk5CQf+chH3rTeueeeSyqVYt26dQC8+uqrjI+Pc+GFF04p98gjj1BVVcVXvvIVPvGJTzBr1qwponbttddyww03cPrpp/Ptb3+b6dOn86tf/ept1z+VMGZa/wA0Xvh5Gi/8POt+fgOe1gdon8gwGFSZVSQxGVfx2gX2+BU+XG9jr3keS25be0qI1eGs+NxP6Nl9BYPxELPmrMLmcOCcvpDWZd9GevVXaIIJ8ex/Y8Xqoy/bVSw8m5K5zUQjETy5ufr1XfvvaJpGMBDA7fFkc53lVUwj76a/TKmfPv0yhrrbKCyvxfE2kvAZHB/C4TCuZD/5nsopxwty7TgTfYTD4WO2VLh161YURXnX+0IrV67kJz/5CUNDQ9kZ2RvR09NDIBDg4Ycf5tvf/jYlJSXs2LGD22+/fcos6vUIgsA///M/c+edd7Jy5UruvPNOPve5z03J2xcIBLjuuuv40Y9+xA033ICmaVx//fXccMMNbNx4KBi0zWajtbUVURT585//zFe+8hU+//nPv+36pwqGaP0DsfLLv6O35UZMe57GmQbP/odIhbvZ2C8TUUyEy1cx/1/uO+UE6yDVc1Yccazpoi/ARW/8Uh+OyWQi90BU/oMIgoDX99YRLywWC9WNb/zL2uDE0N/fn92XfT11eRIDAwPMmDHjmPSVTCYByMnJeVf1D9ZLpVJvWTaRSAC6dXJbWxuiKPLYY49xxRVXcNFFF1FVVfWGda+77jq++93v0trayiOPPEJ7e/uUZcWtW7ciyzKf+cxnAP2Z/+IXv8iCBQuIRCLZcV5zzTVZ45GlS5fi9/tJJBJvu/6pgiFa/2BUTV8IB6JbBEY+ycSeFyly+Fi+/OI3TEBnYHCqUFFRwaZJhaPNffZPKCwsLz9mfdXW1gLQ2trKvHnz3nH9trY2LBbL20qOWFhYCMDll1+efQ8vvlh/J3fu3PmmouXz+bjsssu45JJL+PCHP5xt6yAHheXwH6MHZ6OHi47dfmiv9uBMTVGUt13/VMH4FvsHxltcybRzrmPaaZcagmXwvsDtdhO1VTAWTEw5PhZMELNXHlMrwgULFjBr1iy+973v8fpcuLIsEwq9sQ9jLBbjxz/+MRdffDG2t+EOU1BQQGNjIz09PdljQ0NDpNNpiouL37L+l7/8ZRoaGvjKV47MKDFjxgxGRkbYv39/9tj69evxer1vS1Dfa/0TjTHTMjAwOKX4/De+w50//BbORB91eRL7JxRi9kpu/LdvH9N+BEHgL3/5C+eddx6nn346V111FUVFRXR0dPCXv/yFu+++m6VL9Wgxra2tPPHEE6TTadrb27n77rtxuVz84he/yLbX2dlJa2sru3fvJplM8sQTTyCKIhdcoOep+973vsd1112H3W6nrKyM//mf/2H16tUsWfLWyVfnzZvHE088cdRz06dP5+Mf/ziXXHIJX//61wkEAnznO9/hu9/97tvaCniv9U80gvb6nxhvgqZpPPHEE3R0dLBkyRJOP/30KefXrl1LJBLhooveOO27kZrbwOAfi+P1TofDYQYGBigvLz+u3xWhUIg//vGPbNmyBVmWaWxs5JOf/CR1dXUAfPGLX6SrqwtBELDZbJSXl7Nq1SouuugiTIelM3rwwQe57777prQtSRKPPvpo9vOaNWu47777SCaTLFmyhBtvvBGr1XrUcX3xi1/kvPPOO8JSEOC5557jr3/9K3fddRegL/PdfffdbNiwAZvNxmWXXZYVS4B/+qd/4mtf+xpz584FwO/3c/311/PXv/4Vm832lvVPJd6RaH3yk5/kvvvuw+v1EggE+PjHP84f/vCH7Frpj3/8Y0ZGRvjxj3/8hm0YomVg8I+F8U4bnEje9kbHjh07eOyxx9izZw+Tk5OsWbOGTZs2cdFFFxGPx4/nGA0MDAwMDIB3KFqXX345s2bNAuBDH/oQr776KiMjI4ZwGRgYGBicEN62aNnt9iP8EUpKSlizZg1jY2OGcBkYGBgYHHfetmitXLmSzZs3I8tTc0QUFhayZs0aJiYm3nZIEwMDg1ObWCxGOp0+2cMwMDiCt23yXlFRwUUXXcTzzz/Phz/84Snn8vPzeemll7j44ounhNA3MDB4f5FMJtnyhxdxtGSQJQXH2eXMueDEJwk1MHgj3pH14LHAsDQyMDj5dG5tIbhtEM0sQKWNgY0ddO3bjxbLsKB0BvV51QiCwHg6ROW/r8CX/8ahsIx32uBE8o7CJKxZs4Z58+Zhs9loamri4YcfPl7jMjAwOE4Mtvey+adPsvfFbbz6yFqsTwRYnKzjgvLT8FhzGItMsmVgN6/27iIWixEJhU/2kA0Msrzt5cGJiQkuu+wyVqxYwcc//nG2b9/OlVdeSWtrazaGl4GBwanP5ofWUOupoDK3lO7AAD6HB4BYOsGSitnkOfSgw61jXQQSIZZVV5zM4RoYTOFti9ZLL73EzJkzefrpp7PHLrvsMp566iluuumm4zI4AwODY8tI3xD9mzspLJ3BcNiPqqrZcwk5SXHOoYC0HlsOmqYdEZfPwOBk8rZFa3BwMBuH6yDLli07IqW0gYHBqcu+57ezunYZPoeHSCrGZCLEnpF2SnIKGI2MU+zKx27WA8BGUzH6oyNTQhX9I6NpGoqiHHG9iUQCRVGyYZwOz2X1RqTTadLpNE6n8w3j9x1s92hlotEooijicDje/QWdRDRNIxaLveH593Jtb3tPS5blI/5YJpPpCBN4AwODUxf7JNnlwByr8/+zd55hklRlw76rqqtzmO4JPTnvzuYc2AAsaQEJgoAkE6AoKIogvggmBHxFROAzIAoiCoq+iCCCgCxpgc3LptkwOfeEnp7pHKqr6vvRSw8Du7LAbAD6vq69drrq1DlPVVfXU+c8ibSmEoyHeb1rM/5ogNXtG3mjbyeberbzRm8jU06f/y49fvh58sknWbZsGSaTCbvdTkNDAz/96U+z9baWLFlCfn4+Xq8Xi8VCaWkpF1xwAZs3b95nf/F4nJkzZ+JwOBgYGNjvuEuWLMHhcPD444+P2/7000/jcDiYNWvWhJ3joaa7u5vi4uLsP5fLhcfjyX6eO3fu++77PTliPPTQQyxYsCD77+67797nthw5chyZyPbxZTR80SF0i4B3ViWfefhaXDNLSBgU4haNpZ86gfnnH3OYJM14JTY2NhIKHTxHkN/+9recf/75nHvuufT09BCLxXj66acZGRlh3bp12XY33XQTkUiEVCrFa6+9RmlpKYsXL+Y///nPO/q8/vrrmTJlygGNP3/+fO65555x2+655x7mz9//y8Jbl3TfJBaLoaoqQPb/N3lzBvle+nt7n4qi7Dd2LxKJvKOPyspKIpFI9t+SJUv49re/nf28Z8+e/crzbhzwvH/u3Lmce+6579ruvxUzy5Ejx+Gl8hMzaP79WlxBIyFHitNv/zzFNWXZ/efc9IXDJ9xeUqkUV996NRsDGwk5QzhDThZ4FnDXjXdhNBonbJxIJMJ1113HD37wg3F1qurq6vjf//3f/R5XU1PDz3/+czo6Orj22mvZtm1bdt9LL73ESy+9xO9+97tx1YX3x/nnn89tt91GS0sL9fX1dHZ28uqrr/KDH/xgXNkTn8/HN77xDZ577jnS6TQrVqzg3nvvpaws893V1tZy8cUX8+9//5uWlhaqq6t55JFH+OMf/8gDDzxAKpXisssuG9dnU1MTV155JWvWrEGWZc466yzuvvtuXC5Xts/LL7+cxx57jK6uLs4//3yam5t56aWXsn28+OKLnHnmmfh8Pux2+7tf9AnggJXWCSecwAknnHAwZcmRI8dBxltVQuEPPklgOMD0fM8RWRz06luv5sXCFzHUGpCRiRPnpdBLfPPH3+RXP/zVhI2zdu1aQqEQF1544fs6/tOf/jQXXnghgUAAj8dDOBzmS1/6En/5y18O2A5osVj43Oc+x29+8xt+9rOf8dvf/paLLrponALQNI1PfvKTzJo1i87OToxGI9deey0XX3zxOAXy8ssv8+yzz+L1ern44otZtmwZ3/3udxkaGqKrq4v58+dzzjnncNxxx6EoCmeccQbHHnssTzzxBKFQiE996lN89atf5aGHHsr2+fe//50nnniC+vp6BgcHqaioYPfu3dmZ5G9+8xsuuOCCQ6awYIIrF3d1dbFmzZqJ7DJHjhwTjCiKFBQWHJEKKxQKsTGwEYNj/ENfckqZmdcELhUODw8DvO/qvG/OckZHRwG45pprOOecc1iwYMF76ueKK67gD3/4A6FQiPvvv58rr7xy3P6NGzeybds2brvtNiRJQlVVfvCDH/DKK6+Ms5l9+9vfpqKiAqPRyLnnnovFYuHGG2/EaDRSX1/PokWL2Lp1KwDr1q2jo6ODO++8E5vNRklJCT/+8Y955JFHxi0BXnfdddTX1wOZlH2f+tSn+M1vfgNkanI9/vjjXH755e/twn1APvBdqygKjz76KKeeeio1NTXvMCrmyJEjx4HS3d1NyLlvxRR0BCfUW9nr9QK87z47OzsRBIH8/HxWrVrFiy++yLe+9S0ikQjxeBzI2IUURfmv/UyaNIl58+Zx4YUX0tDQwPTp098xTiqVoqqqKuvIUFdXh9VqHSe7xzOWtcRkMo37/Oa2N51L+vr6KCwsHJd2r6amBlVV6e/vz24rLy8f18eVV17JH//4R+LxOPfffz9Tp05l4cKFB3K5Joz3rbR27drFtddeS1lZGVdddRUNDQ2sWrWKH//4xxMpX44cOT5GVFRU4AztOxWUK+x6x0P0g3DUUUdRUFDA73//+/d1/B/+8AcWLVqEy+WisbGR/v5+qqurKS4uzppSZs6c+Q5Hi33xta99jZdffnmfMa81NTVYLBb8fv8454ZIJPJfHTb+G5WVlQwODhIMBrPbdu/ejSzLlJaW7ve4o48+mvLycv7yl7/wu9/9ji996Uvva/wPwntSWtFolN///vcsW7aMmTNn0tTUxIoVK7j44ou56667WLFixQHFMOTIkSPHvnA6M04Xami8t5saUlngWTChuQ3NZjP33HMPP/vZz7jhhhvYvn07g4ODvPbaa1x66aU8//zz2bapVIpIJEIgEGDt2rVcfPHFrF27Nust/fWvf32cMnn99dcBaG1t5etf//q7ynLmmWcSiUQ477zz3rFv/vz5LF68mM985jPs2LGDgYEBnnnmmXckLn8vLFq0iGnTpnH55ZfT0dHBG2+8wXXXXcdll132rva4K664guuuu47+/n4uvvji9y3D++WAldZjjz1GcXExP/zhDznppJPo6OjgySefZNGiRQdTvhw5cnzMuOvGuzhu+Dism6woTQrWTVaOGz6OO2+4c8LHOvfcc3nhhRfYvXs3p556KrNmzeKGG25gxYoVHH/88QBYrVZ++tOfUlJSQkNDA1dccQWFhYVs3779HQkX3kSSJGw223+1G1qt1v16Q8qynF26EwSBxx9/nJqaGs4//3zmzp3LL3/5S2666aZse5vNNk7ZGAyGd1TcsFgs2fFEUeTpp59GkiSOOeYYzj//fE499VR+/vOf77fPN/nsZz9LKpXivPPOIy8vb7/n9/ZzNZlMB9T23TjgLO933HEH//M//8PXvvY1vvzlLzN16lQAfvazn9Hf38/PfvazAxowlxE6R46PFgfrNx0Khejp6aG8vDz3rDiCGBgYoKKighdffJFly5Yd8vEP2OX961//OtXV1dx3333MnDmTJUuWcPnll2cNjjly5MgxkTidTqZNm3a4xcjxFkKhED/+8Y+ZNWvWYVFY8B6UlizLnHPOOZxzzjl0d3fzwAMP8P3vf5+Ojg6WL1/Oyy+/zPLly3M2rRw5cuT4CBIMBikvL6eysnJcLNeh5gMVgdR1neeff5777ruPxx9/HKfTyU9/+lMuueSS/R6TWx7MkeOjRe43neNQ8oHSNwuCwEknncRJJ53E8PAwf/rTn/aZmypHjhw5cuSYCD7QTOv9kHsry5Hjo0XuN53jUHLAM61HHnlkXLLF/XHhhRfy1a9+9QMJlSNHjhw5cuyLA1ZaPT09rF27lpNOOum/ZnIvLi6eEMFy5MiRI0eOt3PASuuUU05h7dq1/Otf/+KYY47hsssu46yzzpqwgLEcOXLkyJHj3TjgjBgzZszg0Ucfpbu7m5NPPpmbbrqJ0tJSvvGNb4yrJ5MjR44cOXIcLN5zwtzCwkKuvfZadu7cyT//+U/C4TCLFi3illtuORjy5ciRI0eOfXDmmWfy6quvHm4xDjnv2+U9HA6za9cudu/ejSRJOVtWjhw5PpT09PRwzz33sH79ehRFoaGhgcsuuyybV/Xiiy9mz549CIKAxWKhvLycY445hs985jP7LX54ySWXsH37dp599lny8/MPity33norlZWVE96vz+fjjDPO2O9+r9fLU089NeHjHijvWWm9+uqr/P73v+dvf/sb06dP57LLLuOCCy7IubrmyJFjQgmFQnR3d2fKlRyk58uaNWs49dRTWbFiBV/60pfwer20tLRw9dVX85Of/IRjjjmGxsZGjj76aD7/+c+TTCZpamriN7/5DT/5yU944YUXqK2tHdfnb3/7WzZs2EBjY+O71tL6IMycOfOg9Jufn58t9AjwxS9+kfnz53PFFVcA7DfJ7yFDP0BWrVqlT548WS8oKNCvvvpqffv27Qd66DiCwaAO6MFg8H0dnyNHjiOLif5NJ5NJ/bu33aBfcful+rf+fKV+xe2X6t+97QY9mUxOSP9vkk6n9draWv2SSy7Z5/5YLKbruq7Pnj1b/9///d9x+1KplD5r1iz95JNPHre9vb1dr66u1p999lkd0H0+337HP/nkk/V//etf+te+9jX92GOP1S+99FK9p6cnu/+zn/2sPn/+fH3RokX6BRdcoL/66qvjjj/jjDP01atX67qu63feeaf+rW99a9z+pqYmfdGiRfrIyIiu67quqqr+q1/9Sj/zzDP1lStX6rfffruuKMp/uUIZli1bpt94443v2u5QccAzrc2bN9PS0sL8+fPZsGEDGzZs2Ge7XJxWjhwTg67rCIJwuMU45Nx8103knShT7pmS3RYejnDLXT/iR9+eONv5hg0baGtr48knn9znfovFst9jZVnmG9/4BpdffjnRaBSbzYau61xyySXceuutFBUVvev4W7Zs4Stf+Qo333wz5557Lrfddhuf/exneeGFFwD4zne+QzQaJZ1Os379ek455RTWrVuXTSK8bds2RkdHAVi6dCkrVqzge9/7XnZW+sADD5CXl5ctH3LJJZewc+dOvvvd72KxWLjppptobm7m3nvvPdBLdkRwwEpr7ty52enhf6OsrOwDCZQjx8edpp2t/On251CikFdi4XPfOpXSCu/hFuuQEAqFGBb7xyksAEe+nTZxD6FQaMKWCru6ugCor69/X8fX1dWhqioDAwPU1tZy991343A4uOiii9iyZcsB9XHjjTfyhS98AQCXy8WiRYtQVRVJkrLlnyBTZbm5uZkHH3yQ22677R39LFq0iJqaGv7617/ypS99CU3T+NOf/pQtGbVnzx4efvhhenp6sv4H06ZNo6qqittvv/1DZd45YKV1wgknZEtI58iR4+Dwx9/9jQ1PdGI1ORkJD6Cni3j8/pe58oefPtyiHRK6u7uxlZn3uc9WZqKnp2fCypW86UQRCATelyPZ8PBwtp+mpiZ++tOfsnHjxvfUx1sVZl5eHoqiEI/HsdvtrF27lt/85je0tbURi8Xo7+9n+fLl++3rkksu4YEHHuBLX/oS//nPf4jFYpx11lkANDY2Iooip59++rhjdF2ntbWVuXPnvie5DycHrLTi8TjRaPQd20VRxO12fyyXMXLkmEh+/D9309eYYmr5fADKC+rY3v469v4PlNf6Q0VFRQXRfyf2uS/am6T8tPIJG2vx4sUYjUaeeeaZ7GznvfDss89SXV1NUVERf/zjH0kmk5x55pkA2TqDp5xyCt/61rf4zGc+85767urq4oQTTuAHP/gBl1xyCTabjd/85jf4/f79HvPZz36W73znO+zZs4cHHniAiy66KJv8wePxYDKZxjlYvMnkyZPfk2yHmwP+NfzqV7/iuuuu2+c+q9XK8uXLufvuu5kyZco+2+TIkWP/fP60a6h1zaPAMZa/WhREzCY7ldM8h1GyQ4vT6SRfKyY8HMGRP+ZOHh6OUKgXT+gyVn5+Ptdddx3f/va3KS0tZeXKlQCoqsrDDz/M9OnTmT9//juOUxSFBx54gPvuu48HHngAyCiMFStWZNs0NTVx8cUXc9tttzFnzpz3LFtbWxuyLPOVr3wFp9PJwMAAq1evHrdk+Ha8Xi+nnnoqd955J0888QSvvfZadt+iRYsoLCzk5Zdf5pprrkEQBMLhMHfffTcLFix4z/IdTg5YaZ111ln7XPvVNI3+/n4effRRVq5cya5du7DZbBMqZI4cH1W2bNrOndf9Gae1lAJnKb5AR3ZfWlUYjvTy+a9fc/gEPAx87+ofcMtdP6JN3IOtzES0N0mhXsyN3/j+hI91880343K5uPjii9E0Da/XS3d3N+eddx6nnXZatt0vf/lLHn30UVKpFO3t7dTV1fGXv/yFT386s2zr9XrxesfsjgZD5tE6e/bscdsPlKVLl7Jw4UIqKyspLy8nGAwyY8aMdz3u0ksv5eyzz2b27NnMmzcvu91qtfL4449z2WWXcdttt5Gfn4/f7+eGG254z7IdbiasNImu6yxbtoyvfe1rXHTRRfttlytjkCNHhu9ccRuhLsh3FJNSElQUTiKVThII95NQ4vSPtPPgqtsQxfecuOaQcrB+06FQiJ6eHsrLyw/6s0LTNNra2kin09TW1o6LRdq5cyexWAxBEDCbzZSVlWU98vZHPB6nsbGROXPmZBXY29m6dSu1tbU4HA4AUqkU27ZtY968ednvvKOjg2g0yuTJkxkeHiYajVJXVwfA9u3bqaysxOVyZftMp9Ns2bKFoqKi/QYeDw0NMTIyQl1d3QFVmt+zZw8Oh4PS0tJ3bXsomNB6Wt///vcxGAx8//v7fyPKKa0cOeDKc39AiWkqHkfGNbp7qAVRFCl2VzEc6mdEauX/PfzDwyvkAZL7Tec4lEyohTcSieRc3nPk2A+6rvPne59k56u9mBQ3noKxWB63vRBVT7N65z+Zs7yO//eTHx4+QXPkOIKZMKXV2dnJn//8Z/7yl79MVJc5cnykeObRV9n1gp9STwN+zUcqncRoyHh3heIBBkKd3POPH1BQWHCYJc2R48jlgJXWv/71Lx566KF3bH/TEWPdunWccsopHHfccRMqYI4cH3aGh0Z46sE1dDQOwd7QkAJnCb6RDnQdUukEhTPh1pt+dJglzZHjyOc9xWntK0ZAFEXq6uq45JJL+PznPz+hwuXI8VHgyd+/TrTdQr6pgr5Ie3a7y5rPiNbBF687jYYZ7y8rQ44cHzcOWGmdd955nHfeeQfc8dDQEIqiHDEeJzlyHC7CQylEMnnsCpwltPm34yl0sfyCqRx78icPs3Q5cny4OGih9g8++CD9/f3Z3Fc5cnxcKai2ENiR+VuQRD552VKOOXXh4RUqR44PKUd2AEiOHB8BPvWl46hYKuKeojL7k+6cwsqR4wPw8UlqliPHYcJkMnHm51YcbjFy5PhIkJtp5ciRI0eODw25mVaOHDk+1ui6zvPPP8/69etRFIWGhgbOOOOMbOmSO++8k97eXgRBwGKxUF5ezjHHHLPP5OCrV69m9erVaJrGUUcdxYknnviONiMjI9x66637lScvL4/vfve7E3eCHzFyM60cOXIckYRCIRobGwmFQgdtDJ/Px+LFi7n00kuziunpp59m7ty57NiR8Z558MEH2bVrF16vF5PJxGuvvcbixYs555xziMVi2b5uuukmzjzzTEZGRohGo1x00UVcffXV7xhTkiSKi4uz//7+97+zZcuW7OfCwsKDdr4fBXIzrRw5chxRpFIpfn711bB+PSWjQZ7Mc8GiRVxz113jEtlOBBdffDGyLLNz585s4lrIhOykUqns56OPPppvfetb2c89PT3MnTuXa665Jluj6te//jW33347X/ziF4FMOZALL7yQn/3sZ+OS5jqdznF9Pf744xx11FHjtuXYPxOqtLq6uujt7WXJkiVceeWVqKo6kd3nyJHjY8DPr76aY577D26DAQwGiEQJ/Od57rz6av7n17+esHF27drFiy++yOrVq8cpLOBdZzvl5eVcf/31/OAHP+AXv/gFsiyTn59PIjFWwDIej5OXl7ffLO853h8f+GoqisITTzzB/fffz3PPPce3vvUtlixZgtVqnQj5cuTI8TEiFArB+vUZhfUWPJKEvn4DoVBowjLJ79y5E+B9FWmETK2saDRKX18fVVVVPPjgg1x55ZWsX78eg8HAG2+8wV//+tcJkTXHGO/bprVr1y6uvfZaysrKuOqqq2hoaGDVqlX8+Mc/nkj5cuTI8TGiu7ubktHgPveVBIP09PRM2Fhv1qx6vytCiqIAZGtSrVq1itHRUcrKyigrKyMej/PMM89MjLA5srynmVY0GuWvf/0r999/P+vWrePUU09lxYoVVFZW5jJf5MiR4wNTUVGRsWFFou/Y53O5KC8vn7CxZs+eDcD69es56aST3vPxGzduxOVyUVJSQmdnJ9/5znfYsGFDtnz9pZdeSm1tLRdeeCGzZs2aMLk/7hzwTOuxxx6juLiYH/7wh5x00kl0dHTw5JNPsmjRooMpX44cOT5GOJ1OWLSIwNtmPwFVRVi8aEKLTNbW1vLJT36Sb3/72wwMDIzb19LSQnt7+36OhMbGRm6//Xa+/OUvI0lSdtYWj8ezbd70LDzSK09/2DjgmVZ7ezvxeJzLLruM888/f0LfeHLkyJHjTa656y7uvPpq9PUbKAkG8blcCIsX8c0775zwsf7whz9w8cUXM2XKFI4//ni8Xi/Nzc309/fz2GOPZds9/fTT+P1+UqkUTU1NvPLKK3zhC1/IxltVVFTwxS9+kTPPPJOzzz4bSZJ44okn+PSnP8306dMnXO6PM4Ku6/qBNFQUhX/+85/cd999/Oc//2HJkiVcfvnldHR0EAwGD3h5MFeaO8dEEY1G6eztoLq8Juf4cxg5WL/pUChET08P5eXlB/1ZsW3bNtavX086naahoYGjjz466/X3xz/+kcHBQQRBwGw2U15eztKlS/fpYbhp0yY2b96MruvMnDmTJUuWvOvYjzzyCBUVFSxbtmzCz+ujyAErrbfS3d3NAw88wAMPPEBHRwfLly/nlltuYfny5Vmj5P7IKa0cE0FzdxPP9DyGwSuQ6E4zz7yMJXOXTngcT453J/ebznEoeV+LrRUVFXz/+9+nra2N5557jtLSUlauXElxcTEPPPDARMuYI8c7eHzHIxhLJMLDUaKE2Z63ht+uv4uu/s53tB0KDPLEpv/j75v+QlPX7sMgbY4cOSaKDxSnJQgCJ510EieddBLDw8P86U9/GhdFniPHRPLK9hdoHNpKa08LCTWKKWgmFU9hdVmIheN4awp5reMlKos/T/dAF8+1PEk4HSIcDVE0zQPAP/p2UbCzlEtWXp4zkOfI8SHkgJXW6Ogofr//v7Y5/fTTcbvdH1ioHDnezvpda9gmr0OuNTCptpr2rV0oyTRmhxnZJKMkFfa83krB7BIAnml+gqhrlI5t3Tg8Nlo2ZjzB6uZX0xNt5cWtz3HC3FMO5ynlyJHjfXDASuu+++7juuuue9d21157bS5mK8eEM5DwIbvHbleby4qu6dg9NkZ8o9TMrWK0P8Rwa5A93l10+zuJ9kawuMwYrUbKp5aiplV2vdZMcW0RET18GM8mR44c75cDVlqf//zn95lmH6C/v58f/ehHrFmzhvz8/AkT7mARGBklGotTXlqMIAiHW5wcB4DHWEhXcg8GU+aWTSsqkiQSCUQpn1oKgLvExa6W3fzLH6Zsjhcl6WHHS7sw1sgMtA+hpjVseVbQRDoH2vnOI1ejJNLMnTyPT0w/G7crt0qQI8eRzgErrcLCwne4eIbDYX72s59xxx13UF9fz9NPP82pp5464UJOFOFIlIt+/DBbQxYE2US9OIDXZaeuohivBTweD8fNraekcEzxplIpZFnOKbf3SCwe4+/rH6Ev1YUQFzlzxnlMqZ36vvoaDY2wO7CNTl8vss2AIAiYrEYkg0RaSY9ra7Ibsedn3N9lk4zVZaN0cnF2f9umTvxNwwyaB/GUuVASEqvWPkcwFOTKU775/k84R44ch4T35YihKAr33nsvN998MxaLhV//+td85jOfOeIN21f8/M9s9CURjQIkY7R4qtnd4+P1mEY6EkCLteF6+D/Ul+QjyCZS0VHa1QIKrAK3nDuf4+ZPI51O87unXmcwonDc1FKOmff+HsQfZYYCg9z3yq/wzLGThw2Ah7fdx1ed36K4oOQ99/fC7mdJV8Soq6gCMopnpH+Uwsp8/F0BREmksDKfaDBGeDgy7liDcfwtLpkkhiIBKipKQBdA1ymeVMRAsu99nm2OHDkOJe9Jaem6zv/93/9xww03MDo6yg033MBXv/pVTCbTwZJvQnl59yCiowhRtoBkINm3B8FoJelrRk2EMBbVEbdVs3m0H9FkQY0kSMe6SZRN40f/2MIxcxq4/v6n+b82EUEQ+POWHfwOnbmTKrDb7QiCQGBkFH9ghPqaqiNeiR8MNE3jly/cge5IM9AWJ62kEUQRySLw8Ibfc8mSr+DJe29LyDE1ipJMI+9dGvQ4CkjFFYJDYby1hQz3BBjxjaJpGsl4kvatXdjdNiIjUQQglVAwmmXUtAqCgKvIgSiK6LqOyW6i741+jLKJbS1bmFU/Z+IvSo4cOSaMAw4u3rZtG1/84hfZsWMH3/jGN7j++utxuVzvecDDFYj40DNr+M4z3UhmG+noKClfM9b6hUBGGcdaNmAsqEByFaEGB0iP9CO5vKCrKMEhjFY7jrx84pEQqiUPPRVH11SKLQIjooMaJ5w+zcPvNo4QEywc403z26+dgcViPmTneCSwesMrbDK/jMVhpnNbD6IsIhsNmKxG3CV5uPq9XHDU5/Z7/JbmTQzGBvAYC3GZ82gLNPNG5HVUSSUZTVFUVcCuV1pwFFkobSjBZDHi7wlgshhx5NuJjETR0hpWl4WAb5RkNJn5foNxkjGFgnI30WCcyYtrGe4ZQRAF8rxOWjZ1IEkSF8z4PPMaFh7CK/bhJxdcnONQcsAzreeee44NGzZQV1fH6tWrWb169T7bXXjhhXz1q1+dMAEniv/blFFYAAZbHmmrEy0ZIznQhq6lkd1eJGchifY3MNfMxZBXQmqgFSQjeioB7mIiqoQumVD6W7DULUBLxRmIBJDz82hN6fzypS40dzkCsHrYyMOrNvHF0z9eqVm2tm3GsthMf9sgJZOLMJozGSoGO/yoikqc8dm7dV1n7fa16Ogk9RiN8nriSpJgX4iRgVHq5lTjrsq8HKUSCp07upl0VDUj/aOYLJm+C8o9DLQP4ci3Y8uzMtQ5jLPQgcVuxmQ1MeobZcrSSei6TtPzHdQcXQFAOpXGW5ux005eVMuuV5toj7Qwj5zS+rjw+uuvEwqFEAQBi8VCeXk5NTU1+7Vhx2Ixtm/fjqIoTJ48maKiokMscY4DVlpz5849IGVUVlb2gQQ6WLR0+cBdjxodQUvFUcPDJFMJjN5aJIsDXddQ/F1YauaS6G5EsrqQ8ytRw0MYi6owuEtJ9u7GVDoZg7sEZagTY1ENWjyMrmUyUquixFtv9URaOzwnexhRjSojHX6igRjFtWM/aLvHRmg4jOjPOEm8OcG/5o/X8K/dT5KWVI6fvIza2gpMBoGyycUMNvVhcZrRdZ2hzmF0XUcHLE4z/t63Xdu96wV9u/spqi0gOBiir3kAo1mmbn41kAmGL1/oJeyPkF/uhrc9l3QdTFgOxmXJ8T4IhUJ0d3dTUVFx0GZwV155JfF4nJqaGpLJJE1NTUiSxHe+8x2uuOKKbLt0Os13v/tdfvnLX1JaWorX66WlpYWFCxdy7733UlLy3m21Od4fB6y0TjjhBE444YSDKctBY832ZvyjUQhtRy6oQHaXIpodJPv2IFkyZbYFQUSQZAAMzkJkdwmpoS7UVAyDxYEaHkK0OlECvRgLKkGU0JRk5kmn66AqzHOneSOdBtFApRzhk0d9/Mq2eF3F7NqzFR0I9I7gKcu4kfc19QOwqO5YHl79B3x0kggnSYojXHjsmcRicXp7B0j7g+TPrqZnl4+S6RX4mjIlI4rri5AMEug6kZEokUCE4e4ALq+T7p19JOMpQsNhPKV57HqtmaoZ5UxdNonoaIw9r7dQt6CawQ4/sVCceChBLBQnEU3iKHBgdZgZ7hmBUZETpp18uC5djr2kUil+ffPN2If91NmsrInGiOQXcOX3vndQcktecsklXH/99dnPjz32GOeffz7pdJqrrroKgGuuuYbHHnuMVatWsXjx4mzbp556iqGhoZzSOoR8oDROb0fXdbq6uqiqqprIbj8wP//765hKJ6GM9GGw5QEgWRyIexXWm+iaijLUgVxUm/mciiMgoAQHMZdPQzIYSfbuRlcVQEANDZIaHUCNjmBwFDBvXh1fneRlOBxnxZyleAs+PnE/Xf2dbOxZQ1tsNyabiSlL6wkNhRns8BPyh9E1DYfkZl3b67jnWXEIVhxYCW0KUjYl84Ovnl5B04vbsZYVUFDhQUkopNMqSlzJKCzAW1tE9y4foiBizbPSuqkDV5ETg8lAaChMfpmHVELBVZR5M7flWckrcbH1hUY8xW7qF9QAMNQ9THA4TNOaVkwmI3LCzFlHn4fZ/PGyQR6J/Prmm/lMnpOC8kz83XHAUDjMPbfcwjd+9KODPv6nPvUprrrqKv73f/+Xq666ioGBAX7961/z0EMPjVNYAKeddtpBlyfHeCbMvW3VqlUsWLCAX/ziFxPV5QdG0zR+/rdVbG7tIR0aRDCMf0vTNY1o8zqSgx3E2t8g3r0LQ2FmPVtTkghmO7KnBGNRNaJsypQmKJ9KomcXotGEnF+BZHFiKm3A4CoimFQ5cfEszj9x8cdKYY2GRnmy428MFXQj5ms48zPeeVaXNbOkp+lYHBY80+2k8+Pj7AVm+5iSkE0ySVkg1BcgGUviLHSQTqVJK+MLAvY1+VASKXzN/Tjy7SRjKTyleRSUu9nyr52M9o0v166pGgZZpnL62NJ1YUU+heUeaudWUlLvpf7kCnY7N/GPdX87SFcpx4EQCoWwD/spsNvHbS90OLD5hwiFQodEjmOPPRafz4fP52P9+vWoqsrxxx9/SMbO8d95T0rrueeeY9asWZhMJiZPnsxTTz1FIBDgrLPO4sQTT6S6upqvfOUrB0vW98zv/vUqd2+KMTzQh+QoRLK6UAK96GmF1GAnuq4imqwYPWVIFgfGgnLiTWtIDHaiRoaRbC6Sg53wNqOsZM/H4MzYa0STBUGUMGtxTptdeThO87Czo3kb/ugggx1+RvqDSLLE88+v5t+rXiSuJ6ieXUHAN4qvb5CtO3cy3DcCZGbm8chYpVdN0xgNxnCWe+jdMYS/awSLw0zrzg78HQFiwRg7XtqFq9BJKpWmdl41pZOLqZpZTs8uH6LBALKGhk7vLh9KMs1Q5zADHUPYXBaC/rHUTcl4CkmWiAZj2AszdjZRFOlXew7txTtAopEoq59fyyvPrKN5d+vhFueg0d3dTZ1t37XR6mxWenoOzffzpmd0IpHIViPOeUYeGRzw8uDQ0BDnnHMOxx13HBdeeCFbtmzhwgsvZObMmSQSCdasWcNRRx11MGV9z+zuj5Ls3YPBnsnwLVldiCYb6cgwoGOtmIGuKiR9TZjLM9VFdV0n1rweBQ3Z5kZ25qMMdSKWWhFlY8ZJY6/CUmMhlhckOWaRk8WTGlg4o/5wneqEo2kasViMW566hXXD6/CavXx3xXfZ3b+bdb51OFQHw+lhBlODVJgLqTsq45EniALPrXuFkaIwyNC7Z4AzpBMon1rKQ2v/geiRaHujmznN06gqL8PitLDr1SbyvC6iwRiSILD2uUbmtJ6N9XUPUSWEYO1mj9pKaZ0XV5EDT5mHSGC8F+JwKEBzbzsLl87GW1LIYKef3t19lEzyouvFhAMRQkNhlLgCAgz3jGBxmAgORXCX5GWDkM0cWcUkuzq6+c3dv8dlzaeqrJaK0iqaN/qQZInauurDLd6EU1FRwZpojOP2sa81GmP+IaqYvmfPHoxGI8XFxdTWZswFTU1NzJo165CMn2P/HLDSevHFF5kzZw7//Oc/s9vOOeccdu/ezaZNm45IW0CFVUdLRjCXTiYdHEAwlCNIMungEJItM+tC10EaWzYUBAGDy4uWCGEumwKAZM0jNdCKrqUxlTaQ6NtDor8ZQRAQZ9fytbOPPlyneFB4cv2T3PrarQwPDSN6RQwOAz19PZx131mYqk1oSY1YZwz7VDu6ojNr6tkANDe18/zO14jpcUxkAs41q05nfy+Ti6tJqypGJBS7ys5wC4vr5tLfPshQX4Ct3bsIEyUYDzNz9Fg8how9QxAFSmYUYKp1IJuMCKKAzWUlEohmg4ZffW09m8WdiAUivVsG+IRyPBVVJbQMtdO+pZuGJXXouo63ZiwNWUGFhzV/38jy8xfTtrYLySBhdppwyCk27FnHwobF77wwH5DAcABfbz8lZcV48j37bJNMJkkmk/z1wccZGQoxOhJkSv0s6qsbUFWVts5m6qons2d760dSaTmdTiL5BQyFwxQ6xmzOQ+Ew0cLCQzLbicfj3HHHHZx22mlYLBbmzZvHtGnTuPXWW3nkkUfGLW+rqko0Gs3Nwg4hB6y0+vr6WLBgwbhtCxcupKys7IhQWKqq0tc/QN/QCElFo9zr4e+NAax1C1GGe9HTKRK9u9HiIUSTHcmal/UcVHvGCgOq8TBaKorBPeYNJJqsIBkQDTLJ3j2IshHBmoelYhprwgo3//HffO9zR27OxfeCoih8+9/fJpFOIIgCBtlAsieJIc+AJmsoQQXJIuGY4SDlSyG5JNrauli/ewt7etpRTSq8xQSlazomzcjaLW+ghBSUkIKcJ5McTPC7X/6ZuDlBZVk5fmvGDmXSzXRvaskeP1LQTP3phWiaRtOaVpxFme/MW1PIUNcwIX+YRl8zYmFmpVuxqjR1t1JaWoS/dwRXQSZTiSBAPJTA4szcq4HeEez5dgbahxAMYC0wkV/pob9lkD9v+j2PbnsYr7WEc+dfRGXxB3csamvpoGlDD06rh+7GnTjLjIwORIhE4jRu34HZbCWRiFNVVoPBIJMIqyybdxyCINDr6yYUCeK0uzCZTKTTCor20a1bd+X3vsc9t9yCra2dOpuV1miMaGEhV9z43YMyXlNTE8888wypVIqmpibuu+8+TCYTv/rVr4DMsvFf/vIXVq5cyYoVK7jgggvwer00Nzfz8MMPc++997JkyZKDIluOd3LASiudTiNJ0viDDYYjorx5a1cfV9z/MjsDOsnubQhGK/lmgXjpvL0ttOysSQkNkg70oYz60OJhZE8pRm8N4e0vIHtKUeOhvYquO9u/moyhRgLYJi0m1rkDPRFB11QSXduRi2r43cYYDd5X+PTJx4yTKxqLsmrnMyT0ODWOSSycMvFv7xPNa5tfI6kmETQBuVBGGVHQ0dFiGuigjCrgBjWsIufLpIZTvOxfh6nKhFQuQRSSw0mSviSSJlKU9tBu7aYz1ou12oogCUSboohOkVE9gppI0zLUjrkqEx8lCALBYh+b2p5nqraYmGkYsCOKIpMW1fLGszsw28y4S1yoiopkkDDoEspbNGUymKJ1cyeVU0oxO800rWvF3ztCwV73e2eBAyWh4MzPGPuL6guIRxK0bGjHW1OII9+OY+++PzfezzfdN77nVGWKorB61VoGegKMBgNYjDZQDISsYYYCg0idBlwOF+3dbdRXT2F4dAiH1YHFbCWdVqgur82+0ZeVVNDj68Rpd5FIJnijcQNfvPbCD/pVH7EYjUa+8aMfEQqF6OnpYX55+UGbySxbtozW1lbuvvtuzGYz5eXl3HLLLZx55pnjnm2zZs1i165dPPDAA7z88suk02kaGhp49NFHmTx58kGRLce+eU8u7w899BAvvfRS9vPAwACKoozb9tnPfpZvfOMbEyXfAfH/nn6D3TELytBOLLULSUeGCUQCY2GiQuYtXI0FESUZS/UcAJRAL6lAL2rYj7VhCZLRgpZOkerbAwYj8a7tCKKMEvEjIJDo3Y2eDCPnV2Z8MwSRZH8bpsJKbnyqndqKMhZMq8vK9ejmh0mUZ2YQA+Eu5GaZOZPmcSQTioQQjSKWir1Xzw2JngTJ4SSmAhOWGktGeQ0rpPwp0uE0BtfYbSRaRQS/gIZGMpCkkz60gIZtig1ByjyEbZNtJPuTmIpNxLsTaMpYoLCW1hD88EbZvxjW3mD63AYCvQqeMnc2uHigfYj2rV0UVHiQZIl6czV7Am3E5STuhIuG+lqMRpnShkx2d09JHvHnd1I+tRSjWWagbQhN03B5neSXugkOhpAMEiF/BFeRc9wyoqPSwt9f/ivOQgdVzjpm1o3ZNDRN48X/rGb39iZc+U4u/Ny52Re7fz/2IvmmMqoK83EZR+jt7yQYCWCOmZk2aSZmc+b69g30UFtZT11VJmNHR08r7rx8+of6yHcXZscZHvETi8fo8XWx6NhZ2Gy2if/yjzCcTifTpk07qGO8OZs6ENxuN9dcc81BlCbHgfCeMmKce+6579rucMRoxRSVZM9uzFUzM0HCgLGwGmXEh8FVRNLfjS7JqMEBDHYPWjyC5CzA4C4l1rIe0WhFMlpIh/2o0VEEsw1jfsaxIN6+BT2tIbu9aKqC5CzMKCxdJ50IIRpNpMN+Ei4v3/rDi4SUl3BLKb56+kL80gDaiMBLL0qE42aa3a/z/45wpXXK0adw7YvXjtumCzqSSSLeFSevOI9kXxJz2diScKQ5k1k9HUmT6EsgGSUEXUCQBCSrBDHGLxm+Jd2lqdhIZFcEZ5cVi83MlMI6Ck7zIEoiXVt8DP/LjF+I079smGgwTPm0UlxFTpS3xGIVVngo3lGImk5jdVoxmmWiwTjxUByLM6Mc7G4Lndu6KaopwOI0ExwMk1+amXlpmk7X9h5s+VaCg2HsHhs2V8Yho2NzN+JCkbA4QFtoF3qLxqz6OSQSCX5350Poisj8WUtJKSnuuuW3fPN7X0YURSLDSQrKMkraYrGSSCYpL64knogRT8azSsuTV5CdUQmCgGyQcTpc7Ni9lVZjMyajibauZnxDfdRXT2L2wqmc9Imc63WOjy8fiYwY5y6s5unXtyEIYx78b9qrkr4mbJMWkxzswFw2FUHKnHLK34VotCJanAiCgDLSh2TNQ1eSyJ6xeB5T6WSk6AjJoS4MFgdGdxmiKfPA0QM9JPpakSx29LTCbkFEjQXpNZr5yq+f5rNnxdnclkd7ZAYAXaMKy1et55hZ9dz6f6/RG0qxpNrFt84/4Yip12U0Grlm7jXc1XEXxgIjmqIh6AK2STairZlktG/PsSyIApFdEQSTgGyXMZVmltLkPJlYWwzbJBuxjhiWKguiUSTWFsNam1EKSpdKkT2fqBLjuJlLqZiUccDwdw9jKzBTcYUJUbLStyeBnJQprivC3xUgv2IsDs5sNyMIoMTTVC+vyG5v3dhB3YJq2rd24a0twu624WsdxNfSj9lmRkkqBHpHcRY6mHXiNAY7/cRG4rRu6sSRbyMRSeLxuLPZ+k1OmbbhJmYxh6ce/Q+SbmL2rHmZ+l5GE7MmL+DH37mDU846iVh8zLvRN9DD/FljS8PtXS24XRlHjGRqzOUfMsvwb+zYQCwRpn+wD4fTzinnrGDO/Jnoun7E3Cc5chwuJjQjxuHi5KNm8SctxcW/eQVTaQOCyUpquBtBEDGXZepdSUZTVmFBJrBYS0aRjBYMriKU0X5ktxU1NoquprNttUQEg6MALR4hHR1BGelDMMhoShLJlkc6PIhsd5EM9CIaDBg9FRi9tcQ7tvCXR8NYSkrhTScoSWanL8yz215m1YARMLPpjThu26t88YwjwwPxqvuu4tnBZ0kGkyR6EphKTJjKMkrIXGom9EYIwSBgLDIiyiJ6WkdXdGyTbCQHkrDX7KmMKADYp9sxBETy8lwMbhnCmG9EdsqkhlJoio6kCCSmKNjClqzCAiioyMfXOogoisRDcWxuK4M9fiIjUdwlLoY6hrPJbkd8o5RNKSE8HCU6GstUJwYMJkPG0UIQsLttqGkVNaUy7+TMEl/n9h4MskR4OOMOjwCppILFZKJmdiVKQqF7a/+462PSMzPMVEgn310wbp+mqWiqwOvPb0ZAYEvjRpwOF7F4bHw7XWdX8w50dEq9FbR3tyAgMDQ8iKIolNcXc+V3PkdvTx8lpcVZe1pOYeXI8RFRWgDHL13A0qc28Fr3HiSzHT2dJBUcGps1aRq6piKImaeqloyCIGAum4IWC6FrmQq4hrwSlKEOEKXMzE0yIMomdFXBlF+GnD/2Jh9t3YBt8hK0ZARb3QIMtjyUkJ9k324s1XOIdW1H9Qd5M1uUripMKynkhd2DQMbIKwgibf7xb9uHi78//3eeDTwLBjDlm4i2RTEbzSR9SRAzishUakIZVsjfEECyisRiGlGPiUhzBC2mIRfIaCkNLalhKs48bNV8nYJRB/2JAazVVkQ5M3PRdZ1ETwKAhJAk4B/FU5AHZBRRzexKbHlWbHlWfC2D2F02hntHkWWJeCRB+9ZuyqYU4ypwYHNZsbms9DX3Y8uzkkooJKNJPKV5xIKZ6zvcM0LZlLEqxlUzy9nwry1MO3pydjkwr8hJz24fALJZRhd1tC6JuBCjSCjl+IUn097aiZJOU11WRUvHHuqrG0ilkrR07KGmchJ1VZMAiMWjBEaHCYZGCUdCOOxOVFWlt7+baDzM5OqpFHiKKPAUEYmGCUdCTKqfxKyj65FlmeqaIysdWo4cRwIfGaUFcN05y9j4SAfpER/G/EpkTwWpgXaM3hpERyGx9jcwOPIRdDAV1SAYLSR7d2Fwl2CwuVGCQxic+eg6KKOZN2xTfgXJvqZMPJc43ntSlIwIuoZkcmRzGsrOAtToCOgagq5hLJmc8UQUJXQlSTJmZ3aJja43nRNVhdkV49/YDzUbd21kcHSQG/9xI2pRxiswHUhjsBmId8ZxzclkB5DzZGKtMWojSfwLPCSGFEwlJuyigKqoKEMK6VCaaEsU2SyPG8NkMWHymkj2JLHUWLDHLCwunYO9zEpjVwvN1g6eWreKRd45WK0WRgdGmHnc9OzxggAzjp2CZJBIxlIMtA8xZVk9iXAm3ROAmlaJjsZo3dSBqmpYnBZ0TcdZ4GB0IIQkS6QSSrakSSqhoKc1rM6xzO4mm4nISIzO7T2UTPJishkokSs4a8l5ADz75AsMdoQxGkzsbmnEYJDZtHUtw6PDHLdsJQNDvmxfVouNwKif2spJtPe0kVZSWK12KkurUNJpwtEw23ZtxiBLSFadWYsbKK8tobxybMaZI0eO8XyklNaCWdPIu381ftGIYDAiAHJ+GbGW9cgFlRg9paiREUwVb3kYGi0YbBn7SGp0gPC255GdhVgqZiCIEsn+VvR0inRoEC2dwpBXjBodRYuHEYzmzGzs7as2uka8/Q0kVzGiyZqt46WrCt97som7LlpIoWOE3lCKpXWFnH/i4XOF/8W/f8Hven+HLuuki9MkehOIsoilyoIFC/GusVmgZJZAh2C5FYwSgiGNIGZOXpIl0lIa+xQ7yf4khHXSoTQGp4H0SJqEP8nKBcdgNprYumMncxqmMXV2ZkZSXl9K/yODGNMyRfMLcBe7cJe48HcHKKjwoKZVgkOhccuBb+YR9KcCdO/qw2w1kYylqF9QQ1/zAF07evCUuqmYllEA0dEYndu6QRSomlmOKAr4WgeZ94lZdO/sy/bXu8dHw5I6zDZTRvmlNdpNzbz077WIBp2OnT5mTpmbvSYd3a2k1TTRgS46ulvR9DFPSFVV8QcGsZit1FVOorl9F958L8lUkrg6RP20ShYcMwuP5+OTpzJHjg/KR0ppGQwGrj9tOt98aA2ye29GBYMRRIl0LISga2jp5Lhj9HTG9qKl4miRYZyzV6LrGonuHZhKGhBNFnTJgGPWSWjJGJHdr2L0lGPy1qLrOqnBdlDTJH3NyAUVpMMBkoOdGL21qOEhUmoSY1Et6BqKvxu5qIbVLcPc8cVTDvn1eTuKovBg84PoroxjhaXSQiqQGucZmI6ls3/rmg4C+PuSGBIg2STinXFkj4zBYUBXddSomlFaMpiiAmpcRTSLNEytoz80gD8xQl6BAyU8FhwrCALTCyfhsNhw7Q0etrttCIJAy8YOYqNRbB4bu19vpm5eNenUmEwF5R76WweJhmJUzSgnOBjG19TP4rPm4WseyLaz5Vnx1hZSXFdE7+4+NE3H5rRgMBrw1hQy0DaEr2WAyUdlFBZAzZxKtr+0m4AxwFrLMyRbBBoc4wtEGgwGairqGA0FMJssmM0WOrpbicajRKNhpk6aiaqpDA77ULQU/lA/1VPK+NRJH904qxw5DiYfKaUF8MSOAHJhNcnBNgTJCOmMm7oWHkbylKENjhLdswbZU4ogiKjxMKnhbtTIKObKjJefIIiYy6cTa38DyeLAXNoAgGS2YSqqRTBnAk/TI30YC6uydrJY+2ZEgwnn7BPRlRSJ7h3IBVXEWzci55chF2UyyLstR8ZlFwQho4jegsFqIN4bRzSIqEkV2SmT6EuAAGpQRS6U0e0GzJXmrGNAtCWKElDQEhp6Wsc5J+OKnhxMIrtkdE2nL+yjw9IHNggRxd8+wix9OoIg0N3Sx5rWzRRZ8zE7zVTPzNgNUwmFkvoijBaZ7S/uZtoxk4mMRBnqGsbusZHndWVsV/EU4aEIvXv6CfvDzD9tdibFlkGiY1s3ZpuJ8HAET0keAGVTSmnZ1IGaUgkHIjg8dgRRQEfHYBxbAo6F4yRDKcpP8AKgN+i0P9REcWEpRqORYHiU3v5eVFVj+cJMtrzWjiaqKmrZ1bydhrrppNMKkiRRWVrDzGV1zJo7NsvP8fEhmUwiy3LWEzXH++fIeHpOIDogWZxoiQhaOoUgSgjomMqmooz2YyqbSirQi7EwY+Q2eEqJd25DTUb2Hp15EGtpBTQNQX57JgQdNTSMbMsDQcgqLADJ4kIwyJlYMaMZY3E9qd6dXLx8EnuCIp0jfuaX2/naGcdwJGAwGHAFXfhMPiSLRLIv43BhLjEjiALxjjjm0rFZV1JMgg6CWRjnySZIAkpIQbJLWCrfYh8qMhHaGsLgNOAzDsJbiloH9CAPPvQoVouFgD2IVg0Gv8RI/wgjfUG8tQXY8mzY8qwMdQ1TN68Ks9WE2WrCXZLHpqe24fI6MMgGRgdDuEvyKJ9SQtPajKdePBTHZJEpqcskN7Z7bLRu6iSdVknFU/i7h6maXk4qlmLnriYS0QSF5QW0b+nGXexCVTOehmbVSvvrvdhKTVhdFuyuPAaH+wEdk9FMIhWnqrwme141lfW0dbaQVlVau5qoKKlEkiSi4hDL5+wrDWyOjwNVVVU89NBDnHjiiYdblA89Hzmlddmxk9j5j90MRUaRC6vQoiPI+ZnM0KaiapThnoxTxV7SgT5MpQ2okQCxlg1Ya+eja2mUQC+S0YIy6kdPpzCXTEZTEqiR0YyL/HAPSnAAg8ubVVy6qiDnl5EODmJwFSEZDPziC8s4e2VGSWmadkS9abX2tNIZ60QMiYS3hnHOdyIGxaydSktpmaU+MrFYalRFR0cNqRicBiSLlIkdkgScM51E90RJRzMOHABqVM3EZllEhltGsZXYMjMaTUcTNULRCJHKjM2sLO7l7PNPQTJIKEmF7S/spqhaIxFOkIglcRWOJU8VBIHSyV4iwRiyycDclTPo2NZN57ZuDGaZprVtOIvsiILIQPsQjnw7iWgSk0VGkiUqaspIxVMU1xchCAL55R46tnVhMEpIBpF4OI7JaiLYH+HM8i+SVOJs6XiBeG2C9Gic8r0laNJpBafNSTKVxGTMvNyEIyH2tDdyyiePY87CWei6hpJSyC/IP2Tfa44DJ5VKoWnaO7abTKb3HWKQm1UdXD5ySmvl4pn8szSfp16RuX2riBZ7240nihgLq1D6m5GLJ6EqSYgMZzJgCAJqZBgECXNxHalAL0LIjyCbM/FZkoylaibKSB9yfjmaqqAM9yAY5GxslyibUbUAuprm5PwwZ688/y1DH1k38fV/vR4xTyTpS2L0GgnvCiNJErqmo0ZUjEVG5LyMF2DCl0A0i5hLzagplcjOCJJFQjSPpXwyV5lJdCdQTJnyH6JRxOTNPMwN+QaSviRaSkMySViqLBR1uunpz9idyiqKs9WJZZNMQaUHs91MyB8ivzyf9m3d1M+vJhKI0rG1m7xiF2WTihntD9K5o4dkLMXkxbV07ejFXGAjnUxjshgpqimkdVMH5VNLKCj3kIpnPA8LqwqIhxNZz0GTzUxRZT5+KZBN4+Qpy6PzxSZmlM5ncu9R+Nr3kC5QaO7aSWFeCf2DfVSV19Lr68JitqJqKkPDAyw9ailHH7/0kH6XOd4fixYtorGx8R15VTdv3vy+U0jV1dVx3333ccoph99u/VHkyHqKThA1FaVcctZJnOBNgCCiJTJphvR4CHs6SpkU59xJLo5jD/Zwdzb2StB1DC4vBudeF/S0gsGWh6DryO5SDM7CjPPFcA/J3t0ooSH0dApNSYKuYfTWYhjYw/E9T3H6nvuobfwXbbt3AbDt0b+z5tprWXP77cRjsX3KfagJC2GSQ8mMp2ClBUmSMnkE9YwDxpsKCzKzmzeXCvWkjsFpwGA1IEgCgiiQ9CVJj6QxOAykhlMIopBVWOl4GtEgYirJxHghgqnFQJQ4Rq8RU7GJN9obSSXGnDMCfaMEh8JUz65EkkWiozG2PrcDg9HA1KMnoyoZj8KyKSVUzSindm4VLRs6KJ9SQumkYiqmlSEZDSSiSRz5dkzWjCzGve7u0dEYqXjGCScyGsWwN/bL7h7L6Wc0GxFsY2/hcyzHUlxSxJIT5xBLRJlUM4XhkSFqqyZR4ClE16GspBxP2disMMf7JxQK0djYeNCrFd98880kEolx/95UWMlkMjsTU1WVZDJJOp1+Rx+JRCLzbEhl7mFFUUgkEiiK8o62b88ok+O98ZGbaY0GQ/z71UYSuoVj6ytYWh2iuWeQrqFeFiybS23l8XS07ERNp6mZfAoze7q5a20X4t7MGKn+Fgz55WjxSMYulVdMrHM7+LsRTVbSoSGMhTXIrkLob0M0mUkFBxENRvT+Nj4deJZi+96HvZamfecO4k3NqN/7Hnl7b9b1/f0ce8cdh/EqZdIFGTVjRgHZDKQGUghGITtrMuQZiHfHs5/T0TQmTOh6xpXdVmvLbh9ZN4Kp2ITBYkAulDG4DQQ3B1FjKoIkkA6mkYtklFYFY5ERJaQwr34Ga9iSXYLRy+HVZzYweUoNgZ5RTFYjdreV/pZBSiZ5MVtN1MypxOLIKM7qORU0r2uHjNc8sslAKpmpRvwmVpeFeDiOmn5L4kMgNBQmOhrDaJFp29yBqqoUVORTUOGhb09/NqNGoCuIcdRCW7AZtysfRU1x3JLjKa/ILDd3tfhIKHHau1qQZZlYMkzd3HoWHHVk55c80kmlUtx8408Zao1jpYAYfgrrLHzv1m8f8qoSVVVVXHHFFfzjH/+gpaWFCy64gNbWVl588cVsm5deeonTTz8dn8/HOeecQ29vL+eccw6iKHLmmWfyt7/9DYDXX3+d6667jp07d1JdXc3999/P8uXLD+n5fBT4yCmtNVtbMOfXYgaG+ntIRnU+uXQObR0d+CLD9HUp9Ha1sejolYiiSE1lFaf0DLCqtR9JEDl1Vg2JkJ8XdCeiMfPAFk1mUv3N1BTYGXRUIjgL9y4HSohGK6aCSrR4GIOnlEjIQkISEZIJRFGksKKSyJNP43zL25W6ZcvhuThv4df/+TW70rsQjAKJ/gTGfCNqXCU5kERP65hKTaQCqYziEQSUmEJkVwRTsQnJMaYYDDYDgrhX2emQ6EpgrjRjcBiwTdobn6brxDvj2CbZSPQksBRbKCj2QLcOpr1KS9VBh6G+YdyFeVTPzsx+NVVjoG2IRDSJbBp/u4aGwwx2+LG5rUiShCiK+HsCFJRn8voNtg0h24wM9wQYHQjhLnYxOhgkNBjGW1tI1cwKlGSavqZ+/D3DjPaHMNmMBFeHQRQwmg3Un+micd2LOA0eStPVrKzIVOeePLWeeDyBVRtvq7J89JOvH3RuvvGn2AenU1zkym4LD41y83dv5+af3jjh46XTaRKJRPazIAjjStE88sgj/OMf/2DKlCkMDAxQWVnJnj17aGjIeBXfe++9XHDBBTgcDp577jnKy8v3uTz42GOP8eijj1JVVcWNN97Il7/8ZRobGyf8fD7qfOSUlqplHoKDvi5sjjwKi8vpS6m0DTYxc/4iejtbqJ08nbSiIMuZt7aTj1rAjNIWSstrkQwGNm99A204Y8sqSfu4/aoTOHr+TABe2rSTdS0DNG7dTFDvxRfNJ252M6VAYbppByd84gREUWRPRyeeSdOYtXAxG7duR9N1xL2zCrHy8KXn8Q36iEVj/Pal36IaVFxzXAS3BBENIrb6vUomrZPsT6LFNYxuI7qqI9tkdFVnZPMI9ho7sjMzm0yH01hrrFnnDXOFmciuCLJr/NKiZM4oOodkI+VI097TzRzHdN4YacykSmpTaXN14Tbn0d/yBu5eFyfNW05hcX4mpirPSldjLzVzKhEEgaY1rSzY69o+0DZELBgnMhLFW1PIYIcfTdWQTTJ9e/qZsrSe1o3tRAJRiioLmLJkEiF/mOYN7UxaWIPFYUZXdSYtrsHusaHrOt07+5AMmdXzqkWlDHb4GXV1093fTUVxRqF68vMYbO7FZs4sB4Zio9R7Jx2aL/IjSigUYqg1Pk5hATjMeXS0xgmFQhNeW+umm27illtuyX42GAxEIpHs529/+9tMmZKpx+f1ejn77LO59957+fnPf87Q0BCPPfYYr7zyyruOc/3111NfXw/ApZdeyh133IGiKMiy/C5H5ngrHzmbVnWxk3hkFDWtYrNnbm5JkigoyvhbK4rCaMBPy843iMeipNMKTzy/CtnqQjIYUNNpNrR2ISAwRW3nqRvPpW0wwh/+vYZQOMKChgqKutZwYbHKNxZWcGVFhHvmaZzpCbG40Jx1tmiorqK8phqAeZdeyujnP8fA5MkMrjiWGT+66bBcm5888RNO+L8TOP3p00k6kkiOjPffW4OJAQSDQGo4heyWkV0ycp6MbZINS60Fo8uIYBGINkdJ9CVI+BLInvE/OoPdQDqYzsaAJQeS2XX8Skcpelpnm76Hzo4eCgNuktsSFOS7SagpfNYh9AII2II8u2418XCCwQ4/DUfVYcuz0bSujS3PN+KtLcwuLXprC7G5rcw7ZSZdO3tIRBIkoykGu4eZumwSSiKNs8CBpup43lII0mwzEhmJEAlEsbqsBHwj9LcOMtQ5DLpOf8sgSjJzHoIgYPYYWdf4Oqu2PktLdxMVVeUU1dkYiQ8wEh+gcno+RUWF5Hj/dHd3Y2Xfac2segE9PT0TPubbbVpvVVgAFRUV4z5fccUVPPjggyQSCX7/+9/T0NDA4sXvntWmoGDsvMxmM5qmkUwm/8sROfbFR26mNW1yDWs2/xv/SIKSirH4mXg8iqIo+Ae6WbBsJQDDgz62bl7DmtYRegaHMMgGQrIHn1CKZBOYW2vn8t88y6ZQ5k368c1PcZa1lzKLEZsls3RYV15Kz+AQstmKor6lmKGmIUqZh7koiiy74YZDdQn2yYbGDTw0+BCSfe/SngSRnRHUqIqaUJHeElSbjqUxuo1INgk1riJ7ZOJdcUSTiMFpINYWw3OUB0HKuK8nuhOYKzKKL9GdQHJKJAYTDL88jMFuQDAIyB6ZyO4I7qlOjnUtwhcawlVjRxjV8VmH8I0OIZklTIwtywxEh9j2eBs1dRkXc29NAZ7STHqnWDiBuyTTTtd1dE2nfUsX+SVuYuEEpZO8JONJkpEkqYSCxWHB6hzvSRoPJdA0ndp5mZlvoHcEo9WI3W1D0zQkg8RA2yDxSII8r4vdr7UQDW6jlGI2BE2ckjibOQvmM3vBwfrWPn5UVFQQw7/PfTHBT3l5+SGW6J0ce+yxlJSU8Ne//pXf/e537yh6K4piztniIPKRU1qvr99KRLOiqVHamxsxmS1oappYJMzm11dRVlmbbZtfVEJZaQVXVBQzquoU5tnYOZDAOhRherGVMj3AI6GibPstYTv1g31UTxt78xJFkaHRIEvPOAFNS+PbshFZFNE9hSw7asn7Po9tG9eTjEQor59Myd4faiKRoLenh2g4RGA4gMtuo7K+Hk9+AV2dHVhtNgoLM/Lqus7a1a/QsrMRm5piW8d2eEsyhtRACtc8F4IgkBxIoqbUTHCxBOlQGnOlGWU4kwAXCSSHhBbRMnYqHaJNUWS3DHpmrJG1I8hOGckmIUoiefPyMm08MulomvRoGlOxic1NjSyePIdJ7mr6BwfZmNpOtD2KyWPKBCi7JQzWTEooHZ0R2wjni5ezZ90GhujBUKBTUu9l87+3IUoCZquZwU4/uqbhKXVTVJ15m+3c1o2maiTiKURBQJREJIPIUNcwhZX5hPwRRgfDLFg49mLjKXMz2OHH7rYhiiIGk4HISJR0UsVTkkd+uZueXT6UuIJBlnijdwNzJs1/399xjnfidDoprLMQHhrFYc7Lbg8nRimss0z40iC806YFmbpy/y1E5YorruDaa68lGo3y2c9+dty+0tJSNm7cyDHHHIPRaMwt/00wHzmltWbLHiyeSmSTmZpJY09ps6WXSCREb1crBSUVmM2WzNuQKOIpnYw1MsInltRxVXkJfYN+nn99M6vu/wfUfwZMGVuPkE5SXVFKS08vDZUViKJIW6+PipISiiurKKuqIjxvIYl4nILCwvcdnPjSPx8HXyeywcDmnduYdeqZDHR30bX+dSLRMClFpSDPRXcsxu5XrAxHYqRHHKRSRqzlMlfe+FUe/n93UGk1UWMQafENcEzdTF5v3Y2vPoSmaBkHir3ymbwmkv1JjIVGkgNJJJtEojuBaBIxl2WcKgB0h44ypCB7ZJL9yWzpkciuCAaXAckmYa22oiU1Ej2Z4yETmGz0GimU3Jx59krsDiuNm5rYltgDJgHJKGWLQqb2JEnmqaCDqdSEIQIOi4sFnEjjyAZ2Db1OIppEkEQcBXZa1rdT1lCCpmpZhQVQPrWUoa5hhrqGEUQBQRCJhWKUTS6md7ePtKIy6/gp+HtGKKrKOFPEgvFsGqfgYAiLw0J3Yy+zT5pOaDhCKp7CaJYZ7glQXFdIsCn4vr7fHP+d7936bW7+7u10tMax6gXEhL3eg7dcN+FjmUwmbrnllnE2LYAnn3ySk046CbPZ/I4YLoDPfe5zXH/99Zx33nnk5eWN2/ejH/2Iq6++mttuu41PfOIT/O1vf3tHP286e+RqpL13BP0Qz2NDoRAul4tgMDihb007m9p5bVs38RQER/zIZjOFRWV4CjP1k/Zs30jDzMw6zraNr2J3uhge8DF3yfEYDAZ83e3MrnHgdNm47A/riKV0zqhz0d7Xz7ohFV3XOLtW4qYvn8vjf/w90ugwkiRR5HETDEdQXflMmb+AGfMX7lfGaCTCxhf+QzoRx1Neydyl491dt65fR8jXx86N65heVZ69od/o81NskohEI0QTSQpcLtKqisfpoMPXT3S0HC1VgtUxgJJO09K/mU+vPArD3mBdXdfpGRzCm+/mT7uep0cM0OYZzLqz65pOrCWGZJUwlWV+SKqiElwTxL3MjSCN/bDe9C40uAyggcFpQNd0orujJANJ8hbmkQ6kURMqlmpL9hwSvQlOmrIcd76LZ7e+QsyUwDAkkQ6rJO1JrJUZpWXqN2Awy0S1OBW2YqY7pjAluJRQKsSos5uUO4TZYaKoqgBfyyBDPcPMOWE6/p5AJh5rbxxWcCiMbDLQtK6Nwqp87G4bSkKhoCLjWZiIJBjpD9G1s4eyScXIZpmR/iBGs4FEJIUoQiqVZqBtiPp5NbiKndnchb1N/fi7h6kw1HLhys9SXTI2W/s4crB+06FQiJ6eHsrLyw/KDOuDMDg4SHl5OatWreLoo4+MAq4fFz4SSisajfLoi7txFmSW0eKxKNHwKAgCA72diKJIbcNMTObMg1HTNF5+5v9YevyZmMwWBn3dGE1GFtfbefDVZv7alOasColj52dKUCipJNv+cQ/f+M7VFBZ5icVirHrgXjxmIz7/MHaLBYfNSjKdxlI3hSUnnrxPOf/90AM4k5nA4kRKoWjhUmYuWATApldXM7p9E2ajjKppdPoGqC0rYWdbB0MjIxS63RgkiclVY0uTnb5+QpEovp4qpk1LUO7NJPLd0dJNTVkhNos5e76vbtlGeVEhiqqyxd/GE5b1mApNCAYBNaaSGEpgLjBjqR7LHRhpiiAZJcxVmeS48a446CDnyyCCntKR82TSkUxJE2utlVhbLGMTyzNirbFm+0r2Jzl+0lKaBlsZsoxmtzdQQ2wgRrc3kxlD13SWtlRSetx0BAEcBXZ27mxmXWorxqjMNL2Ogrw86hbU0L3Lh5JQiI7GyPM6iUcSuL2uzFKgnMns4Sx00LOrD0EQqZ5dns26AbB7TSuSJOAqcpJOpfHWFrLj5T3Uz6/eW3hygIIKD4G+0WyWjDfZ+WoTairN5JkNnFVxAZXF1Qd2s34EOVhK60glFovx3e9+l5deeonNmzcfbnE+dnwkvAd9A4NYXGO2J4vVRiqVpKCoFHeBl9BoYFxi22QiToG3gqH+bvZsfQ0tOUp9PkybXMtez20clrEgRtloYsaKkygsymT7tlqtTD/pE4QNZhKqjsO2d5ZgMDDa1bFfOZOB4ezfZqPMaP9YwcDRvm7Mxszat88/TLevnydfeZWa0mKOmTcH2WAg/jZPI03TEQURhf6swgKYVlvG2u2NpNMqmqaxYeduFk2fSm15GQ1VlUzylKGjo2kamqKhCzqCQcjESu1F1/WME4UkEO+OE94VRld0LFUWJLNEvCOOruqkBlMke5Pomo4SUFBGFCSjhDHfiBJQsn3Fu+Ns6dtJ7G3noIoqJ558NJOeilC7Ps5Zf40zMy5SUl9EcV0RNpcVp8ueGcum0BbuxmCUadvcSc3sChqOqmPa0ZPRVJ3pRzdgy7MSHAyhqRqOfDtmmwlBFLE4TBmvwL0MdfpJRBPUL6zBWWBHMki0bu7E4bFlg4sFQUA2yVjsZqKjY1lMRgeCFFcXIIgCMTXC7v6d+/3Oc3y0CAaD5Ofn89RTT/Hb3/72cIvzseRDb9PSNI32Hj+9HSNUT54NQGCoH7vDRSwaob15J7MXHs2WdS9R4C0jnUohG43kufMpsml8+vyzx60rf/GEmaxpX82GtiAzJ01Clo3EwgFmTaoYFyNSO7mB2skNvPSPRyEwVrcpGI3z5ztvJxWP4vKWsPz0syj0ZpSdbHeCnnmQq5qG2TH2VmowWyA8QltvH2ajkWMXzGVPZxc72jrwetwMDA9jkGViiQRWszkzG+vzMam6ksCezYSibpy2jO3NPzpKcX4+7X19aDpIooTBMPZVe2152PssKPkaiKCGVBwNDpRRhVhrDMkmZQKMi03Eu+JILgllSEGLawy/NoylzIKtwYbiV9AUDWOpkWRPkmRfEnOZGVHOeBmmQ2mSA0mSQ0kwwnBoBHUkjdmcUXxSXGTq5Ho0VWPOjHnM/usONAFeOjsfx85e3MV5KKk0QlLgU9Un09TTTr88RMlkL6P9oez3ZraZEA0Co4MhtLSKI9+OuyQPo1nG3z1MoG+EuvnVmG0m+lsHEUSB8HCEacsn0/5GF45Ce8Zt3mOl/Y0uVEVFkiVi4UwyX2ehA39PAH93ALPNhNEik4ilsHsy17ujvQPmTORdneNIxeVyEY/H371hjoPGh3558LmXN+DX8unvbicaDqLpOiPDAzhd+UTDQTyFXorLqpEMBlzujKF+6/qXsRHiW1ddln3wvfrcv2nbvAFbXj5LPvkp2vr8RMNRzBY7weAIQ3EzBtmCXQxx9sqjsp5FI4EAr/7jb6RHA8QQkdU0qpJCEAQGAyOkVZXioiJc3hJqFx5F55bNaKkENm8px5x2BoM+H//5+19JRGNYLRZC/X3MrK+hZ2CIgjwXZpMRVdN4YcMmJlVWYDQYUDUNXddp6+0jFk8we3I9mq6TTqvEUyk6+3wcNWs6bkfGVX8wMMLwaIiptRnX7sbWdiLJJP9y7aCLbuQiGYPFQKI7gY6eKU1iEDJef5E0WlTLLhvGmmOIVhEtpWGpsKCMKiR6EhhcBlL+FNYqK5JVQktqyAUyKX+KpC+JaBIzuQw10HSNEqWIE45bijPPybrVb7AjsQctoVGjlnPsyqPI87oYGQjSu8fHjGOmEPJHiAVjpNMqwl6PxfKpmUKfkZEovbt9hANR5n9iFoIgMNQ1zOhACG9tAYlwkpA/TP2CjO1pdCCIKEk4C+yoikrAN0phZcYZY/eaFqxOC4Io0Lu7j+I6L7LRwMhAkHQyjSiCNc+WievqG2HGsVPofdHP/5z/fWzWj2c6jI/b8mCOw8uHWmnFYjF+/ZcXMVodVNQ0oOs6Oza/RmXtFKKREKlEjHA4jNVipW7q7Oxx3R1NqEqSM5Y1UF9bwYZXXmLVL3+GvHfClTdjLpd972YgE4z8x6e34PFmYoV0XafM5GfxvBnjZEmlUjRu3sjuVc9QUpCPbDCg6zrbmtuYPbkOgIjZzskXfz57jKZp3PU/1+B12hFFkdZeH548Fy6LmXA0xsxJddm2uzs6kUSRSZUZm1anb4Dh0VEsFjNTq8cybHT2D7CzrZ1Tlx41Tr412xqp8BaRSKXQ0UmmFAbNOg9E/oGxLJPNPVOJOUWib6/nYLE5M5MqNGYzXuiaTmRPBMfUsaSwSV8SU4mJSEsEySBhqbagBBVSAymUkEI6ksY1z5XNohFtjaKrOjbZQrgnimO5I/vyMCc9heUnLBo7n+09VM0sp791kOK6MXf+rat24ilxoSQUbHk2iuuKUNMq/S2DlE3JBHANtA1htBoxWWR2vd6CxWZCB8qmlJBX5Mz2NdQ5TFF1AeHhSNYOBhAJRGjf2k1RVQHOIgcWuxlVURns9BPoG0VVVUrqvNjzrFTEJ3PO4gv+2+36kSWntHIcSj60y4PDgRGeX72JwMgwC6dnvAIFQaCipoF4LEJpRS2aprFzy1pCwQCqqmZdTuPRCHaHC58/SH1tBV07t2cVFsBA857s34lEAkkeyxghCAKK9k43VaPRiCPPjabryHuX4gRBwGUfe/tOxzN2kWQyyQv/9wg7Nq6n2JNHdWnmIet2OIgnk0iSRFufj7XbGrHbLJQUFKBqGgICkXicvkE/qq5R6HETfFv0vigIVBR5GRgO4M3PeMr1DwcYiUSo8BZht1owGWWGQxEK//MS344J3DElBEucSCaJ5EASx0wHelon0ZXIpHIqeEuSUj2Tumn8oJn/ZJuMTkapiUYR2+S9SXV7FQR5zHwqmaVMXS5Fo6DIjZJU0fde4rQ0vrZRMBJGUzVEaex4QRAori2kuLaIgfahrJOEZJAQDSKapjHqCzLUPYw9z0Z0NMqUpfVIBonoaAx/pz9bn6tjaxdW195l1Z4RamaPObrYPXYS4TgIYLFnBJRkCckgUVDuYaDDz2CXH9lUTISDm4k8R44cGT6UjhhtHT089uIudneOEAmFSMTHjOTBET/FZdVAJvDXU1iM1e6kp70JX3c7PR3NAKjpNE5b5mGcV1yK9pay805vSfZvh8OBQwhlI9yjgV6m1Iztfyv1U6YiuDzjtqlq5gGvahp2bynpdJrf3fFTOhq34XHYskt4QMYDUVFo6uzB63Fz1KzpzKirJZVS6PINYDYZ6ejtwzfkp7a0hApvEaUFBXT3DwLgHxlFNhiwmI209/joHhikq38AgyQxvbYaVVPpHRpmRBPJk0xMC8ZIl0yhKGhBjavE2mOINhHFr5AOprFUWZC9MuEd4Uywr5pJfGuts2aLQ6opFT2duTaiTUQNqogGcZwXoqFMRhkdX6LBUmbBUC3jrS7kpIrlCPHMLG5H+2662zMOKkPdfjaMbOPPzz5BU2tb9jsI+cMYzZnvTtfevlAg4O8KoKZV8svcVM+uYPqxUwgOhpGNBuLBOCWTi2nd2MFgu5+qmRUIIrS+0YE9z4q/e8xZY7BjCJPDTCQQHTeCpmpomoZsNFAzq5JEJEmhVLzPeyJHjhwTy4duphWPx3nihS0MDvmpnTKLGQuW09HciN2Zh9FkpqN5F5W1U8ZKXmga+UUliEJGgYWDI4iihMcYYfb0yQAc/8lPEfT76dn+BpY8N6dddsW4Mc8+eQkbtuwkrQk0LK6mIN/zDrne5FNfuoLV//wHseEhovEEYkExEVsentJSZi1eym9+cAOzqitQPQ5e396Ipum4nXuXo2IxTLKMKECR253ts6Qwn7a+Piq8RYiiSCAYJhiJUuQx4nE56Q+MsGnXHiRRpNCdh81iIWyOU+HNLKdpmkYkFqe6tBhdELj4mm/zz1t+QtsNd1FW3UDJ+psYjPwHU2Ems7up2ISe1kkFUqT8KZAh3BhGzpex1GRir9KhNMHXRqlKF+GrSmXit1QdTGDoAq1ARXLtvb1S4AhZiQhxtKSWifHay0DMzyenrWT39hZagl3k5TtpXLubcG8YVdaIGRLETUne0HYx8E8/S6fPZ/fGFmqnV+EpzcNT5qZ5fRslk7yEhyPIZpmCcg+DHX5K6r3ZcYprCxnuHaG0oZgdL+/B5raQVlQG2ofoa+6nYmoZRouMZJBo2diOklQwGA3MOm4avbv72LO2FZsrc4yu6bi8TjRNw+q0kO4TOHX+GR/grs6RI8eB8qFSWqlUil/98UmSmpmi0koKvJkkuLUNM9mx6fVMjr8TzqCjuRFnnodUMolsNFJQVMqm159nyNeB1WykPN+CI8/Lqte3sHj2JOw2G5/64pf3O64oiu+wYe0Ps9nMSZ++cJ/7/vHQg8yurmBwZJSUolDl9RKJx2nu6sFiMtHa24vLZkMXhXHu7WlVxfKWtDIel4OO3jF3eU3TKPcWEkuk8Ho8GAwS0USCjr5+IvE4ZqOR2rLM7DCZStG56Xl0sRVjNB9oQDekMZeZ0ZIayaZkprCjJGAuNyOaReJtcRDJOGjsfRmQHBLGShMDpnCmHEmRGdEgYq2yQjWEt4YxFhqRRQOmlBGD3YCpOJN5480MGwBuc8YGsnjhXE4tO44RXxBnoZ0969qwmM3UhsvpjwxhMpuoL64mFouzx9VBc3MXs7saMJtM2NxWgkMh7G4bwYEQCbeNgG8UZ6Edsy2zrBfyh4kF4wQHQjjzbVTPztgou7b3MO+UjPNGyB8hraSx2M34WgdYdu4iYqE4RquJhimlqGmVlg3taLpOdHc/01c0EBtOcGLtqbnMBh8DTjvtNH74wx+ycOH+EwjkOPh8qJTWf17dShILZdW1RCPjbQieomIEBAyyTM3kGbTu3kr1pBlZO5bF4gBN4dRls1nXEkaQMrOQf76whQtPX3pIHjqRSBgXKvFEkpqyEnz+YSRJRJYN9PtHMAgi5cVFGA0yLd09aLoOmk7PkJ+CvPEGbl8gQDyVIhiJYLdYCIYjFO1VWG09fSRTKcxGIyORKO48A31DwyjpNDZzHPdjF/BJWSHZ8TeeiPQys/B49oyuRbSJWMosqFEV+5RM3JfslFG9KsYiI/HOeHbZz/pyhJWnr2R7ZzNN5jbkAhmDdex2Kh/UWbpZ4d8Xy6SENOH+KNp2FfMUC8meJDajlQKbm2PnL6Znlw9vbQGyKeMMEgnE0AUdo0nm1LOOIxaK07vHR+W0cgRRoGKgmDZPD33RQSrVUhxuO7LJgMNjJ+yPsOu1Jurn19C1vQ9XkQMlmSaVSGGQDcQjCapnV9K0thVHoR3ZKme/e2eBnd2vNyMZJOrn1xDwjaKlx9JDSQaJgop8JKOE76VhKnobmFk3h8qSw1dqJsehY9OmTQSDudRdh5sPlU0rlBSwWKxZ1/V4NOOE0N/biYCQtR8BuPO9dDQ30t/bQUfLTiZNn0PDnOX85em12N4SiKyaCvD7951VeqIxmi28umUbLrsNVdNIqyqVxV5K8vOZM7kOu92GJIo4bVZm1dcxPBoinkoyuaqClJKmvc9HR5+PTbuacFjMjIRCxNIqUU1H8HiJ2N00j0YII+J0OnEUFnH+Vd/kU1/9JvVHH8ec089ifmEMp5yxL5kkqBx6HqfkoWq4Hmm3hJbQkKzjc60JopAp9FhlYfpDo3zlVzHuf93M1JtepLOrC2O+kURnYqwUSVuMH24wYnIY0EWB1FAKS6UF20w7Np+Zzx53Nl85/2JMcSPb3thFaYMX2SSjaVpmJlRoZ85x07G5bfS3D5KIJqmdW4XFYcZsM3HKihUYgwYiwzGceXYEUSAeTrD5me0Eh8I4C53YPTbyip14awspn1pC1YxyFEWhuLaIlo1taJqKZJBIJ8eqGuu6Tp7XhbPQQUm9F4MsMToQGpexO62kcXhs2KusnLb8kzmF9SHnc5/7HEcdddQ7Mlvs2LGDo446ivPOO+8wSZZjfxzxM61YLEZrRzcFHjfJyDAB/zCqmiYeizI82EciFmfKrAX0dbWSVtPEGsNYbXYG+rpwuQtJpxSq66dl+7PY3SjJBLIps2yUToTIy6vd3/AfmFQqxRMP3Ec6MkprSxtFbjdDI6OMhMPZ8iaQ8YjzOB1EYnHcDgcGg0QylcQ/OordYmHWpDoa2zpoqKqgurSEWCLB2m2NnHDWOSw99bR3jKvrmRpQ6XSajS+/QDqRwO0tJmUZX6vIYHfz5dOXcY1tJf3D/Vx171VsTm4m0ZPAXG5GTWYcLQRBQEtrfKHTRLVkBAGWpww8HU3RUmJmxs4o5pdGCOYJpGMq5WIekwZSpLrjyAXGTE0qUSBekaJ5awepiEL7aDcGpwHDGpk8m5Oh5iGqGiqyThaF5R52vd6EJEnkl43Z+ESDiCVhotJRyqTFY9+dkkxjtpuy1zOtqKQSSibJbe8IAy2DGGcYcZfkMeoLkud1EQvGMgHHgkB/2yB186qz2S/yvC4cHju7X2+helYF8XCmGnX7li6KnPt2xskxcYRCIbq7u6moqDhorvTbtm3D7/fzy1/+kt///vfZ7b/61a/o6ek5ZC+0OQ6cI1ppDfmHeW59O1ZPBS9u2clAv58FS08EMg/l3s5m4pYIDpebhpkL6Oloxu/roLbIyPIT5vLqlmYi4SRqOo1kMBAc9eNyF9DXtg13gRcRnUVTCg9a6QBd1/nTz36CRxbZsnM3NWUlTN1bGDKeSLJuRyNejzvzwBwO4LBaGQgEgIybutlsRjOaCcTijLR3IRsMGPYud1rNZuoqyhAM78xADWSXvP7zt7/giAUz1X47WylbdDaN/lYM3WsIhGRG42bMzz/PjE9+kuL8Ym478/t8+dEv0aYMkdwaQvcYQcwkynV2KYiqCG8ZMh1RMfSmWLQ+zQm6A3lU4Bl7gi1mkcmjEjf+OcVkNLZ4YvzhU0ZibgN1s6ooqSzi0pJP8/jTz9IcaidfzqM2v4J4bHyJCLvbjre6gK4dvVTOyNgwmza2ccbxJzHQNDiurWwyIJsMWF1WOrZ1Y3VY6NjSicluxu62UVRbSMXUUnp2+TJZ4Dv8uEtcmCxGhntHmX3idLataiQZU0AAb00hkZEokizStqWTdDKNq8hBPBhnZvm8D3x/5Ng3qVSK23/yc5SwTqG7hKGRfyI7BK67/hqMRuO7d/Ae+cIXvsAvfvEL7rjjDtxuN+FwmEceeYSvf/3rPPzww/s8RtM0vvOd7xAKhbj77rsPilw59s0RrbS27O7G6qlg17YNpJJxCr2l2X2CICBJMjZHXnabmBrhe1ddkE1ZNHf2NIaG/Dz8j+fAVozd4cHl9jCj3MTSBQfmWPFBaNzyBlo0xIa+fhZMa8BoGFOOFrMJt9PJ8+s3UuR2Y7NYGAgEKPZ46BkYAkli8ZnnsGj5WAbpZx/6AyTH3K9jgsSc5cfud3xd14n19+J0ZbwTHSYjoaFBllz1CKtOP4OClhZIb6Z1zRZUo5H8igr6vng5N48EeMAeo3uyie7ZY0l3z3k4QVKDnYkEiqYxYtGJJFTEoMjOcmgkRu2wQOmAztPT46zoMLKUzGzyuKBEz/NJXluSR8nKzPKsI8/O8qrF1CzLJDpOJVLsfq2F/tZBbG4r/S1DeGsLMFqMlE8tYbDdT2+Tj6KqAoa7RlDTGrFgHKsrU2YmGowx0h9k2jGTqZ5Vwc5X9mD32DEYJVRFxeHJ2OmMFjmb7b1zRw+SQaJ8agnDvSOYnRaMZiPqXs9Ci8NCSZ13b9LcAsx2Mz27fLQkd6Lrn8g5YBwEbv/Jz5lbczR5zrHZ9UgwwM9uu5Mbvvc/Ez5ecXExJ598Mg8++CBXX301Dz30EMccc8w7Kha/SSwW46KLLiKVSvG3v/0tp7AOMUe0TUtHoG3PDjyFXmYvPAZBGBNXVVVUNU1g0IemacSGO7jwjKPH5dgDKCws4OrLL+K4OeXUFopMKVAOicKCjNJIKWnqy8socrvpHw5k942GI+joTKmqZGZ9LRXFRVR6vYRUgYLaScw7/exxCgtg7gkrGcHAYCTGsCBz4Te+heUtS4xvRxAEDJaxTOu6rmMwWxgZGcHc3Ey3olBtNDLZYKDvhz+k5ZG/khgaZFcszukBM9dsMnDWL4J89a4I5946wvSghFEUiakqs61WVgg2ftpoo2RTgniJzNXdVs6OW5luMVOxO4bwtsBnuyowr0VBiacAUAZ0CovHsqeP+ILMOmEahVX5iKJI6eQiWjd1oKZVREkkHkpQPqUEg9FA3bwqzHYTAd8ITetaad/aTf2CGqYf20DLS11Et6gUFhYiRiXy3HkUVReQiivouo4tz8rIQMagXjWjHFEU2PLcDgRBIK/QiRJRKZ1cjLemEGeBHUe+PeM9uTfAOB6OEzdHcjnoDgKhUAglrI9TWABul4dUSCMUOjhB3FdeeSX33HMPuq5zzz33cOWVV+6z3cDAACtWrMDr9fLPf/4Tu92+z3Y5Dh5H9EzrtdWv4o8qLDn2EwCUlNfQtmcbgiAy0NdJcXktsWiEDS/9k+uvPP8dxdjeypsxWYeS6XPm8txf/4xFyCgQh83KrrYO7DYr8WQKu9lCKBqjQhQxiSLRpMLKz1xEaUXlPvsrKinl9Mv275q/L2Ycv5LGF55DTSWxFpdy4jEriEUirJVEFmtjLwEVo0HWPPUvGhCwiiKyIBJXNC6KZLJFbFN0Ju0tdfJWxwS7KHF6p0wwpCHtnXXYRYmjRRt5ZpGmRILJZjMhNc0Ol5XzWk1Ymmux15bSMGkqq/Y8S5D+TL97HTkkg4Qtz0o0GEMHAn2jDPcEmLSwllBzAqvdgm/zMKl4CkGAgsr8bK0rAJfbyTVnXZ+167X2tNDqb0JTTfS3diEZJOLhBLFAjGpnPSd5z2KbdT1SqYYSTzOFWQwO9WIozJxPxJfANOygq7GXVCJFxfQyjH4bVuvYC0GOiaG7u5tC977thYXuEnp6epg2bdo+938QVqxYgcFg4KabbiIej7Ny5Uruv//+d7S74oorWLBgAffee++Ey5DjwDhildb6TdspqJnN7Kp6AkP9xONRCopKMZotKKkkR604jWg4SDIRo7yqnrbOPub9F6V1OBBFkUu+fQO/+8ENmGSZQnceA/4AfUN+rBYThW43Fd4iuvoHMimfJk3dr8J6O/19fXS3NpNfXELtpP0r5LqGKdQ1TMl+HurspPHLX+F0BIYF6EmlKDcaaU0mWQYIsowKDKfTWN9Sbtz2lr/Vt/Sv6zrlaQkhMj79kqrr5BkM9KcVOlIp+kxGLr/oj/iDPZxy5lgg7hmzP8Uz25+kM9RGIpqk8eU9FFR6SKfSjPQHmby4Dl9zPyX1XiRZoq5gEuctujhjU/jmRRg7h+mrs2L/0iKMZiPdO/s4oTrjmPLm0l1deT115fWsll4GWzwb7xbtTvD5o76MJEnMic5lV2cjDrODKSum0drTwvre1xAEOL58CZOWTGb9rjU0h3chR40cO+OkA/qecrw3KioqGBr55z73DY34KC8vP2hjX3HFFXz961/n9ttv3++y7x133MFPfvITbrzxRm699daDJkuO/XPEKq1tbYOUV2eW8fKLSmjdvY3gyDA7N73G4iWLad+znUQyTnX9dAyyjNGYeJceDw+e/HyWn3M+rzz6CK3dvYgGiTynA5vFgsVkwmm34bTbiKdSVE2feUB9PvPo3wjs2YFBFNmeSBA48VQWHL1/2xbAQGsrXX//Oz2vr6GirRVEiXyDzJ5Egq5UimF3HpPjmWtYLMsMKQrNiQRVRiOiIGRixvbikETWRqMUyzIpXaPOaCKYTvCUI07tiIBBFyjf69yiIqA5PXjO+hJGowmDZEVRlKzzi81q45zFF3Df2l8QM4YoaSgiOBDGYDRgspmQjQa0tIbJZsK/e5QzF3wGgNeefYYCXxjRZCKvR6Xpu6sQj57Mlz9xFdMmTd/nNVg2/Wi6X2unT+hAVA0cU3xyNo7PbrOzcNribNs3Fd1bWTR1CYtYckDfUY73h9PpRHYIjAQDuN+SEm0kGMDkFA9qQt7LLruMBQsWMHPm/n+HNTU1rF69mhNPPJFIJMJdd92Vs2seYo5YpWV8m0efpmuI4R5+//9+AMDzqzfTG5FJKwlcDDFj6uJ9dXNEsOy44ymvqmagsx3BaCI84ENLJojrMBqPoatpiqbOZtK0fT9s30pfby9abydVxZkURUlFYdvql/6r0gr09bHni1+i0OdjCtCipKkyisiCgGgyMTR3NgMmkd0btjJF09F0nZCm4RRFng0GqTAaSeg62+NxDMCImsaAQIEkYZeM6LqOElc5TbSzNhXGbZAZVVV2JeLsMVmpOedKJs3IZBEwWNint6aoSaiqymD7MGUNxZmaV/4I3Tt7KJtSQmQ4ynHln6CkILN0lErEEN/ysCjSjHztsz/G7dl/ii1RFLno6C+QTqeRJCn3sDlCue76a/jZbXeSCml7vQd9mJwi1/7PNw/quBaLhaOOOupd25WWlvLKK6+wcuVKLrvsMu67777s7D3HweeIVVpLZlbx6i4feQUljAaGKLYpfO6Sy7L7Tzx6HsFgEFVV8Xgmfo17oqmqraWq9oPHgwVHR3BYx7LOm+RMUO5/o3fdOgp9Y2mfaoxG+hSFPLudyhtv4N/PPI4xFmZ3fRl7uvoo8ofIlyRG1TRzrVaK93pHNcbjhDWNEtlITNPYGItSZJAZUVWSukZHMolBFJlsMhHSNPpVjVMEHftDt/GG3Y0+bzknfOer+5SxTKzm9a2vM/e06dmM7nULqln/+BbmVS6m3F3N0hljjimzliznjaefQAiNoOs6xXMX/1eF9Vbe7qyT48jCaDRyw/f+h1AoRE9PD+Xl5QdthvWnP/2JoqKife775Cc/yYIFC7Kfn376aerrM7PvgoICXn75ZRobGwmHw7hcroMiX453ckTX0/L1D9Lj81NUkEdVRel/bftxIZ1O8+gv76TCkXEC6OjzIZZWsPS4E6mqrdvnMS3r1hG85FKse5Wb32Km/xOfQNywIVODzAoOswm908ekwRECisJRNjudqRRVb3HnbU0mqTOZsp83RqM4JImYpjF3r1NCXFUZUlUqjUY2xqIs2FsYUdd1OhWFsp/fwayzzhon37pdr7E+/TKRcBRbngWTNTOGpmk0vryHuz/3u+wy3lsZ7Pex7dXVGMxmjj71tH22yXHwydXTynEoOaJfOUuKiygp3vdb0MeVVCqFLIq09vQSTyTRdJ3qaIjdz/yT0QVLmL3oncsb9YsX89jixRjXrUU3yFi/8AUq/vgnzOEwnakU5tJ8kmYjnxiJ4kPALWVuC4soEFZVHHuVQeptMzqXJDHJbKYzlcpus0gSuqqyM5GgWB5TeIIgkAbkfTjLNIV2YvTKeBx59O72UVidj0E20LunH6vdQiKRwGZ7Z1XgouISTjz30+/nMubIkeNDyhGttHK8k46WZrxWE4KtLLvt6dfXMqWqkr5/PcGWNa9x6qcvoqhkzG1426N/p27NGowAqRRvPL+KmlCIplQKhyRR0+dnyGhgMK2T1nWkvY4XRQaZjmSSzlQKAdDQiWkaVlEkoaoMKgqTzGbSb5msa7rOrkScOqMJXypFscGAQRBoSqWwXHghU1eseMc5GfQxG1fZlBK2Pt+I2WbC4rJgSTj3qbBy5Mjx8SRnPfyQUVRSSiA8FrQbicUpyy8gnkhiMhqQggH+7xd3MNDXm22T2LObt8bs24cG6ZMkak1GdHSMOgyMhAgqCjKZm6I9laIzlaJHUehJpbCIIjMtVkZUlY5Uih2JBLIgsDUWI5BW2B6PsysepyWZZIXdQURTmWE206co7EqnKfzhD1l56y37PKcVdStJd4pEhqIonXBCzSeodUxmmnEuN3z6hwflOubIkePDSW6m9SGjoLCQhMWeje0SEHC7HBS58xiNRCnO95BIJnnmr3/h89/8Vuagqipak0nCahqnZEBNpjAbDDSHMolhraLI2W43PkUhommYBAGTKKICBZJEmSwT0lTak0lqTCaGFIUOTaNclhGBuC6gA0ldxy1JDCgKFlHCIklU7l1aDKxbC5/77D7PqaSwlCuPuYZIJILdbs959eXIkWO/5GZaH0JWnHUuGE1UeItw2CxIkoTJaCSdzoT9mk0mgv19AASHh4n87W/UmUxMMZkJqGnMwSDNgWGSmoYsCEw2m7GIIrUmEzqQBhJ6pqS8RZIolWVsokSRLPP/27vv8KqqdPHj311Oz0k/SQgJJaEEgiNdBgsqWIcBR/2BnXbVcRzbvWIfvYgdK9Y7j2AFuTOoyDhebAOIioIFFUSQmgJppJyT03b9/ZFwIBKwTBISXJ/n4Xk4e6+z13tWOLxZe6291g5NY5um0d/lotDlot6yyFAUFElisNdLT6eTVIeDULcfbD//I7OrJEnC7/eLhCUIwiGJpNUFZeXkcNr0P7J642Ysy6Z7IJOvNm8hJ6NpyndDqDGxxNC2JUvotvl7ANyKQo7qIFNRSFNUjklKarHSBYBblinTNDIVlVrTpMrQiVgWccui2mjar+woj4eobVNjmpQbBrtkmXTHvk57iizT6/e/Z1dREbsdDnYNGcKAP/+5I5pGEIQjnLg92EWlZ2Twx/++m/n33Yl3Ty3RWJzNJaV43S6cDgdpuU3L3dg/mAZuAZWGwci9kxskiUbTJElR2GMYgE2yolBrGgxvLvN9LEaDaeCWZQqcTiRJQrcsIkD3nByGhMNs0zSym2cdNto2nsJCTrjllharXwiCIPy7RE+ri7Asi9Xvv8eq//sn4eYdm5OSkjj9/EsIZKSRlZlOVnoqqqJimCZOmqanF517LuVDh2LbNkHTxMRGlSS2WSbrJZtMh8racCM7mqety0hkOxwUuvY9wNzX7aa700Uvp5PtmkbcslBlmZ4uF2Z1NRYQNE3WR6Osj0YpicWIrloFtL76hSAIwi8lelpdgGVZPHbLTMrXfYZDlvnn889y27wXSUry0694ELWVFdR9/AGZ+z0DVROLA+BNSmLMC8+z5fMvKH1jCfqChez0ubGKeuJyOtlUtQdpYwM9bIt0xUHQNPHJMvWmSWpzL63BNPHKMookUW0YyDStqvFZOEyyovBFJMJwrzcxHrU1HoeaPR3dTIIg/AqInlYnVlNZyZM3XsdtfziDzZ9+RLcUP5l+H+lWnOcfvA/TbJp4MerkcYyacDbheFNvybIsfDn7nuNyOBwMGHUMubJMqqrSmJuJq3mlC09WBtk5AUo1jfdDISp1nXrDoN4w2BqP8200SoNpElBVbNvGsixM2+aLSIShXi/93W4CDkeLCRSyJOE56cQOaydB+KXmzp3LrbfeesDeaPfeey/r1q1rUW7lypUtyixdupTbb7+d+vr6DohU2EskrU7s7ZfmE9vxPRluByn7bfaoyDLbVn/IPRedw7uL/wZA7/4DKG+MsWbDRsoMOPkP5wJNCWzvSl3xHj2o0LTEa03XidTUE9Z1ejpd/NbnY1RSEoUuF+X7rfKu2zabYjE2xmJEbIuobeOUpcSCtQoQaV4tw7Zt4iNHMuLyn7fvlyD8UDAYZMOGDe228SPA/Pnzueeee3jkkUdaHH/yySdZv359i3KrV69OvH7kkUe4+OKLOf744w+5j5/Q9sTtwU4suKcm8XfNMNhd34Bh2SS5nKgyeC2DNa88R6B3b754+y3qvlpLTDfYtGMLXw0eSuid99GWLsX2+dgxeBA7l/+LwkAaOVV11DhUBpVWM8iCoGHyjabRu3ldQUmSyFRVfLLMDk3DIUlYgG7byEgM8ngo1/XEBI58p5NvBg6gR79+SLndGX/FHw9TiwlHAk3TmHXTDVR+twG3ESemusguKuaO+x5ol63tJ06cyH333ceMGTPIzs4+ZFnbtpk5cyYvv/wyy5cvZ+jQoW0ej3BoIml1UpW7ytn5/WaSLYO4YRCMxinqFkCSJBqiUSy9qbfkUmRee/Ix5EiYisoaspKTwLZZcO9spmzagSpJEA7z8QcrSRlQQK0kEQtFSPlmC4OaZwcmqyrpzbf/9t7mM7EZ4Hbzr2CQni4XAz0eIqbJKl2nUtfp7nBQrmtUFg8kcOKJTLj8ctz79QYF4ZeaddMNuLZ9ywC/C2j6Rapx27fcefMN3PXQo21e37hx49B1nTvuuINnnnnmoOU0TePCCy/ks88+Y/Xq1fTu3bvNYxF+nEhandSn7/wfAcWmKhwloumk+zyJhJLi8VAfbtqwsTLYiDOusbO2ngHZmTiaJ094DIMy26KX1PTayExN3M5z+704HC2nwrtlmS8iEfyKQsy2UJAobV6c16sohC0Tn6JQ7PGgAqWahlJQwOinniI9V6zAL7SNYDBI5XcbmhPWPkkuJxu/a7pV2B4ryc+ZM4ehQ4dy1VVXUVzc+r52999/PykpKXz99ddkZma2eQzCTyPGtDopWW5KKlnJftyqA32/FdZt2yaq6VSHwqT7vGjxOIauJxIWgENR+N5umqjRYFmE97u2bdt4bNgca0p8QdNEty0Gut2sj8VIVVSKPR76uN0M9/nwyTIVuoFu21hAiqpSZZoMXvCySFhCmyotLcVtxFs959HjlJWVtUu9AwcOZNq0acycOfOgZU4//XSi0Shz5sxplxiEn0b0tDqpY8dPZMvnazB2l2DJMpFIjIr6EKoiE45rqLKMbhiU1dWT5U+iW4qf8roGuqc1LZe0c08dZKYSsWzKXCrpXjdVwUZkWSISipBrmtTbNl9FwkQtm0K3m1rTxLQs8vd7tipVUdjRvK/W1ngcpyyhShKGU6Hm6zepNaLI2YMoHHriYWop4UiSn59PTHW1ei7qcJGXl9dudc+aNYs+ffrw7rvvtnp+xIgR/OUvf+HUU08lHA7z+OOPi2XHDgORtDqptPR0rnjgUTZ+8xWaprP04XvZsrMEj8NBitdNksdFwO9jZ00dSW4XLlVhXckuQtEYpmWT5HDgsCzq0lNIkiRSPG7wNG0dYlfWketwElBVPmhsZLTPh7N5OadTkpN5q6GBYo8HC1AliVRFoULX2a3rjPD52KFp5F98DP2lLeCAxl0l7HT76DlwxOFtNKHLS05OJruomMZt35Lk2jfpojGukVM0qF03mczKyuLmm2/m+uuvP+hu4IMHD+aDDz5g7NixhMNhnn32WbH5aAcTtwc7MZfLxeDhIxk5+lim3/MQ/YYMxe91k+lPQpYkNu2uxOd0YFoW22pqSU/yUpiVQXFeDvmBdDIiMSJxDY9DpS4cZU9jhIqGIL+pDZLtcCBLEr1crkTCAvArCj2dTjJVFUWS+DYapTQeZ5euk6mqfBuNYmZnk9933z39JLeCtmfn4Wgi4Qh0x30PoBcOZGNjnB11QTY2xtELi7n93vvbve7rrruO+vp6du/efdAyRUVFrFq1ihUrVnDBBReg63q7xyXsI3paXURBv/5kZmVRtWkj1aEw+ekp+FxOyiJxdu2q5KhuWdQ0RnCoTT9SWZaoyEqjrjFK9/QU6iMhspKTyFC9OByVietmqyrro1EGeTzYts26aJQ+Tie1pklPp5MeDgcfNDZynM+H0pzcPq2oIK08SL+cptmHUc1ECXQ7MGhB+AWcTid3PfQowWCQsrIy8vLy2q2Hdc0113D00UcnXrvdbhYsWMCHH37IkCFDWpQbMGBA4nVBQQGrVq1iwYIFfPnll4wcObJd4hMOJNn2ftvOdoBgMEhKSgoNDQ3t2tU/Ej10/bVs+3wNBVnpaIZJMBqjLhLFUFXSHQq6YZKXnpoov7WqBlWWiWo6fo87Md7VULKbLN3EZVlk14fxADvjcbq7XBi2jQr0cu0bV6g3DGwgrTkhfheNEnOr5Jw3mvxhR2FmDqD/6PEd1xBCpyK+00JHEj2tLuSks8/l208+JqrpNMY1An4fXqeDsroGsjNS0QyTioYQhmkRisXISk4iphuEtQg2kOxxN017D6QR97iJAxXllZxdHSJNVfg+Fsdu3nKkh9OZmCLfaFmk7HffPo7NYMnBur9/zkmzXjw8jSEIwq+SGNPqQoaOPo6Rv/8DFQ0hAv6mW3Nel5Mkt4twXCMYjeFxOgjFNTKTvMQNE0WWOTo/lwG52ZiWRUV9sGlSRjMlO4NK00SzbHbG40QskyK3i03xODW6Tomm8W00yuZ4jG+jUdZFImQ1b0GiqmIAWhCEjiWSVhdz2Q034UhuuQuwZdvURSIgQUzT8bqdRHSDbil+VFlGVZp+zKleD2FNQ2vezBEgFooQNAzClkWyopCqOkhXHXhkmahlEbdMTvD7SZZkBno8pCgKHkXBtm1cY8Z06GcXBEEQSauLkSSJq+Y8xh6t6cHhqKbhUGTiuolLUchO8dMzLYXGaAzDNLF+MGSZnuRja3klFXUN7Knaw7Cyavq73eQ5nWi2RaNlUa5pRCwLtyxjAS5Jot6y2Klp2MDXkQjvKzJn/mCRUUEQhPYmxrS6mFgsxqKH7yMWbqQ6ruBUVLKT/QT8Nnsaw/iB8roGZFlmW00dKR4XFfVBPC4ndeEouanJmLoBe+qp9brYKUtUxKLEdYNkReWY5vUIbdvms3CYEUlJfBgKMSopqWkdQyBmWxTYsGXlSorGjj2MrSEIwq+NSFpdyKcrlvO3B2bjxKYxrtE3JRNZbl7g1rKoCoaJajoZSV4AMpN86KZJQzRG3DDwuRw4VQVbkvB0zybH46bK08CI7RX0VJ3sbN69GJp6dFG7qXe19yHjvbySjMuyiO4s6dDPLwiCIG4PdiH//J+55Pq9ZPp99MvO5LuKSkzLQjcMtlbWgG0TjMRwqiouVcXlUElyu+ielkJDJIZTkSmtbcDlUBOTMdLSUtiRmYJLlgmZZmKvrbDVtG9WT6cTBajbbxys3jRpSEoic6RYAUMQhI4lklYXYhv7nrw3TAu3qvJV6S6219QBEj0y08jw+2iMxVtMtgDwu504FBWHLKH+cNmZ5l6US5bYGo+zU9MojcdxSRJVuo4ORGybnZrGtngcJTeX7CceJ3/QoHb+xIIgdLRQKMQ777xzuMM4KHF7sIv4ftN3yBnZaNXlVIfCeJ0OIprO4PzuyLKEYVrsrg+Sn5EKgCRFqQ42kubzUBUKk+7z4HY4qGkMo2s6LlUm2eMhEmxkSF0I24YGw8TpaPo9xi3LREyLDZEI+S4X3fdbRLduzBgKfvvbw9EMgnBEWblyJQMHDiQQCBzuUBK2bt3KmWeeifGDX3w7C5G0uoC/P/MEa974O6FoDMO0yE7x0xCN43E6kWWJuGE0T23fN+6U6vWwtWoPUV3HqSqU1tbjc7lwqApuh4PqhhDSzgpOCGvELYtFRpxekkTYMtFsC9mGDIeKR5bZGm/aKiJFValQVU668k+HqykEoU1Eo1FWrlx50PNut5sTTzyxTetcsWIFgwYNarEX1/z587nyyivbLGm1VseRRizj1Mnt3L6NRy+fQk5yEqqisKWiBt00cDudKLJEMBonPz0F3bKobAjRNzsTp6oS1XTqwhFym5dusm2bz3eWE/D76JmRBjQ935WyYRuNsRiDFScBSWJdLIZkmpiSRJbDgWHbRE0Tv6Kwx6FyzIIF9B0hxrKEfdrrOx0MBiktLSU/P7/N/6+orKxkypQpideffvop6enp9O3bF4BAIMBLL73UpnXm5eXx7LPPcvrpp7fpddu6jnXr1jF8+HDR0xJ+GV3XcSpKYhwqZuqkejyJNQZrwxGcqkqK04FuWKzdVkLPQAZJTidOdd+PV5Ik0rxu5P22/5Elic8y/Iwr1+jWvBjucI+Ht7Q4Y1UHruZja7U4gbPP5qRp0+h+kF1dBaGtaJrGnLtmo9VWE0jyUt0YwZkeYOZtf8HpdP74BX6C7Oxsli1blnh93HHHceKJJ3LXXXcd8n2rV6+moaEBRVEoKCigsLDwgDK6rrN582ZisRhHH300qqqyZs0a4vE4n3/+eaL+IUOGtLg9+PXXX6OqKgMHDmzRFv/61784/vjj8fl8h6z/YHXsjem7774jFosxaNAgPB5Pi5jr6urYuHEjvXv3/pkt2fFE0urkCvv2w1BUgtEY26vriOkaxbk5ifPpPi81oTAepwOvU0WWFDTDoNG2iepN098lSSIUixPwJ1EXiSXeG9N1GoMh/FbLznZmt1zMSy9l+2uvEne5OPaWWyjcb8VrQWhPc+6azeD0JFJ77vt3XhcK8eDds7ll1uzDGBm88sorbN68GcMw+Oabbxg5ciSvvfYajuYx31WrVnHxxRfjdDpJSWm6y/Hmm2+yePFiQqEQr7/+OqtWrWL06NEMGTKEKVOm8MQTTzB+/Hg+/vhjnnzySb755ptEfUuXLuWqq66itLT0R+s/WB0ff/wxF1xwAX6/H4/HQ1lZGYsXL2b06NEAvPrqq0ydOpUBAwZQXV3N0KFDO7hVfx6RtDq5LZu+Ix6NUh+P43YoOBQXwWiMFG/Tb0pRTUNVZGy76dmtzGQvqV4PHoeKYdls3l1Dht+LU1VI9riJGQa76xpo1HU0zaCoVx4bvt5CtmniURTKdY3eVVWkHP0bhk2d8iPRCULbCgaDaLXVLRIWQJrfT3zLDoLB4GEdVpg7d27i79FolDFjxvDSSy8xffp0QqEQkydP5qqrruLmm28Gmm611dXV8cADD7Bw4ULuuuuug966O++887juuuv4/PPPGTZsGADPP/88l1xyCWrzXZND1d9aHeFwmEmTJnH77bdz2WWXAU3jaJdccgmbN28mGAzyH//xHzzzzDNceOGFGIbBWWed1ebt1pbElPdOLlhXi2WZ9MnOpF9OAL/bRVWokdLaesrrGvi2vBLDtKhpDONQFFyqSrLbTTCmURVqxMTC53KQ7HGjGQaVDSFsCfpmZVKcl0MwpkGqnz2myU5NI1lWyJBljP0eNBaEjlJaWkqg+eH4HwokeSkrK+vgiA5UWlrKBx98wMqVK+nXrx+ffvopAGvXrqWhoYEbb7wxUXbw4MEUFRX9pOumpqbyhz/8geeeew6A3bt38/bbbzNt2rSfVH9r1q5dS01NDfn5+Sxbtoxly5aRlZXFtm3bKCkpYc2aNSiKwoUXXgiAqqpceeWVP6s9OproaXVyWbl5BJKTEuNToVic3LQUUpt7WqZl0RCJosgyNtA7kA5AdnISeq2JYZrEDZPKYC2KLONUVHJT9y24q8gSmQV9CDZGGbB9Ozaw+9RTGCs2tRMOg/z8fKobI62eq26MkJeX1yZLEYwAAA7QSURBVMER7aPrOueffz7Lly9n4MCB+Hw+tm/fnhiDqq+vx+/3I8u/vC8wbdo0Jk+ezEMPPcRLL73EiBEjEknvx+pvzZ49e5Akiccee6zF8VNPPZVYLNZqz7WzT5ATSauTe/OFecg0zZ4wTBOP05lIWAC5qSns2FNLr0A6WyqrW7zX7VDJSPJSXtdAfSSGbhhk+H1Ytp3YKwuXl6mLX8M0TTa+9z6yqnDySSch7bdskyB0lOTkZJzpAepCIdL8/sTxulAIV0bgsP6H+sknn/Dee+9RXl6Or3mNzunTp1NbWwvAUUcdRVVVFRs2bKC4ecKSbdtEIhF8Ph9OpxPTNA9Zx9ixY/H7/SxdupQXXniB66677ifXDxxQx29+8xsMw+C5556jW7d9u4vX1dWRlpaGaZqUlpZSXl5O9+7dE/V0ZiJpdWLhcJiqdWsJxeK4VAXLpum5LN3A5Wj60dWFI+SnpVIXjuBzuaiPREn1eojpTatnqIqMqigMyA3QGNOI6jole+qwLRsUhT8+0PQbmKIoDDrt1MP2WQVhr5m3/YUH755NfMuOxOxBV0aA62/9y2GNKzc3l1gsxqOPPkpxcTEfffQRf//73xnbvGh03759ufzyyznzzDO58cYbSU1N5YUXXuDuu+9m+PDhFBUV8eKLLyauNaSVyU2yLDNlyhRuuukmKioqmDx58k+uH2i1jiuuuIKxY8dy9dVXEwgE+PLLL3nrrbf44osvKC4uZvz48UycOJH/+q//YteuXTz00EPt2Yz/NpG0OjGHw4EuSciSxLe7q9A0A7fTgVORURWVmK6jyBIuh0pJbR19swNU1Af5riFEToqfTL+Pkpo6emU2PZflc7moCjaSlZzEzj21xDUdXdd/JApB6FhOp5NbZs0mGAxSVlZGXl5eu/ewRo0aRb9+/Q5ZprCwkDfffJPnn3+ezz77jNGjR/PUU0+xffv2RJmnn36aV155hXfffRfTNLnhhhsYPnw4AE8++SRz5szh6aefZuTIkQwZMoQxY8aQlZXVop5p06axZs0apk6din+/3uZPqb+1OubOncsbb7zBW2+9RV1dHUOHDmX58uWJ9/zv//4vDz/8MK+99hqFhYW89tprzJ59eGdpHop4uLgTi8fj3Hj2mSRJYFhmUw9LVdkdDNItJQXdbFoJI6oZxAydDJ8PzTSxLIuYZiArEthQkJWRuGZNKEym38eu+iCNms6t8xfQo3fBYfyUQlcnvtNCRxI9rU7s68/WkqY2TbBI8zWNY9VHorgUlYDfR3UoTMDvoyYURpEkDMvEtCzy01PRDIM9jRGS3C4aIjFSvG4M00RvXsndME0KjjpaJCxBELoUMeW9E9u+eRP10Rh+tytxLNXrIappRJqnpFu2jWFZIEtUBEPkN6+U4WzemsTjcKAqMtuq97C+rAJFlvi2vJL0JC9jzjr3cHwsQRCEX0z0tDqxbjk51Eci+JwO0nxNz67UNkbodczxBAIZpNbX8u1XX5KsynRL8dMQibZ4v2XZSBL4XE68TifpPi8+p5OAPwmpTzGjTh53OD6WIAjCLyaSVic2fMxJvLd4AOGynVQGG5ElkFwerr31NgJZ2QCU7djBlyveo6ykhLPO6sOm1R9BVRkxXacqFMKybSzbJjPJR300mtjpePS40w7nRxMEQfhFxESMTi4Wi7HwiUfZvf4rfMnJHPf/LmD48WMOWt4wDJ74779Q/eWnpHjdbKuuJS8tmYimY1gWWf4kfP2KuWzWvSg/3AxSEH4B8Z0WOpJIWkeoVe++zf/N/x+8sUaitsSx508lt3chhh5nyKjRImEJbUZ8p4WOJJLWESwWi/HdN1+TmZVNXs+ehzsc4QglvtNCRxJjWkcwt9vN4BFiDUFBEI4cYsq7IAiC0GWInpYgCMJBmM0P40uSJMaBOwnR0xIEQTiIYcOG4XK5En8KCgqYOnUq69evP6DsO++8k1il3ePxcPTRRzN37lw0sTddmxJJSxCETikYDLJhwwaCwWC71bG3J3Uod999N4ZhEA6H+ec//4nX62XYsGGsWLEiUeb5559n4sSJjBs3jg0bNlBfX8/ChQvZvn07H330UbvF/2skZg8KgvBvaevvtKZpPHb7AyglGnlKgDKzGrOHk2vuvAGn09kGEe+Tk5PDn/70J15//XU2bdrEoEGD+Otf/8rgwYOBpp2HzzvvPG666aYW75swYQKlpaV8+eWXRCIRunfvzvXXX8+tt97apvEJBxI9LUEQOpXHbn+A0yJHM6nHKYzuPphJPU7h1OjRzL19TrvU9+yzzzJ//nwqKys5+eST+d3vfkck0vruyXudf/75rFu3jrq6OlavXk19fT0XXXRRu8QntCSSliAInUYwGEQp0Uj3prY4nuFJRS6Nt8utwpkzZzJkyBD8fn/iVuC77757yPfk5eUBTTsA19TUAE2bLgrtTyQtQRA6jdLSUvKUQKvn8pQAZWVlbV5nQcG+7XkURSE/P5/y8vJDvqekpASA9PR0AoGmeH/sPULb6PAp73uH0NpzcFUQhI6z97vcFsPj+fn5vG1Wt3quzKzm9OYeTlvasmVL4u+GYVBSUpLoSR3Myy+/zPDhw0lNTeW3v/0t6enpvPDCC9xxxx1tHp/QUocnrVAoBDT94xQE4cgRCoVISUn5t66RnJyM2cPJnmg9GZ7UxPE90XqsfHe7TN568MEHGTVqFH369OGee+7B6XRyyimnJM5bloVhGGiaxubNm3n88cdZuXJl4haix+Ph8ccfZ8aMGUiSxPnnn092djbff/898+bN45xzzmHs2LFtHvevVYfPHrQsi127duH3+5EkqSOrFgShHdi2TSgUIjc3F1n+90ccNE1j7u1zkEvjidmDVr6bq++8vl1mD15zzTW88cYbidmDTz31FEcddRQAw4cPZ926dUiShNvtJi8vjzFjxvCf//mf9OvXr8W1Vq5cyf3338+aNWswDIP+/fszY8YMpk+fjqqKdRzaSocnLUEQhJ8iGAxSVlZGXl5euz0ek5OTw8svv8y4cWJD1K5CpH9BEDql5ORkBg4ceLjDEDoZMXtQEIRfLVVV2+SWptBxxO3BLmrp0qWJByC9Xi8FBQUMGjSo1XLRaJSzzz4bh8OROL5+/XrKyso4/fTTW5QvLS3lo48+4phjjqF3794/OR7DMFi8eDGjR4+mR48eLc59+umnNDY2Jgaj98Y+btw4MjMzW5T96KOPKC0tZciQIfTv3/9nxbZ/m/h8PgoLC1v9TX3VqlWUl5dz1lln4Xa7f/JnFAShE7CFLql79+72UUcdZU+ePNkeP368nZqaap944ol2OBw+oBxgP/744y2O33HHHXZxcfEB17388sttwL7ooot+VjyhUMgG7FdeeeWAc1OmTLGPPfbYA2KaNWtWi3KaptmBQMAG7Dlz5vzs2PZvk9/97ne23++3TznlFDsajdq2bdsvvfSS3b9/f7tPnz42YO/evftnfUZBEA4/0S/uwiZNmsSiRYv4xz/+wVdffcWaNWt47LHHDihXUFDAnXfemXjc4GAikQivvPIKM2fO5NVXX6W+vr6dIocTTjiB5557rsWzPW+88Qbp6elkZ2f/4tj2tsmbb77JF198wYcffphoE9M0WbJkCU8//XS7fCZBENqfSFpHiB49elBcXMxXX311wLkZM2bg8/mYM+fQa7f97W9/IzU1lXvvvZe8vDwWLFjQXuFy5plnEo/Hef/99xPHnn32WWbMmNFmsfXp04fi4mLWrVsHwJQpUygqKmqT+AVBODxE0jpCaJpGaWkpWVlZB5xzOp3Mnj2bhx9+mIqKioNeY968ecyYMQNFUbj00kuZN29eu8WrKApTpkxh/vz5QNOyOCtWrOCSSy5ps9ji8TglJSV069atTWMXBOHwEUmrC/vmm29YtGgR8+fPZ8KECdi2zTXXXNNq2QsvvJC+ffsya9asVs9v2rSJ1atXM336dACmTp3Khg0b+OKLL9ot/unTp/P6669TV1fH/PnzOeOMM1q9NfhzYtvbJvPmzUus1n3FFVe022cQBKFjiee0urCNGzciSRL19fUsX76c2bNnU1hY2GpZSZK47777GD9+PNdee+0B5+fNm0dhYSEffvhh4lj//v2ZN28eQ4cO/dFY9q5uYrcyGdVu3q78h/r27cvIkSN5+eWXee6553jyySdbvfbPiW1vm3i9Xk466SRefPFFsfq2IBxBRNLqwiZNmsRtt90GwAcffMDJJ59MUVEREyZMaLX8aaedxpgxY7jlllsSy9QA6LrOiy++yJAhQ1iyZEnieK9evVi4cCEPPvggHo/nkLH4fD78fj/V1QcudlpVVXXQW3QzZszg6quvxuv1csYZZxxw/ufGtn+bCIJw5BFJ6whxwgkncOmll3Lttddy+umnH3SNtvvvv58RI0YQDocTx/7xj38QjUZ54403WrzPtm1yc3NZvHgxF1988Y/GMGLECJYtW8bVV1+dOBYMBvnkk08OuqPrueeey7Jlyxg7diyKohxwvq1iEwThyCDGtI4gd9xxB1VVVYec0j1s2DAmTZrE22+/nTg2b948zjjjjAMSnSRJTJgw4SdPyHjooYdYvXo155xzDn/961959NFHOe644+jVqxd//vOfW32P1+tl4cKFB5012FaxAXz99dcsWrSIFStWAE1T7BctWpTYG0kQhM5PJK0uauLEiRQXF7c4lpOTwyOPPNJif6CJEyceMM377rvvZvLkyZxxxhnE43HS0tK47LLLWq1n2rRpdOvW7Uef8QIYPHgwmzZtYtSoUXz22Wds376d6667jrVr17ZYeaK1mPZ31llnUVRU9LNja61N9rdhwwaWLFnCli1bmDx5MsuXL2fJkiVi8z5B6ELEMk6CIAhClyHGtISfZOvWraxdu7bVcz6fj9///vcdHJEgCL9GImkJP8n27dtbzN7bXyAQEElLEIQOIW4PCoIgCF2GmIghCIIgdBkiaQmCIAhdhkhagiAIQpchkpYgCILQZYikJQiCIHQZImkJgiAIXYZIWoIgCEKXIZKWIAiC0GWIpCUIgiB0Gf8fiKa/WJBMhc8AAAAASUVORK5CYII=", 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" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 952 ms (started: 2026-07-16 01:06:49 +02:00)\n" + ] + } + ], + "source": [ + "# Control/untreated PBMC data\n", + "ds_ctrl = scarf.DataStore(\"scarf_datasets/kang_15K_pbmc_rnaseq/data.zarr\", nthreads=4)\n", + "\n", + "splt.embedding(\n", + " ds_ctrl,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"cluster_labels\",\n", + " show=False,\n", + ").figure" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "be3264df", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 606 ms (started: 2026-07-16 01:06:50 +02:00)\n" + ] + } + ], + "source": [ + "# Interferon beta stimulated PBMC data\n", + "ds_stim = scarf.DataStore(\n", + " \"scarf_datasets/kang_14K_ifnb-pbmc_rnaseq/data.zarr\", nthreads=4\n", + ")\n", + "\n", + "splt.embedding(\n", + " ds_stim,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"cluster_labels\",\n", + " show=False,\n", + ").figure" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "1d1e95ec", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 features missing in target data\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded existing ANN stream from RNA/normed__I__hvgs/reduction__pca__25__I/ann__l2__50__50__48__4466\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 3.21 s (started: 2026-07-16 01:06:51 +02:00)\n" + ] + } + ], + "source": [ + "ds_ctrl.run_mapping(\n", + " target_assay=ds_stim.RNA, target_name=\"stim\", target_feat_key=\"hvgs_ctrl\", save_k=5\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "e3171205", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Target cluster CD 14 Mono\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Target cluster NK\n" + ] + }, + { + "data": { + "image/png": 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", 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labelvoteFractionvoteEntropytopTwoMarginfeatureCoveragereferenceDistancePercentileisUnknown
0CD8 T0.8044000.4942410.6088011.00.846844False
1pDC1.000000-0.0000001.0000001.00.988430False
2CD4 naive T1.000000-0.0000001.0000001.00.882524False
3B1.000000-0.0000001.0000001.00.959955False
4NA0.5676530.6839650.1353061.00.835427True
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" + ], + "text/plain": [ + " label voteFraction voteEntropy topTwoMargin featureCoverage \\\n", + "0 CD8 T 0.804400 0.494241 0.608801 1.0 \n", + "1 pDC 1.000000 -0.000000 1.000000 1.0 \n", + "2 CD4 naive T 1.000000 -0.000000 1.000000 1.0 \n", + "3 B 1.000000 -0.000000 1.000000 1.0 \n", + "4 NA 0.567653 0.683965 0.135306 1.0 \n", + "\n", + " referenceDistancePercentile isUnknown \n", + "0 0.846844 False \n", + "1 0.988430 False \n", + "2 0.882524 False \n", + "3 0.959955 False \n", + "4 0.835427 True " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 398 ms (started: 2026-07-16 01:06:55 +02:00)\n" + ] + } + ], + "source": [ + "evidence = ds_ctrl.get_target_label_evidence(\n", + " target_name=\"stim\", reference_class_group=\"cluster_labels\", threshold_fraction=0.6\n", + ")\n", + "evidence.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "5ef35140", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 50.7 ms (started: 2026-07-16 01:06:56 +02:00)\n" + ] + } + ], + "source": [ + "ds_stim.cells.insert(\"transferred_labels\", transferred_labels.values, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "645a865e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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vz9wfGRkRAMFoNApPP/20sG7dOuEnP/mJYDQahaGhoYxcXyX7F/t+8803BaPRKLz66qvC5s2bhRdffFE4/fTTv/IZvgpRSXyD8LocQvMnLwstn7wkuEcGD7c4IoeRfX2P7rjjDmH69Omjrt18882CyWTKTDpfRkNDg/DUU0+NqpuTkyNEo9HMtXvvvVcYN25c5uesrCzhtddeG9VOIpEQBEEQPvroIwEQ4vF45t7xxx8v3HjjjaPK//e//xWsVutXyjxr1izh2GOPHXVt4cKFgtlsFsLhcOZaKpUSysvLhWeeeSbTvlqtFhwOR6bMG2+8sV9K4os8+eSTwvjx4zM/b1cSf/jDH0bJVVdXJ/zud7/ba9m/2Pcdd9whzJ07d1Tf28d7fxBtEt8QwqEgQx89TI0xbUxbt3AV8qwy1DKBRNYYBgcHCbsHqK6sxDZmJuasnMMsscg3gdraWnQ63ahr4XCYv/3tb7zzzjsMDg6SSCQYGhqiq6trVLmamppR9oS8vDxGRkYyP3//+9/npz/9KRs3bmTBggXMmDEDmUy2R1mWLl1KY2Mj//nPfxDSH7BEo1FcLhculyuT63x3MgNMmTJll/bC4TANDQ2ZLStBEBgYGMhsw6xfv576+nqysrIy9ebOnftlQ/aVLFmyhAceeIC2tjb8fj/hcHi3xuVjjjkm83+JRMLs2bNpbGzca9m/yMknn8ydd97J+eefz3e/+10WLFiAzWbbr2cB0XD9jcHetpnqbQoilRJQJdzUq2UEwzHa1q1lfmUOQUmMTz9dibvpHYxZuSQM5dQddxFyufhrFtk9Go1ml2vXXnstK1as4E9/+hMVFRVotVrOOeccotHoqHK7m/CFnewHjz/+OG+//TYLFy7k0ksvJRQK8cILL4yaHHcmGo3yhz/8gbPOOmuXeyaT6Utl3t31SCRCRUUFb7/99h7bi0ajuxjO98eQ3tjYyMknn8ytt97KLbfcgtls5r333uO6667bpewX+1Gr1Rllsjeyf5EpU6awefNmnn/+ef7xj39w6aWX8qMf/YiHHnroaz8PiEriG0H75rU0vfsPElkJxpTYcAci5Jq1APQ7A0yoTK8adBolVoOaaVVWII4gNLN16X8ZM3fXl07kfwuZTDZqAv8yFi1axJ/+9CdOO+00AOLxON3d3fvcp0Qi4dRTT+XUU09FEAQuueQSbrnlFpYsWbLb8mPGjGHr1q2UlZXtc1+7o76+nocffhi9Xk92dvZuy1RXV/P4448Ti8Uyk/bGjRu/dp+LFy+mvr6em266KXNtaGhot2WbmpqYNWtW5ucNGzbQ0NCw17LvjrKyMn7zm9/wm9/8hjVr1jB16lQuv/xyJk6c+PUeCNG76YjG4xzm02dux9L8L86YZMGi1/DGshZWb+2nc8gLwBdfe616h96XSCQoYp5DJ7DIEUtBQQE9PT27rAZ2R2FhIYsXLyaZTJJIJPjVr37F8PDwPvWXTCa56qqrMsolFouN2jLaHb/61a94+umnefbZZzPbTevWrePmm2/ep763c+6555Kbm8sll1yCw+EA0q7Ad999N+vXrwfgrLPOQiKRcOutt5JKpfD7/fz617/+Wv1Beuza29vp6OgAYMWKFTzwwAO7LXvPPfdktvCef/55Pv30U6644oq9lv2LPPLIIyxcuJB4PA7A4OAgEokEi8XytZ8HRCVxxJJKpeh89+8II80Muf209blxByJIJBBPpciz6GjudeIPxVi2qReAQChKe58788UYiSUY6Oti64fPEvT7DufjiBxmzjjjDAoLC7HZbBkX2D3x4IMPsmTJEqxWKyaTidbW1l32+78KmUzGhAkTmDt3LtnZ2VitVoLBIPfff/8e61x88cU88sgj3Hjjjej1esxmM1dccQXz5s3bp763o9fr+fDDD4nH4+Tn52Oz2aisrMTr9VJdXQ2ko1K/+OKLPPPMM5hMJkpKSpg9e/aX2k6+jLPOOovTTjuNuro6bDYb3//+93e7fba97PTp07FYLFxxxRU8/PDDTJgwYa9l/yLz58/nsccew2q1kpuby2WXXcYTTzxBaWnp13qW7RzyHNc+nw+TyYTX6xWjwH4Jne0tBD68h3HlNkKRGO39HhKpFBMrcwFYsbWfqTX5yGVSlm7sZX3HEBqlnCm1BcQTSUIxAZVcyvS6PACW9SQomHM5kXAIaSKMUqunrHb84XxEkf3g675HHo8Hr9dLVlYWiUSCSCRCXl7ebssODQ2h0+nQ6/UMDQ2hVCozX6Uej2eXusFgEJfLtUu+GKfTiU6nQ61WZ65FIhEGBwf3uLU0PDyMXq9Hq9XuIv/uZB4cHEStVmM2m3fbXjAYJBgMkpOze4eOVCrFyMgIOTk5SCQSuru7yc3NHSXz7hC2nXrOz89HpVKN6s/v95Obm0skEmF4eDgzWadSKXp6eigoKECpVDIyMoLJZNqjLWRPsu+p72g0it/v36dtqi9DVBJHKFuWvsmY8DLc/ggOb4jOQQ/HTS5HKk2HhhYEgdeXtnDStEpe/mQrhVk6zHoNk6t3vDwtdhc1Renl/eZuB3KpBHcwwvS6QiKxBG2KCTQcf+FheT6R/UN8j0QOFeJ20xGKd7gX+4iPSCxBdZEVtUJOLJ7I3E+mBIw6FUsau9Gq5ORa9AD0OfyZMm5/mGF3+gRsMByja8jL9LpCANRKOTbPapo3rKFt7RJG+vfdMCki8m3noYceypw+/+K/008//XCLd0gQVxJHGMP9dla/+2+0rk1oFDBtTCGDriA6tYJPN/Yyd3wxUqmE1j43NYUW3l/bzXeOrsokn9ncPUJ9qY32fjdObxipFDZ2jlCeZ8ZiUKOUy8jP0mPWq+lz+IjEklQWWBjyp4iOOZeSusmHeQRE9gbxPTo0eL3eTMiQL6JSqcjPzz/EEh16RBfYI4jG5UtIrP0/SpQyGiYUsaq5n8b2YaoKLfhDMUBg2eY+xpRkM6Eyl44BD7XF1l2yk61tGSQUjTN7XDGRaJxBd5B5E3cYr7Z0O1DIpGzpcVKQlU5/mWuQ0tq5DEQlISKSwWQy7fFcwv8K4nbTEYT9k6cpzTGiUaZ194AryITKHPQaJflZeioLLaiVcopz0l+OMqkElULG0LYtJUEQcHrD+MNRZo9LGw/VKgX5Vv2ofnzhGCPeEMdNLqcy30zHgAeAlPjnICIi8gXElcQRRMjvpd8lwxuMUFlgIcesHbVKMGpUGLUqNnc7iCeTjHhCeAIRJlfl0hyI0NTlIM+iJsswOmSBNxglFImhVStJpQS0SjnhaNq+oVLKSSSTbOhyk3vCjxjsaqHz8/+ijDpQWfLJGn8y+eV1h3QcREREjhxEJXGEkEwmqS2xMr48h1g8yaauEQZdfj5Y04lSIUOlkOHyRzh5WiUKmQynL4xFr0anVmIfCVCcY+T7s2tYtLKDqgI1GzuHqS3KwuENIZdKeG91Jw3lOSRTKRrKbbT3ewDoHvKyZH0PhRMXYIon6HjjbrJ1EsKxJEH/EHh70Jhuxmw9MO50IiIi3yxEJXGEEIlEsOrTPtlKhYyxZTb84TiJRJJZDUVIJBI8/gibukbQqhTUlaQDkvUO+9jUPUJZngm3P4LNoqWt301NkZXOQQ8bO0aIJRNYdGqqCtM+7qFIjMb2QbqHPGjVCs48ppaOwc2s+r/PsehVWI3ZFGYbGPEE2dw1xOo/X0rF5AXkTjgBg9FMQWHRYRsnERGRQ4uoJI4QdDodKwfS7quRWJKUkAIE8qz6zJaT2aDmndXt/GBefaZecY6RVc19vL2ynWyjBn8oSioFg64gnmCEcRU2gpEYaqWczzb2olbK6R72oFIqKMk14vSFWd8+TDASZWpNHt5glMLstDHbZtZhs4QZV5nDwuUfMt04wLq2IdrlOqy1c6ie/X2UOx3iERER+fYhKokjgHAoyOrXHsTp8TOpwkqRzchH67sIReIYNDtOYQqCQCKRpGfYR2lu2uNi2BMkmRKYVV9Es91JSa6ZQVeA/Cw94yrSJzSXNHZTnmemvjQdNjgYjWPSKQmG41TmW7CZdYSjcRauaMu0u51INIFcKqUs10zXkJcpNXko5DIQNrDpoxBjT/rRIRolERGRw4GoJA4zgiDQ+s4jHJProzWeg1mvoXPAw1E1+fQ7A6xpHcAbjGLSqfAEokypyUcmldBid+ELRtBrlORa9GzqGWHW2LRHU02RleVb+hhwBvAEI6gVciyGHWGU8616gpEYI54waqUCTyBKv8vPvPGleAIRtnQ7qCvJomvQi1QKm7pGkEohEI6nFcQ2VKHdp1Ic6evC29+G2pxLUfW4gzuAIt8oli5dmjl3oFAoKC4upr6+/itqiRxORCVxmHE5HRRK+gBNJqJrIpmird/D+IocaoqzWLm1H4NGSdegF6NWRSSWREJ6RTClJp8Rb5hc82g3V7VSjlwm5ZhxJbT3u4nFkygV6QneH45hM2nwBKPIZVJSgoBVp8FsUDPkCVKeZ6a930OOWUsklmBN6wDVhVnEEkkEQchsfzmdDhLv/YOCo76H0ZKFc2SYjqaVFHk+o8ogwT+UpMW1gJrpJx26ARX52vh8Pnp7eykuLj5oB/RuuOEGXC4XNTU1xONx1q9fT3V1Ne+88w4Gg+Gg9Cmyf4hK4jBjMJroisjIMoJUImFd6yCbukY4a+6YTJymaXUFrG8fJM+qIyWkKLYZiCaSbOwcprF9mHA0zoAzgM2swaRTk0ymkEkkyGXpcw+VBRY2dzuIJZLE4knKck1EYglKbEYqCyz0Ofw0dY3gCoQpzDaiVSsyRu6uIS9jy3Kw6NVIJRI+buylyGZg0B0gnkhgsq+go3slHUEDxUoPOhXkb9vWMqhlDPStBEQlcSQTi8X4+e//zPKeIC6ZFWvSxYwSHQ/eftN+JeDZE+effz633XYbkFZM1dXV/POf/+TnP//5Ae9LZP8RT08dZpRKJa0eKc29TrqHvZh1KsaW24juFKcplRLQqZSolXImVOayqnmAvhE/NrOOEW8Io1ZFllnDJxt62dgxzEsfb6Gh3IZOrWDYHcTlCyOVwIaOYabVFZBj0RGNp8NxtPe70akVfH92LWNKsmm1O+l3pg3oyWSKcDTBjDGF1BZnIZFIKMszkkylqC/JxqjVkGfV4fb6ObVGwtTqbPocAbb2OHH50ln0HPZ2Nq9ZSuu6pYRDwcMyxiJfzs9//2cWhqrwlMxBWtiAp2QOb4eruPb3dx/0vo1GI/n5+Xi93oPel8jXQ1xJHAHIZCokEvAHoyRSApOq8li5tY/a4iw0SgWbukfINesYGggSTyTRqRUkUwKzG4rY0u2kviwbQRCIx1MkBYHKAgvvrGxHgoBOoyLXoqOuJJvSXBMfb+ghz6IjGI4TicZJpQTM21xvcyw6qgqtCCl4ackWZDIJZ8yqyciZb9WxtdeJNxhFEAQMWgWN7UNMrytAte2U+HGTy2jtcxONJ1jV3E+WQUXTf/9CZZGF9z6Qs+CKezCYzIdjmEV2g8/nY3lPEFnJaIcFqcbE571BfD7fAd96amlp4a233iIej/PZZ58xNDTE+eeff0D7EDlwiEriMDPc20GZLkBNXhZqpZz2fg+VBRZ06rT3Ue+wD51KQc+Ij6PrC+ke9qFSyqkutNDW50YuT29Jtfd7GFuWndli2trjRCoBhy9MbXH6TIVGpaDAqqe6yMrWHgeLVndQbBs9OTj9YTqHPJw1p46UILB8Sz9H1xemY+wPe3H7wxRkG1HKZUTiSVyB0Qneu4e8BCMxADyBKE5viLJ8EzqVgjJTjMWP/ZKTr/07KvXu8xSLHFp6e3txyay73VJwyyzY7fYDblhevXo1Pp+PVCpFW1sbRx999B7zVoscfsTtpsPMwNo3qMtLvyAlOSa0KjlNXSMgkVCQbaChPG28zjJoaO51smrrAC5fmM5BL75QlK6hHcv07QoCQKdWUJxjxBscPYmntqWFDETinDKtCrNeyaauEeKJJJu6HESicY7flrdCLpNyVG0+Ly3ZwkeNXXy0rovqoizK80xUFFioL81m/vhSPlrfTSyeYMgVQK2UM6kqj5oiKzKZFJlMRkoQiCdTKOVylAkvy1979NAMrshXUlxcjDXp2u09S9JNUdGBPzh5/vnn89Zbb/H222/T0tKCRqPh0ksvPeD9iBwYRCVxmIkHR6cVlUglaFUKBp0BkskUAG5/hM09IwQiCSZV5zJ7XDE1RVZC0QQz6gq22QBC9A7vaGvIE6S9343NrGVlcz/haJyuQW9mtTKpMhelQoZZr0GChD6HnwKrblu02dFMqytg/oQyzlvQQGP7EPYRP12DHgBMehW1xVm8vaKdt1e24/ZHaOtzs2JrHyU5Bo6fUp4JNSKVSDDr1bg71hy8ARXZJ4xGIzNKdKTCo20CqbCXo4t1hyQMeV1dHS0tLQe9H5GvxxG53eRxuhnY3AZA0YRaDN/iePnKshm0t71GZYGZIXcQqz4dPqMi38wnG3rQqhXkWnQYtCosehXV2zLNdQ160GsULN3UR2WBmWljCmnudbJweRsSCYwpycZsULNqaz+xeIJ2pQJPMIJcJqVzwEN5XnqbyeULU1+WjssUiSVQK+Ws2NpPjklLSa6Jz5rszBlXzMbOYTRKBUU2IyadCplMyqArgMMbprbYSjASIysUY0xpuq1KwczWHieQDiKokEuRIMGgUeCPH4aBFtkjD95+E5Lf383nvUHcMguWpJuji3U8cPuNB6W/7TaJVCpFR0cHDzzwAJdddtlB6Utk/znilITf56N/8VryFAYGXCOs2NDK1PNPxrwtt+63jfEzT2Bx8+es/WQderWCk6dVASCVSsgyaiiyGQnHEsQTKdRKOcFwDIcvjABolAqqC610DXmIxdNRYQuy9JTkmHD5wzg8IUpzTbj8EWKJBOW5ZgptBqbVFrB4fRfHTSojmdqRc6qtz83xUysA8AQifLKhB7VSTlu/m7GltoxL7pZuB2NKs/lgbSfFNiMtdhdbepxMrNqRg1cikYw6eJdMCbTaR9AoZUhNhaRSKaRScSF7JKBUKnn0z7fg8/mw2+0UFRUdtBXE7Nmz2bp1K4899hhSqZScnBwefvhhzj777IPSn8j+c8QpiYH2HgwpOQOuEUpzCmhv7OXNOx9lKD7ML++//3CLd1CwlDRgCHbg9o+2H3gCEbzBCPFECp1awYbOYYptRsLROEatKvPVXp5n4sN13Rw3pYwtPQ68wQi5Fh3JlIDTF0atlIEAhbb0YSWpVEJRtoFWu4tINM6alkEmVeUil++YtM16NRaDmmRSwB2IZBQEpG0fHn+EuuIsimxGgpEYbX1ukskdCieeSNI15MGsV+H2R3D6QhkbyfwaNW3rP6N68pyDOawi+4jRaDzop5//8pe/HNT2RQ48R9ynnFqvZcTjorKghBVbGzl+8kzOXvAdThx7HH+++vrDLd4Bp3PzOnT9n3BUbT5alZyPG7vZ0uNg2ab0oTW1SsH8SWXMbihm3vgSQtE49hH/KCO1TCZFpZTR1udGq1KwsctBKBonFI1TVWihxGake9jLzplq44kUNcVZNFTkEIpEWb6lj2gsmbmfSgkkkin0GiU2kzZz7gFgxBtiXfsQRbb016ZOrcRiUFNVYGFLt4N1rYO097vJNmroGvQSjSfQa5SU5pqoLtyWSS8l7jmJiHwTOOKUREl1BRG1BF8oQGVBaSYERHVRKeMKq7n/5z85zBIeWIaXPkVtfjq5UI5Fx9wJpYwpyWbm2GJaep1Ytp1hANBplGQbtXx3Zg0dAzvy7gbCMXzBKNVFVoptRuRSaO51ZqK5Zpm05Fv1fLS+O+0h1dxP15CHxWu7eG91JxKpFKtBQzyRYE3LIOvahnh9aTNWvRqZVILd4ePtle2sax1ka4+TXIuOnROm9o54KczW0z7gQSqV0DPsRaWQM7Eqj6m1+QgSCRMrc+l3+inMNrLZq6OofsahGmIREZH94IjbbgIonj2BgSUbkSIhj/SWSiqVQqPsYl69hidvu4bLb/v7YZZy/0kmkzgdw7Qp4yRTKSQ7Tb3BcAyZTEbPsA+NUk5BtgF/KIpSIUVAYMAZYGPnMGqFnEFXAKNeRfeQF7c/winTq2juHe3WaDFoSKUEuoe9FGUZMGlVzJ2QznvdPeQlFk9gM+sozTUhCAIDTj/xZAq5TIZarmBiVS4yiQSZVIIvGKWuxMrnm/qwmbVs6h5BpZBRkW8mFE0QSyQZ9gQZ9oYAcPvDKGVSXIKFjuyTKZ89FY12dPY8ERGRI5MjU0lUlaPR6/jXLXcRm3wMBo0Ol3812SYNMukkJuXGWPjko5x6+VWHW9T9YqC9iclVueRZdKRSAovXdVGYrUenUbK5x8lxU8oB6HP4+WBtFwVZepKpFJu7HMwZX0JFQdqYX11kpdXuYukmO+fNr0ciSRu9Owc8lOebGXD6iUTjDHtDnDq9CrlMSmP7MKFIHK1aQWmuiaVNdmY1pH3iJRIJY8ts5Ji1aFQKTDoVgXAMk07FiDdEfWk2Hzd2c+zkcqLxBK39Lk6YUpGxW0ilErINGoKROAqFDJcvRG1xFtJYPlWT5x6ewRYREflaHHHbTdvJzsvh+ifu479rF9PrWE+O2UNxzilUFjYwtmwy5ZIC/u/X5x1uMfeLSH8TeZb0F7VUKqEgS89nTXZeWrKFouwdUV0Lsw0U2wwMugI0lNk4fko58W1nKLYz4g1RYjOy3exgM2sxaBT86/2NrGkdZF37EMc0FGdsGRMqc2jvd9PW58bpC5NMpUjt5OkUjMRRKeSZthLJFFajBp1awWeb7EikEt5Z1c77azqpyDWPMmxrVXKUClnaXVcQiESTNPUG0FSJCkJE5JvGEasktnPHEw+zob+PfqeARqXNXC+yFTMusJi//fi4wyjd/pGQaUcZk2VSKSceVUGRzYBvp0Nt0ViCjzd0YzOnbRcymRSpRMKgK0A8kWR92yBFNgPZJi2NHUMkkyli8SS9IwGmjynErFNzTEMx0fgOw/SIJ0hCEKgsMOPyh2jpdbK2dYC2PjeN7UPpoIDbJn5/KMqwJ0ir3YXDG0Ytl1Gaa+a0GdWcPrMGpz9MvyN9kE8QBPocfrJN6d9VWZ6ZykIL8eLZFNVMOBTDKiIicgCRCDvPUocAn8+HyWTC6/Xuky/2a088QLWkkKrCWgDeX/ECBbYAMrnA6pYQl937/75xfvfxWIwt7z6BfKQRKWDWq8iz6tnS48A+4iPbqEUhl2XyOOjUykxua0EQeOb9jcybUEqxzYhUKqG9341KLmVTt5PaYiveYJRx5TlIpRLsIz42dzuZXpePTqPkw/VdnDClIiPL1h4HsUSK2iIrm7oc5GWlT18LwKauYU4/uiZz7mFN6yBTqvMydb2BCO+v7cRm1uLwhsg26ijMNpASBGqKrGzscmCZ+3MxAdEB5Ou+RyIi+8oRaZPYHWf8+Fo2rVnN4v/cjyTmo7Q2j/EV6S2ZuiIVT1z/Uy69535U36CcywqlkvHf+SkfPXUrR+cGUasUAAy5gyjkMiZW5RKOJugZ9uEJRhh2B/AGo1gNapy+MBa9elS6UblUyvtru5g7oRSjVklKILMaKLIZae1z8/kmO4FogvrSrFGyyKRSxldk02J3odMo8AaiKOQy4okkVoNm1ME4jUqezlmxbevKF4pRX2KjviybxvYhJlTmAukT3B9v6GYglcMUzzCRcAi1RouIiMhoBEEgGo2iVqu/uvAh5hv16T12ylTkk+Yw7O0h17xDdLVKTm1JgvfuuZj1q5YfRgm/HkefdyOf9ilY2dzP1h4nhVkGAuE4H63v5t3VHXiCEWLxJLFEEptZi0YlpyLfzLwJpWztcQAQiydo7Xczd3wJLl+Irb0uvDtFaBUEAZlMSlm+GZtJSyAcp2vIA6QP7UmlEgRBoN/hZ3O3A4VcRjKVQq2UEUukcPt3nJPwBaO8ubwNpy9M56CHzzb1Ul+WTSSWGKVM1NvCh9fqvEg2v0zjC7cRjYw+MCgicqiJxWKkUqmvLngIaW5uRqPRkEgkvrrwIeYbpSQATjznEuouvov1HTv27AecfupLNHzn6AqGP3yIrtb2wyjhvqPWaDn+irsQUGDSKUkk09s+7X1u5k4oYcaYQo6uL0QgnQgoEkuSY9Fh1Kkoshn5dEMPi9d1I5VANJ5kam0BM8cWEYjEaLW76HP42dAxjEWnwj7iZ3ZDEdPqCjBoVPx3aTNOX5jyPDOLVnXQ5/AzZ3wJVYUWsk1aJBIpx08u5/PNfaxuHmBpUy/1JdnkmLW02J0sWd+NSatia6+D1c0Do85PRGMJCrOMTKrOIxxLEHHb+fCxX+B1OQ7XUIscZmKxGJFIhEgkckgmxN0phKOOOorXX3/9oPbxbeIbpyQAZsxZgO6oc3h9aZQVW/wIQjphDkCOWcWW15bgGBw+zFLuG5uWv49BI6Wl10VVoYXqIiu1JVlYDekw4nKZFI1awYaOYXyhaKaeXqMkx6JDLpWgUclHeT3lWw2YdSpcvjAalQK5TEIoGs9sE2UZNUyvKyASS9A56GFmfSGCIGDSqYjFk7j9EcryTHQMpFcoU2vzmTm2iDWtg4wty+bo+iK+N7OGPIuOuuK04tAo5WztcdLYPkTnoJeqQgv9Dj+FWXrmji/l5AYT9o+eOLSDK3LEMGfOHPR6PWazGa1WS0FBQSaV6cGgvr6eN954Y9S1xsZGzjjjjIPax7eJb6SSAJh97HwmX3INTV295FnTtglBEHD6kugVGj77979Y/OxT+H2+r2jp8DPU00aq6WVqCi0YtMrMlo1smz0hGI7R1DVCVb6FupIsPt/Uy4frunB4QmxoH2JrrxObWcf0ukKcvlCm3WFvgFAswbiKHKoKLLT0uYjGknTvlINi2BNibJkNuUzKsCdEPJmia9DDgCuA3eHDG4ggCOnT3pA+Q2HUqTDp0nunFqMGmVxKe7+bmuIstvQ6SQlCOqzHtq+rYCSO1bgjqYw5MUggEGDdO/+k9eVbaP7vnxnqbj24gyzylfh8PjZt2oTvIL8zv/vd74hEIkSjUV566SXuvfdeXnjhhT2W3776iMV2DWP/RUaFnonHt2VsjBOJRIjH45n2tn/5x+Px3a5oIpFIpq0v639PfexJpn25d6TwjVUSAMVl5Vz85//wwqe9rGoeYvG6EWA6/vBqqkybKYmvYOP//QJ7x5bDLeqX4mv5BLU87YHUM+Kjrc9N16AHtVLOpq4RGjuGGVeeQ55Vz9gyGzPqi7Do1Th8ISRSCTaTBolke+RYLVu6HbT1uUEgY9iWSiU0lKXb2L4NtbZlgGA4RseAh2g8gUQiYcHEMuKJFKW5Jgqz9Ly9sp22/vTpbUEQ6B32MeAYPYmo5HJSqbRi0KnlDDj9+MMxeoa8vLu6gyF3kFBkxwvm9gd5+29XMl66lWpLglq9F9fK5w7dgIuMIhaL8Yc77+WOvz3Fax9v5Y6/PcUf7rx3rybl/UEikTB79mzq6+vZsmXP7+jJJ5+M2WxGr9dTWFjInXfeOer+8PAwl1xyCTk5OZhMJn7yk58QDoc588wz6ezs5IILLsBsNnPmmWcCMH78eF599VUA/vrXvzJ//vxR7a1evRqTyYTb7f7K/vfUh8Ph4JJLLsFms2E0GjnttNOw2+2Zem1tbRxzzDFoNBpqamoO6PbXgeYbrSQAFAoF59/xLPHy89HpTiIUjVCVH6S2OIvqIiszx9gYfO+vtKz+6HCLukcEJHhDUbqHvJwwpZyqQgtWowb7iI9AeNcX1eOPML4ih7qSbMaV52DSqUkkU2zuHiGRTOEJRonGk0RiyVFfKqFYAqVCythSG9VFVibX5COVSWnvd5Fr0VFVaEGvVeL0h9MG9Gwj5y0YS2WBlQ/WdPDpxl5sZi3T6gp5f20ng64Am7sd2MxapFIJC1e00ucIMGNMIXPGlzBvQgm9wx48wSgfb+xlU+cIzb1ObCYtpVY5zXYXrXYXm7pGcA3a2frKH2l7+RY2ffjioRz+/3nu+ssDlE0+lZknncfYybOZedJ5lE46hT//9cGD0l8ikSASieD3+3nnnXfYvHkz8+bN22P5xYsXZ1Yeb7/9Nv/v//2/zPaOIAh8//vfx+VysWbNGgYGBpg0aRKrVq3ijTfeoKKigpdeeolIJLLbLaGLL76Y5cuX09bWlrn29NNP893vfher1fqV/e+uD0EQOPPMM0kkEmzevJmhoSEqKir4wQ9+AKTD8ZxxxhnU19fjcDhYtGgRzz135H4kfeOVxHZmnnIc5d+bRTQnHSJ7Zy8bq05BcPULPHTDZfTbew6jlLvHMmY+gSgUZhvRqtPbOkatiiyTFqtBQ/eQh6ZtE2xHv5vYTu6nABaDGoc3RK5Zx+TqPEw6FS29IxwzrpgP1nXT7/CztdeJxxdmxBMa1bdSLiPbpM1sH2UZNWhVCuQyKVp12iW3psiKABwzrhi1Uk6ORceYkixWbO1Dvs0ralO3g5OnVTG5Oi+zNaVVK6kttnH85DIq8y3kZ+mRSNKxnwKhKPWl2VQXWRlTko1GlqDOFKTKkqAquoalC5/9RizFv+n4fD4CMQVG82iXaJMlG39UflC2nv785z9jNpvJysrilFNO4eKLL2bOnL0LG19bW8vFF1/MwoULAdiwYQPLli3j6aefpri4GJ1Ox5VXXrnX7RUUFHD88cfz9NNPAxCNRnn++ef3mATpi/3vjo0bN7Js2TIeeOABDAYDUqmUO+64gxUrVtDd3c26detoaWnhvvvuQ6/XU1FRwR/+8Ie9kvdw8K1REgB5hQWc+eMfs9VtxOHdMRl2DGjIMp7D2JJqXnn0dl5//p+HUcpdsRWWkTAUEYqO3s/UKBXo1ApOOqqShnIbtcVZpAQBg0aRSVUqCALt/R5OmFrB8DYFUF+ajUqp4Ol3NzCjNp9mu5Nsg4ZjxpdgMapZ0zpAJJagrc9NMBIbpVAh7RK7s3EcwOWLZCLyAqgVco4eU4RKKad3xEdtkZUWu4svzuv+UBRPMIrTG2TIHaSmyEp1kTVzIhsgEI6SZ90R8E+lkGEdWsLGRU99/UEV2St6e3sx5RTv9p4pp2TUFsmBYrtNIhaL0dXVxbp16/jZz362x/KPP/44NTU1KJVKzGYzd911F319fQD09PRgsVjIysraY/2v4oc//CHPPPMMqVSK119/HY1GwwknnLBX/e+O7u5uEokERUVFmM1mzGYzubm5yGQy7HY7/f392Gw2tNod70BZWdnXlv9g861SEpDe5zzjl39hs2o6q9odbOl2kGuZwWf9r7P+qAjKH9fSXtDFvx5/CNfIkeOKWT//PLqHvaxuHqC518myTXaqCs30uwJYDDuMvuV5ZoLRGN3DXtr63DR1OTBqVUgkkkxcpkQyhUal4PSjqxnxhVHK5WSb03+Qs8YWo1EqWNU8QGG2niyjln5HgMaOYYLhGGtbB5HLpNgdPpp7nYQicVY191NsM7CubQhIu+HaR/x0DHiQSGBSVR61xVmU55mIJ5I0dY2wpcfB8i191BVn0T3kxWzQYNSpaLW7CEXiyGVSUqkUa1uH2NAxQkvfjqi1Q+4gVoOGamErPR1i7uODSXFxMd7h3t3e8w73UFRUdFD7Ly0t5Xvf+x5vvfXWbu83NzdzzTXX8I9//INwOEwkEuE3v/lNxthcXl6Oy+VicHBwt/WlUulXrki/+93vEgwGWbx4MU8//TSXXHJJJnrDV/W/uz7KyspQKpU4nc6Mu+/2f7NmzaKoqIjh4WH8fn+mTmvrkeu48a1TEtuZc9r5lJ76W+weAX84ylCRAm1B2gtKV6rHb/Aw9O5KmlZ+fpglTVNQORazxYbNpGHIHcAXimLUqkgkUvQ5dvwxdQ56kUllaJUK2vpd6NUKJlTmEInGcfnDxBNJ3l/TSV2xFV8oRjKZIplK0TXoZcCZtiHEE0kkEtja66Qi38wJU8sJRmLYHT5c3hBZRg0WnQZfKMqQO0iuRYvNrCMlpGjrc9M56GVCZQ4KuYxEYofLrUalQKWQ09zrZMDhZ2JlLomUwLS6AsKRBHq1Ih2xts+F0xvmpU+2Mq48m9njiplUlcu7qzpotbtIJlPkbnNpZtu753KM0N/bfci3oLyuEZoXP0PbB/+gt3n9Ie37UGA0GtEr43jdoz+YvG4HBlXioIT82G6TCIVCNDU18eKLLzJlypTdlo1Go0gkElKpFIFAgHfffZdHHnkkc7+hoYEFCxZw/vnn09TUxMDAAPfccw8ffvghkN5OWrNmDcFgcLeeR5BO33r++edz11138f777/PDH/5wr/vfXR/jxo1j7ty5XHTRRWzevBmn08mHH37ISSedBMCkSZNoaGjg6quvpr+/n/Xr13Prrbfu15geTL4xsZu+LuFQiJf+eCfO8TF0M2yZ64HFbqSf9OELDKPNtXDDQ/8+rLGfBEFg1WM/JhaNUFVgwRuM0mJ3UZyTTleabdSSEgSyjBpc/jA1RVk09ziJJ1O09DrIyzJg0CoRBIGWXhcz6gszmeO6Bj2oFDJSgkA4mqSq0EJ7vwtfKIZercSoU5Fr0bF4bRcLJqUTPX20vpv5E0sz8n3c2INZr2ZCZTqPtcsXJhiJ0+fwM6O+EIDWPhertg5w3oJ0uPIljd1IJRLmjC9JP4vNQGtfOmOdY1umu/EVO/JiN/c6GXIHOWZcMYlkiveaI5x67YNs/ex1aF1ELB6lL6RlxoW3YMnO3a/x9rpGGG7fgFRtoHLctF3uJxIJVrz5FK6WT9FK4owrzyGJlHXtI5gNWsgdx9TvXInyMIWBOZDvUSwW489/fRB/VI4ppwTvcA8GVYKbbvg5SqXyAEmcZu7cuaxYsQIgk+P6+OOP56677iI7O3u3de666y4eeeQR/H4/M2bMYMyYMbS3t2eMxx6Ph5tvvplFixYRi8W48MILuf3221EoFCxZsoRrrrmGzs5OFixYwBtvvMGECRO47bbbRp2VWLduHUcffTSzZ8/mgw8+2Kf+d9eHz+fjjjvu4M0338TpdDJx4kRuueWWjK2kp6eHq666ipUrV1JWVsaPfvQjrrvuOoLBIDLZ6O3fw823Xkls54F7bkGYpUBTqCHWE6Xv/63GFk8vGVOCgK5Ay9m/vAdbUfkhk2lngsEg6578CbPHppf3m7sdlOeZaOt3o1Mp0qG/tekJ6f01HZTmmkmlUqxrH2Lytu0egFa7i88327n4hPGj2m+1uzJ5J5KpFL5glKPqCpBIJPQO+zDqlLT3eyi2GfEEIkS2na/YTlPnMNWF1m0rGQkj3hAzxxaxqnkAuVRCIBynttiKSaeiY8DDmNJs2vrcfL7ZTl1xFjq1EplMkpET4NONvRwzbsd++IaOYZRyKTKpFKlUgjOqQDHmdGh6iXyrmjyrno5+D00DMU66/lECHgd9q94gGvJiGXMslQ1Tdzu2vc3riPY1kZBrKZ92CiG/B8+nj1JujBOLp2hRTKDhuPNH1fnoiRspkLtQyuWU55vpd/qxj/ioKcrCvC1b4LpQAZNOv+br/sr3i4PxHvl8Pux2O0VFRWLQQJEM35gAf/vLtb++g6bGRta8+xkFTh3uUALSzjtIJRIk0SAbXryVbIOKqFRHwbzLKapqOGTyRcKhUVs3SrkMjUpBfUk2nzXZicYTyGWyjL2hutCCRCLB4Q9TtC1NKUBVoYVNXcP0O/wUbLs+4gllJrYhd5CGchuluSYa24eZUJlDcY6RRas7CEfjFNuMVBdZ2dAxxKrmfo6qLSCeSKbzSyjlmSi0yZSAfcSHXCpBp1FQVWjBoFUx4AwQiSdotbvoGfYxd3wJJbkm1rYMjPLIgrQHV2P7EKmUgCsQQaWQkW3UYtKpyLHoGGjqZWpoMR+4fUyoSPer1yhIRYZ55fG7qVX1MLkiG1TQs+GfvPbhC2izSjBoNVirj6K0shZXXzuh5U8iERLIgJVdm8irGEe1Mb31oFRIkfZ+xqv3fEJdsZm+kAZXXMl3i1P0jEgpzzcDUJBlYMgdzIwjgNy5hUQigVy++9fI63Yx0tdJdkEpZuvuv5KPJIxGI/X19YdbDJEjjP8ZJQHQMGECDRMmsHXtMtZv/C+k0kvpaDKOWS0nWy8nmUggl3rxffIAKxcrUFTOZ9JxZx902axZ2QTkWXQNeSnLTRuAw9E49hE/yVSKMaXprbLeYR/l+eaMp9HsscWsax9i0rbIqy5/hPEVuaxpGaDP6cfhCWHUqcg2aRlw+RlXYcu4u46vyKGtz41eo2R8mY1BVxDbNgP3+Ipc3vq8lbUtA7gDUbQqGaub+zHrNXiDEVy+MIFIjNJcMx39HmqK0pO4NxhlUlU6jHhlgYXmXifD7iBKhRxvKIp9xEeRzUgsnsATiDC2LJv17UPMGVeMcluSo8a2IfpdAbKNGoY9QY6bUk5j+zBZJjUapYLvzaphZXMbE8vyM+NXkmPk882bmZodxueMUizfSt+GFG1DQfK0CVJJAaNOBe5W+u0Gqneas+WSJLPLVaxt7aQgS4fUH0al3LHVtp1oPH3uZPvYy1IxNr/7JONP3TXv+kDnVpLr/0WVIUVfq4TguPMpPIQfHSIiB4r/KSWxnbrJM/n5oy/xzz9cjzo8wtQKG9FUet+5xe7KfC0DbOx8l87GAsonzDqoMiWTSapytETCThatbCeWTH+9T63NpyTHyGdNvcxuKEajkuMLRlEr0+G6W/tcdPS7EVICcpkUgyYdIvzEoyoZcgepK87KbFN93NhDXbEi06dUKqHf6acsz0xprokBV3CUTDKZhI5BD0fVFqBRylEpZZh0aqKxdPjy6qL0YaMhd5ClTb1YDWrYyU1WKpXgCoTJs+pQyqWU5ZqQy6QsXtdFcbaROeOL6R7yIpVIMgoC0lF9FTIp/nAMfyiGzaTFFQjTNeRGq1YSjSVQyeW0D7ipLkzL4PaFqSu2IpdLGfaGUCnS46RKRdGrjbj8YZQKKTNq83l9+ec05uupK85ixBtixBNEEARKco0s22THZtby1vI2jqrNzyi1QVeAriEfg87Atr8PCTlmHcPD69m85GXGzD0Ln8+H0WhEIpHQvfQlrAkHLV5QK2VEmheTqqjH3tWO0ZKF2WI9WH9KIiIHlP8Zm8Se6NmyGkf7egrDG8i16Gjrc1NVaMncb+tzI5QvoHrOOQdVjqHBAVwLf4/FkN57D4Zj9Az7GFOa/uQNReKsbR0kkUyRFASqC80MOENMq0t/TX+wtpOaoiwisQRSiYTqIusuz7J8Sx+RWIIck47KAjPLt/QTTSQwqJWY9Wpa+10U24wYNCoC4SjxRIqj6goIhmO09rtQyeWMKc2mc8BDcY4x43IL8PrSFtQKOSqVjHkT0l/hg64AqZSQ2fZq7nVSWWDJrIa288x7GzhlelXm7ERT5wgN5TYSyRSfb+5DJpXg9oeZPqaQbJOWQDjGZ029SCRSci1akskU/U4/OSYdBp2SomwDxm2rpc3dDsZsU/qfNdk5Zlwxm7sdSJHQNezl6PoCTDo1oUicNz9v44Sp5VgManzBCB+t78EXjnD0mGKM2nQgxY/W9yKTCRi0KtRyGf1OP1aThqZuL7lGJe64ElV2GXmJLrIMGvKsOiKxJBv7wlj1CqTJCFKZnG6vFI2tjBlnXkPbkn+jDXSQkOmxTD0XW3HlVzpRHGnvkci3l//JlcTOlIyZiq1sLAOvbQQgnkgSicZRqxQEwjGi8SRa8+jDRolEgs3vPpl+seV6zJPPIa+8LnPf3rqRcMdSBGSYxx6HOaeQAXs3PvsW1DEHKX0+NdNPGnU4zdPdhCcQySgFnUY5ag8/kUoRiSWIxBKcdnQ1T7y9nstPnpBp49hJ5by+rIWSHCM9Qz6KbQbkMgnBcAydRknXoIcxJVmZrabXl7VgNWrJ0mgYcKWTGU0oz6U0z0Q0luDtlUOcMbsuI4tRq0KClHdWtlOUbaCtz0VdSVpWtz9MXYmVflcQuUxCY/sQkXgSISVkPJ8gndhIJpXg3ynUiCAITB9TiNsfpnsobRTfvjqQy6TEEgkmVuSyoXOEeCJFMplCr1GSb9ERjicxalVU5JuZlMpjY+cwbn+E+tIdXmwWfVoB6DRK9GoF8USSQWcApVJGnlXH+rZhrAYVXYNp473DG0rnC88xUpJrJBBSj1K0MonA7LHFmWROoWiCSZV5yCRSotE4klAUc7KbsnwLnkCETZ0OJlbnIk0MU2zJpXswxMBwOrFTYbKdd+6+iKIsHevsTkbcIY7u3YrLpMOlKmfGub864jxdRP73+J9XEgAajYY++XjkQxvItej5cH0YlTqIOstKzrgTKB9/NAAD7Zvwrn+Fvu42FowrQJIlA8Ks++A+nBXzqV9wLlvWLMPY+SrVlrS9o3Xp46zqGcKkiBNLJPEFo1TmW/jE3sHcs36akUFKAp16tLthIBTD6U1HZt3U5aC+LJtwNIEvGKWu2EoqJSCTpSerZCpFllFDOBrHoFXQPeyjd9iHLxhFqZQz5A5SlmfOtF1daCXPomPYE6KywEKfw0+hLf3Fr1LKdzmFLZVIWLalH0VBA7XFMXqGPaxpGcCoVSGTSaktzkajUmDQKNMrCEEgx6zbds5CRyAco2Wbi6vTF0IqkWDQKmnrc1GQrae22IYgCHza1JsJB9I54MGq17Clx0G2UYNRq6S1z43NrCUaTxIMx6kYk34mqVSCQavCG4zi9odJpgQc3jDxZBKHN5RWFtE4GztHmD2umD5HOgihzaQhFE0glUnQqtLnOARB4MN13aiVcow6VcYOIQgCsUQyoyAAjNr072x8RQ5Lm3oJRRPUFqfPeFQXWTHpgny4rgunL0w8kQIB5DIJFoOaXKueM4uyaLE7qSqwcMGxDXQNejHpVNSZPLSseo/aGSfvz5+2iMh+IyqJbcw++zI+/++7CENeiiosWKZUUlxTOaqMY/kzjMuVIs/SjloFqGQppD2LWfTPduTOLdRP2rHykEU9FBolTKxMX+sc9GDUqvD0riTguxC9MR2lNa9uBuuXv8Cq5n7GlGQz4AoQjiUYcAVpsTsZX5HLurYhirMNbO1xoFHKeWdVOydOrSCVEli2yc68iekzDm8ub2Vj5zDfmVGNalt2uEQySSol7DTBCQy5g5mVS11xFs29O+wxiUSKdW2DTKrKIxiOEYrGseqVxJxb2ICBRCpFOBJnfEVORqEo5TK6hnxEonHiiRTxJKQkMjZ7dOjLZlIzazJt65ZQmqvEE4xQkW+iNLecPkeQ5ZvtZBm16NQKWvvcSCUSsowa3P4ISYGMO25dSRbLN/ehkEuxmbWjDMmxeAL7iJdskxZfKMqMMelVTCol8O7qDpRyKbMa0r+Hsry0d1f9tnb9oSguf4RkMsXGzhFmji3EG4zi8oV54/NW9BoloUic6kJL2iaybVxjiWTmd51j1iGRpN2BS3LSv9cciw6ZTMLEylwaym1IJBL8oSjtA+m/A4CaoiwkpE/MVxVaaLG7sJm1xILur/GXLCJyYBGVxDYkEgkzzzgp83MikaBt4ypi8SQta5aSGNlIqUng3Z4weq2SaDz9RT+lOg+XN4xOrUAf2UxMSNLa60QilZJn1bHV7mLOTmcByvPMtNpd6JRSBrtbqBp3FAAGkwV1djkpZwctfS48/kjmzMLc8SXpYH9G9bZEQGaqCiwoFTLWtw3S7wpw6vTqTB91RVl0DXpQKnasBsYUZ/P6shbK8kyEonH0KmXmi33787v8YfpG/Ay5AxTZjPQO+5BKJZi0KmLxFPF4kvpSG1KphNIcIy12F59u7GXBpDJi8SQDriBSCcQSCbKMWkBCji0L6dE/Jzs3bTvJmXgSfctfJmtwfSaYYWG2jma3FH0iRL/Dz8x6E1ajhtY+F/5QFIN+R1gSAINWhUGrwKhR8lmTndIcI75wDF8wSrYpHXxwc7czU14qlVBVYGFLT/qaNxhhS7cTqUyScQJICQKBSJy2fjcTKnOQSCRoVAoisSTT6wrIs+pptjvpGkjn4oglkox4w9RtO/fRPeRFp1Yglepw+0enaJVLpcQSyYwyM2hV7LQYATIHy9PySiT0DHmxzT5qD3+tIiKHDlFJ7IZoJELLwgeQuVvp6o6hVIepzjGyqdtBbXE2aqUMtVLOmJJs3l3TQSyeQKs2ccy4EgRB4OMNvcwZV8zSJjuxRJKNnSNMqMhBq1YQjsaJJ5JEkxKMWXmj+tUVjGFMToSlTXYmVuZiNWrw+CM4/eFMRNh+hx+1UpH5kp1UnU9sSx+xeAKlQs66tiEq802kBIF1bUNMqkq7xn7U2IPVoCKeSDHkChLTJXD6JVRtO2/hD0UZdodweoNo1Upmji2iIEu/LQudDa1KwbyJpRi0KiKxBK19bhRyGf5QlDUtA8ilUvodfsKxJMdOKsFi0NAx4EGeiuIc6c8oCaMlC+PJP2Hrf/4ApCdTQRAonHAcxoIaghs+oal3HbHOPlAYKZj6fYZaV+MLRjHqVDi8IVa3DDBrbCEbBkdQKmTYzFqKbEakUgkfN/awdJOdVGrHtOsPRQnH4hRlGxh2B+ka8mLUKaktysLu8DPgDFCRb6ZvxIdOrRh14E+vUSDdNrnXFmUx4gkx6ApSWWChutDKqq39bO1xkEilkCDh+CnltCRdrGsbRK9WEgzHSAmgVSvY3O2g2GbAoFXhC8bY2DmMRafG4Quj3xY5d9AVoNnuRGEp4YTSHYpfRORwISqJL+D3uln+yt/xdKyha9CHPKVk+ngbwWiCk6dVMugKYtSpCIRjJJIpqvItbO5xMLk6PeFLJBKOHlPAmtYB6suyydqWke2zpl4MGiVt/R6M1lyq5l1ATsFog3jtnLPY8gnoTKFMJjezQZ0JYQHpQ2w7J/AB8AYivPTxFrJMWoLhGOV5JpIpgQnbzkFEYgnKco1s6h5BrZQzfUwhRq2Sz5p6+bixh7wsPeFIDINeSTAUY8GkssyXtC+UjumklMmoKU4blNVKOTKphH6nj/EVOQx7w3QNujl2chkjnlAmIGFFvpkV7T7GnVi7yzibJp3N1nUvI4sHCBsrGbvgZGQyGfllNbuULZ96Iqtff4R4Tw8BpY3yknxiiSS5Zh2dQx42dTuw6NVEYgkmVeUy4AqQbdLwWVMvMpmUUDiGUiGnJCftnuoPx5hWVwCkkzJ5AhHkMinHTS5jbesg69uHmFiZizcQ4cP1Xcwdv+PMRI5ZR1G2ns+a7Bw7qYxYUiAWTzJvQgkSiYSPN/SgVyvQa1RUF1npHvSSvU2JAby3pgOtUkEoGic/S4dJr6JzyEP7gIvlW+zo9EZqx8+k6JiL9uGvVkTk4CEqiZ3YtGopLS/8P5QpJdZsI/NPKqOj30tcSGQmFYNWRXOvk2yTlmFPEJlMimVb0p/tLqGeQJRgJJ5REAAFudlYT76NCWbzHvuXyWTUzz+X5ogb6M5cd3hDFGTp6XP4ybPqWds6iEA6v/WIJ0QkkeSCYxuQSCSsbRmgZ9iHIAi8vqyFgiwD2ab0Xv+EylzKcs14AxEaO4Yx6dRYDRpkEglyuQyzRkUqmRplb9Gq5OQYdXQOummxuzInvfucfvqdAWRSKakUWA1qzHo1Q+70WYvOAQ9D7iCDETXWLSupmjJ/VLv5lfXkV+5dUDOt3sCcC24EoHXFIhwrnqciz4ZapaA010hj5wjleeaMvWVLrxOZVIrbF0GnlqNRKbCZtLgDEVZu7SfXsiNEc6vdhUmXtg1s6Bih3xlEIZfQ2e+hqsjCOXPrcXhCtNpdJJIpimwGtGol2UYN//2sGZlMysnTKjMru1lji/h0Yy9Ta7cpoTwTGzuH0WuUdPS7Kco2YtGr8YdjuHwR5DIZs8YWs6XHgb/8DGYce+pejck3maGhIR5//HGWL19ONBqlpqaGSy+9lOnTpwNw+eWX09TUlP5Q0WgoKCjgmGOO4YILLkCv1++x3dtuu41FixYBYDabM//fHT/96U9Zs2YNr732Gvn5+bsts12O++67j6OPPjpzvaWlhYsvvpicnJxvdW7r7YhKYic633iU4+fmolbJaeocwWJQI0g8qL4QdkEqkbCxc4SibD1mvZrSPCOfbuyhtiiLaDxJ97APqURCPJHMGHWjUiPmL1EQO5M18RTWv/cAJYYk/a4AyZSAOxChNDe9jVRXnEV5vpkP13Zh0qsoyjZgH/ETT6YYW2bLTFgapZymrhFm1BeyYks/08ekJy6TXk2uWYcAmLYF9wNYuLINi1ZJc6+T2uIsEskUK7b2MWtsMSdPryKZTPHxhl7MeiXjy3NIpgRsZh0SIBpPsKFjiJ5hP4OutE1jTEkW0Y5hWhY9Qjzoon7uWfv/S+r6iKPrC1i+uQ+5TEq/M4haJcEbjGIxqBlwBijONqT/7w6gVsg4atuEDTDkDpBj1tE54Ekf8lPIMileLQY1zb1OsowGSnPVGVfabLOWtn43U2ryUMhleAMR/OE435tdS+egd5TtRy6TolKM/nsJhGM4fWGMOjXZJg3BSJyabQcR7SM+PIEI8ZSEkuox+z8++4HP56O3t5fi4uKDdvZi3bp1nHDCCUyePJmLLrqI/Px82tvb+cUvfsFtt93G8ccfT1NTEw0NDVx++eVEo1FaW1t54okn+NOf/sTixYuprt79NtxFF13ESSedxLvvvsvf//73Pcrw7LPP8tFHH7Flyxai0egeyzU1NWG32/n73/8+Skk8+uij2O32g5Jr40hEVBLb2LhuDTMmZKHf5tI4oTKH1j43+VYdW3qdjHiC2Mw6PIEIAy4/GpWcWDxFMiUQCMfxBqPpbSEB5o4vZllTL+vaBtFpNGAqJmval0+QgiCwafGzqL1tJBR6hpw+4v4YSqWMZCrFkDuI2x9BKkkbOdc0D1BVaKFk2wQ37A7i8IWo2OmQWpHNSDyVYmlT76iDb5Buo2ZboiCdWsHmHgcTK3IYdAVp7XOxvn0ItULG2LKczGE4mUxKQZaOfmeAaMzF+HIbNnNawXgCET5r6sWi16DXKKgsSJ8tmDu+hDUtA6x7/4UDoyS2mRq2n79Y0TzE9Npc+hx+GjuGGFtqw2bW0mJ3kW/RE/5CIietUoFUKsWoVfLemk6O3ukch0QiIdeqT7vGmnWj6iGBrT1OpFIJfQ4/uVY9KUHAH4qyrnUQtUqO1aDh8819OL0h1EoZRq0Ks16FUi5DIZfR3u8mHI0xrmJHBNsim5FFKzvIm3EOBSUV+z8+X4NYLMYjt/4Ufd8nVCpG+DxuI1A4h6v/8PABjQIrCAIXXnghxx57LC+88ELm+rHHHssVV1xBKLQjUVhRUREzZswA0pFjt680rrzyykwY8C9SWVlJZWXlqFSkX6S/v5/f/e53PPHEExx//PFfKfNFF13EI488wvDwMDk5OYTDYZ555hmuueYannzyyUy5eDzO/fffz8cff4xSqeT000/n0ksvzdw/44wz+NGPfsSSJUtobGyktLSU2267LZOv46vqH06+tfkk9pVUMoVKueOLUCKRIAFyzToSYSmrmgdY3z5EIBxj1thidColSoWUxWu7yLPqKbYZyTFrGVuWzaqeKLqyKZirZ2E74UbGnvW7UYftdkfrynepTzVRZYpSpRrBqkpwVF0BEypymTO+BH8oRlWBhQF3On+3Sa/OKAhIu1oOOgO07pS8p7FjGJlEil6jomfYR2NHOphe54AHty/Mlm4Hzd0jrG0dYFptAYXZRqbU5FOaY6LEZmJqbT5fcMJJn6DOMqBSykdNpGa9GpNWhc2s3eWMRSKZIscg54W7rtz3X8wXEErn4I+k3U5bvSpk2rQyKsw2MKu+iJX9UjZ5DQwJadfe7iFvxogdisTxh2LbQmx4Kc8z8fnmvsz9ll4nk6tyyTHrCEVidA+lPZlGPCHMOhXjKnIYW2ZjVkMRHX0uljR2E47FMerUxOMpBlxBvjerhuOnVpBr0VGeb6a930NtkZV+h5/5E0sJROLYR3akBO0d8aI1mpi44Mz9HpuvyyO3/pQLky9wecUg84uTXF4xyAWJF3n0tj1ni/s6bNiwgc2bN/OrX/1qt/d3ztT2ReRyOb/4xS9YsmQJHo/na8vw4x//mN/+9rd7nUwpKyuL7373uzz1VDpL4gsvvMDUqVOpqqoaVe68887jueee44orruDMM8/k5ptvHpUjYt26dVxxxRVUV1dz0003MTQ0lMl5vTf1DyfiSmIb46dM5ZX3n+KMyQpkMikfrOoljzzsQ2qmGSfyVv8yIIDDFWJrl5v8LB1dQz7OmVvHouYwtXVH0xlR4CuazKQFY1EoFF/Z585Iwi4kknS4bL1GSSQWY/nmPvKz9JTmmsi36uke9iJNxJDLpGSbNOkDcNu+8u3DPiryzZh1alZt7UehkDGxMgeNSkFLr5NYIkk4muDZxU18b1ZNJiyGKxDGrFWPkiUpCNSVWBnyBJHJJCxe04VGLSMYiSOXSpk7oZRwNE5j+xATtgUW3NrjYGJVLgatipc+3kxlvhmVUo59xEd5nhmrUcMrS3v5++238rNbbhtln9gXao4+lb7OaoZ8Lgqm16Md7KK58TVkqTBhUz2nXHMJEokEj3OYDc//Lu1y3OfKhB+fM6GE9e1D5Fv1FGQbKMgy8O7KdpBKmDW2CKMufYK7pdeJyxdiU5eDUDTGWXN2bAUJKdBrlRw7qRxPIILTF0YmkzChPH3mojTXRIvdhVwmJcuooa3fk0nrenR9EfYRH2tbh5Ag0DHgoeKok3b3qIcEn8+Hvu8TsitGfy/adBJ0HZ9k4lEdCLq703a2PW0XfRVVVVUIgkB/f/9eb93uzBNPPEE0GuXHP/4xW7du3et6V199Needdx6//vWveeSRR/jd7343KqtcS0sLr7zyCq2trRnlodPpOO+88/jd736XmQt++ctfcuWV6Q+lgoICGhoaiEajdHd371X9w4WoJLYhkUg486ZHeOofd7K6bxnJmJSLNCUkFBqik4/i4ut+yesP/hFrYJikJIFaBQaNko5BLzWTjqd6zlnsj8OiJyrhww09zBtfTL8zwJiSbLK3eSst39JPnkWHNBZE4mrHFSjDqlcTjiZYttmOzahFq1Zg1KnZ0u1kyBPg7LnpSW3IHUStlHPBsQ04vCGCkXgm4B+AUaNiQ+cwggRUchnReAKVXIbFoMFi0PD5Zjt5Vh1jy22kUgIbOoaRSiWEonH6nX7UShlOXzpRkkGrIhiOkWPW88Crq5g/qZSKfEvGgJ9jFBhj7OOpe27nRzd+/a+kwvIdHlA6w3ioHr9LGZPVRp7FgFIIkWvRoVGlX7TmXie9w15ytm1J2Ud8nDS9Eoc3TCgax6hTYdar8YViBGMJktnjSfatZeHyNnK2RcjtGPBw7vx0SG2rUYPTF0apSIdx7xzwpBXgNq3gCkSw6lTEE8lMtkGbSYs/FMNq1CAgoDR8/fzM+0tvby+VipHd3qtUjGC32w9Y+HCdLr3ydLlcX0vxOJ3OUe3sC93d3dx6660sW7Zsn+vOmDEDq9XKHXfcwdDQEKeddhrPP/985n5LSwtWq3XU6mLatGlEIhG6u7sz12tqdvzdWiwWUqkUfr9/r+sfLkQlsRMSiYQfXX4zP9rD/e9dewubP3yBRMfHRBMpxpZlo1MraFHseZm8N7SsWMSY+Dp6rDpkMimRWILinPRLpNMoUenNDBWfioYo40/5E74RO66hTXR4O9AkXZlorABdQx7mTSilxe6kpigLXzCauZ9t0mLRq/EGI5h06nQeB3+YWQ1FmRPCbn8649x2ovEEY+vTS3OpVILNrOG91R34glEq8s2Y9FqSmhy6tDU4hRQDfU3MbShiQlU+S9Z3Z4zGPcNesgwaxlfY8GzafU7lA4lEIkGQKSnLVrKl24FCLiMQjpFl1JCbl4fd4cdm1KJUyPlgbRdjS7PpHfHTOeghGk+SZVSTJ5dTZHOzeFDCgkmlaFQK+h1+gtEdLshtfW4CkfTZl48bu1gwqRxBSAdcTKYECrP0fLKxl6Nq8lm5pQ+DNm28HlOazcaOYdQKOcqo80ue5OBSXFzM53Eb89k1R3R73MaUA5jjeurUqajVat59993MF/W+8P7775Obm0tJSck+133rrbeIRCKZLZ5IJH1G54wzzuDaa6/9yv3/q666iiuuuII77rhjl3haFosFv99PPB7PfPVvV2hW61dH+93f+gcbUUnsA1KplIbjzqdnUzXhDa/gDERoF8oZO/+Er92mIAg4G98mQoARdwi5VIrA6MC8OkkEjWMlZaf8ArVGSyIewzO0mbKKKrZ0aFixpQWTXs2gK8CkqlxMOjUSSXqiSqVSo5SITq3AE0gfnEumBBJJgaLsHV91FoOGDR0jmZwPQ67QqNAXwUiCwmwjJn2MSFyAY37DmNzczP2aBUm6WjahN1k45cRs3vrX3QhDW6jMNzB+29aUWnFo/uyUY06ht+WNdIKlbi8TSq04ogpqTzmfhCAnkUwgH2kHfx8D9kam1OTR3OtEENJnQeKJJK32dDjy7SuRgmwDzb0uVmzpI8+qJ9eizQQA3NQ1krZlSWDBpDK6h7xoVApmjCmkIt+8LZnTMA5PCPuID51KwaTqPFp1u3fBPBQYjUYChXMYCb6ITbdjC3AkKBAsmnNAvZxMJhM33ngjN998M2VlZZx44olA+h14+eWXKS0tzbjB7kwymeT555/noYce4sEHH/xaW5VnnXXWqDza3d3d/OAHP+D3v/8906btmr72i1x00UU0NDQwduzYXe5NmjSJ7Oxs7r33Xn7729+STCa56667OProo/dqkt/f+gcbUUl8DUrGHoVQP5V4PE7pfnp/NC97C69jAJ9USr5Fx4gvQEefB6cvQnWhmWFPepJuMAVpa9mArbiK6Op/UmNIp15VZsvoGM6m0pjEt22FAOlVg1QiYUJVHp0DnnQKToefaDyROVE87A5i0Cpo63dnXDJ7h32YDUreWNZCfamNM4+p5bOmXmoKrQQicYY9QVRyGYVZeoIYyMnJGfXSymQyKsfs2P457ce38fDNNzDbms66F40laByQ8tWv5f5TPuEYgpWT8LidTDw2h4GeDnIKitEbdpr46sYB0LHuY7q2vsmwJ5Q5GAfw+eY+kpHUqHb1WgVDLj8uf4STp+2I76VSyDIKNZFI0jXoIRJLcuqMHdsFY0uzefGjzUyqzgOphBW+Qo4+4TsHcRS+mqv/8DCP3pa2QVQqRmiP2wgWzeGq2x464H3deuut6PV6LrjgAqRSKXl5eXR1dXHaaafxt7/9LVPuySefzOSs7ujoID8/nyeffJJLLrlkj20/99xzPPjggzgcDrxeb8Y7aunSpeTm5pKbu8OrbLtNY9KkSRQWFu6uuVGoVKpMe19Eq9Xy/PPPc8EFF/CPf/yDUChETk4OL7/88t4MyX7XP9j8z+eTONxsXfQYnWs/ZHJVLi5/hCxTOpxFJBbHF4xx4tQKekf8FNqM9Jeex/p3n+HM8aMNzet1x9H53qNkG1XUFGWRa9HhC0bZ3ONgxphCAuEYg64gLn8Ym0lLIpkilkhid/ipzLewuXuY8nwznkCUXIsOmVRKnyPAnPE7ToSvbRkkGInjCoQpzzURS0mRVB7LlBPO+8pn9PsDPPvgfSijDiKoueL3f9pjys/DSSKRYOW/fs/M4h2vxKaudOiPVEog36qnZ9iHRiknGI3jC0WZWpOPetu5lGWb7EyrKyCZTNFsdzGu3MbzH27itBlVmfwWnQNeBtwBckrHkMqdSM3XjPL6Tc9xnUwmaWtrIxaLUVVVhUaz4+Dppk2b8Pv9SCQS1Go1hYWFZGd/dfrXgYGBjHF8Z3Y3uUciEdavX8+kSZNQqVS73N8uh9Vq3e1hO4fDQW9vL5MmTRr1TB0dHSiVSkpKSkZ9PK1bt47y8vKMcorH46xZs4apU6dm3oUvq384EZXEYWbxc/ezwDZIi901KmbQ8s19+EJR/KEYSKWE1MVYFUEKdAlKc0yZsB2OYAph2jVs+ux1JD3LqC/NxhOIkEylcAciHF2/Y0952SY7M8emf97YOUx9STYymZSOfhebu53MnVCSMWoHQlFcgQglOSZGPCEkEli5tZ8544rRbyvT5UqRc9qtX+q6+E1iyyevMLLhfSYWaxlwBZBKJNhHfKSAWfWFeEMxcszpCMBLN9kxapUoZDLkMinxRJLOQQ9qpZyKfHMmLPvKrf30DPuoKbKSEgQi0TgxVRZzrrx/v2QV3yORQ8WR9zn3P0AqlaK/txuzNZuisTNJDr6C7AuZyKxGNXaHn6PrCynMNtBsd9LR70GmN/BZUy+leSYEATzaKubmFTLnzKv49Pkwm7rXo5RLCEfjBCJxPm7sRqdWEosnKM+30Gp3MegOMLkqL5PUKJ4U0rkgdvJ60mtVfLrJngmfrVbKsRrUGQUBkKdPMTzUT0n54fW+OBB0bFhORWAFY+osfLKhh2PGFSORSNBrlPhDUZz+SMbd2BOIEIsnGHankxlpVQoGXQEKsg0oZNLMCe5oLIFZr0YqgTxLOrdGIgX5k779oTdEvj2ISuIQEwr4aX/3YarUDuzuCK12H92SKIVWQzostlaF0xumfcCLXqPIhMzIMmhoSaYzmo0ptVG9zVgaS3j49Pm/kFdUxvgTL8KcdQM9HVsJNP6Xzq0bmTuhNB3kL54gPysd96aywMyby9uoKbKSSKaw6NXUFlv5dGMvx2wLa762ZRC5VMqEihyCkTh6jZLG9iH6Hf7MCeyOkJGa4rJDP4gHgWTImTlMWZBlyCz187P0BCNxUimBFrsLXzBCIBJn7vhSpFIJyzf14fCGmDm2iN5hH1WFFrb2OJHJJPQ7AsydUMLGLieucAqPppySWSdSOlYMAS7yzUHcbjrEtHz2X2oiKwDY3OVgTGkWA84Aa1qHyLNq0SjkuAJh5owvRRAEGtuHMemU6NRKbGYtK7b0U1+aldnjhnSQuuoiK+sHBfRTL8JsNuEZ6CSOAkvXf8kzSHhvdTvZJh0mnQq7w08sFscfSoBUIBiOU2QzQEogkkih1yhIpAQ0cjmDniCV+Wb82xSFN6FEn1uJzpJP3sQTMVoOn4//gWTY3omw+v+Rq0+H39iefEkQhEwypmA4xntrOonGExRYDQRjCdRyKfFkiklVeagUMlrsLpKCgFoho740G5lUSpOkgbELzjugqUj/198jkUOHuJI4xEiFOIOuAG5/hGAkhkQioSDbQDASp7rISlufmznbsqVJJBLqSrLStoDxad/w6WMK+KixhwUT0+Gru4e8DLuDSCQSbCo5ppan2NjtYmq1DU9YoEs9EX90BHewmVljLSgVcioLLKxuHsCgTTGjvhBBSB+SyzZpGHYHKc+3YNanldDWHgfeYIQ8s45gXMKkC+9GbzAcnsE7iOQUldMfvYi2nrW4DQ6aRhzI417sfgkmnYWNPT7c4RTVs76PoXQi8bCfeEpKeOU/IBVnc/cIhdlGojIdmnFnoJYn6Pb3k1Bn0zDzNKRSMQKOyDcTUUkcYvRlU+lc9yY2U9o4GorE0KrT6Ty3k0ymMvYCTyBKOJpg2B0kx5JOjxmPJWjeFg7brFeBJJ0pbbu//oy63IwhvKv5A7owoTJmo9Ok7QmJZIpAJJrJkyCRSBhfkUN7v4dgJJFREJDeenH5wvQ7A0ytzWfEOfytVBIABZX1UFnPdguLIAjUfYWHiV2nJtyxjOCwA2/hGCYcdRx6o/mgyyoicqgQlcQhxDloZ8Or98K2hEU5Zh1vLmtDrZJTX5bedqosMLO0qReVQo5OoySVSlFVaCEYjeMNRnB4w7j8EU44yopEIqFzwMO4Mhvu4I6QxxKJJGMIN+mUKCI+DKoE69qHmFSZm87RvC2MRCaUeTyJXCZBKpUw7AmSsy14X8+ID5lUQjIpsKbTy4wTyw75uB0u9sYFsahmAtRM2K+QLCIiRzKikjhECIJA1+JH6evpoiLfkjEQ1xRZ+XxLHzlGLZt6nGztcRCNJxhXkZM5GOf2R4glkixqSWJQyhk3eTKfdgaYWgDuYIzyfDNdw75M4qONncPE4kmWb+lDIZNSW5yVticEIyzbZCcYiYEgYdnmPiZX5ZJIpW0fiXgSlUrO0qZeCrKMKBUykokUHUM+pFIpc39y1wHdVxcRETnyEZXEIWJ4sB/B28cPT55AJBqnqXOEhnIbVqOGynwzT723kZ9/byoymXRbtrQdWz5mvYrVrcPMPfd35G3LOSAIQtqNtspP/5bnGVduo73fQ4vdSUGWnik1+YSjcVZu7c/kTzbp1EytyWfh8jbkcikzGwrxBWP0Ofx0D7qZM6GU8jwzW7odjCnd6fCSVEAQJHj6O8grHJ1yVURE5NuNqCQOEZ0rFzKjJn1yU61SYNQpicYS+EIxEkKKCeW2jB0iP0vP5u6RTGa0da2DOAUrxu5G/J0rMJROIa+shsKSMgAGNWrau1Zhj29Ar/ExsSqdb1ujUpBl1NI+4KFyW2jwjV3DVBRYUMgk6NRpr6n8LD2+UIREIkXLtjSdO6NVKzGoFfRueh+OmnsIRktERORIQVQSh4jWDSuZcbQt83M4mmB9+xDJZIocix6VUoHLH8Zq0KDXKPH4o7z5eSt6jYKpNfmE+8LURlcCMLCukWHZFeQUp1cVeaXVUFpN5ZzzeP2hX9FqTyce0qkVKPRZaKZfSmvnCiKxJAZ1+jCdVr3jVx8Ix7AYNJlAgGtbBjIpTJPJFNFogla7i7LaHbFvRET2h08++WRUjutTTz01k7/6kUceoaenZ5cc17W1taPaePHFF1m3bh2QDh9+yy237NJPMpnkjTfeYOPGjdTX13PmmWfu0da0vd+rrrqK0tLSzHWn08m9996LyWTiN7/5zYEagm8Mol/eIcA9MkjYaeej1W2kUgLebZ5MRp2Ko8cWUVVoQSoVWL65j0829NDYPsTkmjyKc4zMn1hGLCFQYtmReCTfIMFnb9qln96uNhqMfqqLrFQXWdO5sc2TKKgYQ/WxlzLu5B/R7EwxtSYPrUqZPmQXS7BiSz+Ttq0+ACZW5dHe76bV7qJjwMPEqlyUMhnKgokHfaxEDh8+n49Nmzbh8/m+uvDXxOFwMGfOHM455xxaWlqIxWK8/vrrTJo0KTPhP/PMM6xevRqTyYQgCCxZsoSjjjqKM844g2AwmGlLp9NhNpvp6urigQce2KUvj8fDzJkzue222wiFQrzxxhv86Ed7SgSQ7vehhx7aJT/2U089xUMPPcTDDz98gEbhm4W4kjgEdKz/BJtvE7XKEJ+tilBZUYKQTCCRypFIJAw4AqgUCk6Znt7v39AxjEImJZ5I0dzrYMQ2B1t0U6a9RDLFQF8/eT7PKHfLxS8+wg+n7ggtXJxj5MMNG5lx8o40iRUzTkcbScd4em91J6ta+ym0GjKuuAAufwRvMEpVoQWJRMKq5gHM40+jbvbpB3mkRA4HsViMR+7+PfpIL5VWGZ+7kgTUxVx94+0HNMc1wKWXXkowGGTLli1YLJbM9ZGREcLhcObn2bNnc9NNN2V+7uvrY8qUKVxzzTWZVKKnnXYap512Gv/+97/54IMPdunrxhtvRKVS8dlnn2XyNLS2tn6pfOeffz5PP/00f/zjH1Gr1QiCwOOPP84FF1zAwoULR5VduXIln3zyCUqlkhNPPHHUSufuu+/m9NNPp729PZPT+rzzRh+o/LL6RxLiSuIQMLzyFUoVHgq0CaaFPyay8gWGV76JJxDhtc+20jnkZnL1ji/5uuIs3l3dgc2kIWqs4uiTz0c76RyaPUo29wXY0DHCbFMXg+/fj9e1I6tYSpJOirOdAZef5Be+A/JrptDpTCfNKc8zMaE8nUO7c9BLW5+Lzd0Olm+xM7kmnxa7i1a7i7piK9m27CMmKqXIgeWRu3/PhfVhLp9fwvwJhVw+v4QLxkR49J7fH9B+urq6WLhwIXfdddcoBQFgs9m+NJlQYWEhN998M88991wmYdCXkUgkePbZZ/nZz37Gv//9b/74xz/y1ltvfWXq1JqaGiZOnMhLL70EwHvvvYdGo+GYY44ZVe7Pf/4zJ5xwAv39/WzcuJEpU6bw6quvZu4/+uijfO973+PZZ58lEolw2223cdlll+11/SMJUUkcZFKpFIXDSwjF08ZgtVxCpSmBVK2jIt+cPhyXSBGNJTJ1POEUtqnfJ1b9XWpPvRaZTEZx3WSqv38rSqWKydXpJD9VpijDm5dm6k1fcDrJlEDrtsk9nkgxtmHcKHmsOQVoj76aZX1S1neMYNAq2dztIJZMsdXuwhuMMJQwolJrqS3OorrIikGrQhAVxLcSn8+HPtJLtml0JF+bWYMu3HtAt542bUqvhidPnvy16k+cOJFoNEpPT89XlrXb7QSDQW6//XY++OADQqEQP/3pTznnnHO+su7VV1/No48+CqQn+6uvvnrU/cHBQW699VZeffVV/va3v/HEE09w55138tOf/pSdoxx95zvf4fnnn+eOO+7gmWee4YUXXiCVSu11/SMFUUkcZOLxOEZZlNosKZ92J2gcTPJWpxxP1mRWtw4xrbaAlDaXz11ZdDqitA7H8RWdwFEnnkfN9JNQqXe4wkokElLC6MlakOz4FRZV1pFSaDM2CbVCDvbPicfjo+rkllQy85I/cfbtr7I2UMC69kFisQTluWaUMhnHnHYh4YI5+MMJBEFgo9dEyXjRq+nbSG9veotpd1RmybDb7Qesr+0r0WQy+bXqJxKJUe18Gdsn22OOOYZnn32WO++8k8WLF/Pyyy+zcuXKL617+umn09vbyxtvvMHHH3/MhRdeOOr+hg0bUCqVLFiwYFSdwcHBUeM1e/bszP8rKiqIxWK43e69rn+kINokDjIqlYqholOY5n2LY0rltPkUWMecQv7cy9HmVBD0uZlTXY9MJiORSCCVSvcY50cikSCpPA730GJMailb/EbKZ8zP3Ddbs9mqqidqX44EUCllTC5Q09fdQVnV7vc7v/vjm+nasIzopjdQECNZMJbqKfORSCT0dY9nKOCjbl5DZk9X5NtFcXExn7uSzN/NvXZn8oDmuB4/Pp2xcPXq1Zx66r6HS1+7di1arXaU59GeyM/PRy6Xj1q1VFVVYTQa6ejo+NKUpXK5nB//+MdceOGFXHjhhRi+EIZGKpXu8sWfSqUy93Zu54sIgrDX9Y8URCVxCJjy82doevv/EerfivnU7zPzqHk7bhbseAn3Jltb9fQTGeqvp9Pjoqa6fpfJu6h+GobNWzBp01+HXR7ILfjyA3Bl42cijDs68we8ncLSyi+pJfJtwGg0ElAXM+IJYzPvyA434gkT1JQc0AizRUVFnH322dx0001MnTp1VDrRnp4e4vE4lZW7/5trb2/nzjvv5LLLLtsrY7parWbBggUsW7aMH//4xwAZz636+vqvrH/VVVehUqk499xzd7k3YcIEkskk77zzDiefnM4s+NJLL1FcXLxXqVD3t/6hRlQShwC5XM6406/+6oJ7SW5B8R4n/qKqsbR5TmTYvhJBKkc38SQ0e5E5TiKRiIbp/1GuvvF2Hr3n9+jCPVRmyWh3JglqSrjq13844H09+eSTnH/++dTV1XH88ceTl5dHe3s7HR0do3I6f/DBB0QiEWKxGK2trSxevJhzzz2Xv/zlL5kyn376KQsXLmTTpk2EQqGMN9Sdd96JVCrlb3/7G/PmzeO0006jtLSUl19+mWuvvTazovkycnJyRnlX7YzNZuPuu+/m3HPP5eyzz8bv97No0SJeeOGFvRqD/a1/qNmnfBIej4e77rqL1tZWpk2bxs9+9rPMARhIJyJ3Op1cc801e2xDjIMvIrL/fNNzXDc2NrJ8+XJisRg1NTXMnz8/s0L417/+RV9fXybHdUFBAbNmzaKgoGBUGytXruTDDz/cpe0bb7wx88HjdDp54403CIVCTJ06lenTp+9Rpn/961/U1tbuditq06ZNfPzxx6OM2Js3b2bp0qUZ+0Jx8Y4Pt0cffZQTTjghszIKBoP8/e9/59prr83k8/6y+kcSe60kUqkUU6dOZWRkhEmTJvHJJ5+Ql5fHokWLKCsrA+Avf/kLg4ODo7T9FxGVhIjI/iO+RyKHir22knz44Yd4PB62bNnCG2+8QVtbGyUlJcydO5eOjo6DKaOIiIiIyGFir5VEa2srJ554YmZ7KTs7m4ULFzJ9+nTmzZsnKgoRERGRbyF7rSTy8/MZGBgYdU2hUPDcc88xc+ZMUVGIiIiIfAvZayUxf/581q9fv8sJTLlczrPPPsvs2bMzpxRFRERERL4d7LULrMlk4rbbbmP9+vXMmTNn1D2ZTMa//vUvioqK9soHWURERETkm8E+ucACuN1u2tvbKS0txWazfXWFLyB6ZYiI7D/ieyRyqNinM+B/+9vfyMnJ4aijjiI3N3ePh01ERERERL4d7LWSaGtr46abbuK2227j448/5q9//Sv33Xcfy5cvP5jyiYiIiIgcRvbaJrF8+XJOPfVUbr75ZgDmzJnD1q1bWbp0KTNmzDhoAoqIiIiIHD72WkkMDQ3tEnyrqqqKwcHBAy6UiIjIt5twOMzGjRszOa53Dva3fPlyPB7PqBzXlZWVXxpbbMuWLXR3dzN37txM2Isvsr3dWbNmjYrsGovF+PDDD1Gr1cybN++APeOhZPsz7IkvhibfF/ZaSQiCQDKZHJUVKplMkkgkRl2Ty+V7Fc1URETkyMLn89Hb20txcfFBM4Ynk0luu+027r//fnJzc8nPz6e9vZ2JEyfy+OOPU1xczHXXXYfD4aCqqopoNEpbWxupVIpf//rXXHvttbu0OTQ0xPz58xkaGqKzszMTJuiLXHfddaxatYq//OUvXH/99Znr//nPf7jooovIz88/IvM57A3BYJD7778/8/Pq1asxGAyZlKgmk+lrKwmEveTee+8VgK/8d8MNN3xpO16vVwAEr9e7t12LiIh8gQP5HkWjUeGq318lHPWzo4Ta39YKR/3sKOGq318lRKPRAyDpaH71q18Jubm5wmeffTbq+qJFi4Q1a9YIgiAI06dPF2699dZR99944w1BqVQK99xzzy5tnn766cKvf/1rARA6Ozv32Pf06dOFU089VaipqRFSqVTm+qxZs4TTTjtNKCwsHFU+FosJTU1NwooVK4RgMDjq3pIlS4Th4WHB4XAIn3zyidDb2ysIgiCkUilh3bp1wvLly3c7fqFQSFi1apXQ2NgoxGKx3bbpdDqFTz75RPjkk0+EjRs3jioTj8eFd955R/D5fHt8TkEQhGOPPfYr5+K9Za8/+b/zne9QtBcJSOrq6vZZUYmIiBw+rvvTdXxk+wh5hRwFCsKEWeJbwvV3Xs/Dtz18wPpxuVw88MADPP7448yaNWvUvRNPPPFL637nO9/hhhtu4M9//jM33HBDJu/J008/TTQa5Yc//CH33HPPV8owb948Ojs7Wbx4MccddxwbN26kra2Nu+66i3Xr1mXKrVy5kvPPPx+VSoXBYKCrq4sXXnghsx11ySWXUFNTQ3t7O7m5uaxevZoHHniA5557jng8zvDwMCaTic8//xz1tuyS7777LhdeeCHFxcUEg0FSqRSvvfYaDQ0NmTYnTpzI+vXrqampYe7cufzjH/+gra0t87xvvPEGP/nJTw7pimevlURtbW1m6SIiIvLtwOfzsdq1GnnF6KlAZpSxunU1Pp/vgG09rVmzhlgs9rW3PebOnctdd91Fd3c35eXl2O12brnlFpYuXUooFNrrdn7yk5/w6KOPctxxx/Hoo49y+eWXj0reFYlEOPfcc7n++uv5+c9/DqTTIFxyySW0tbVlyup0OlpaWpDJZPzhD3/g6quv5q233uLUU08lHo9TV1fHK6+8wgUXXEAgEOCiiy7i5ptv5rrrrkMQBK644gouueQS1qxZk+k7EAjQ0tKCUqkkFovx4IMP8t5773HSSScB8Pjjj3PJJZfsVeKlA8UBy5UXjUZ58cUXef755w9UkyIiIgeZ3t5efEbfbu95Dd4D+sUaDoeB9P7412F7ve020Msuu4ybb76ZkpKSfWrnkksu4cMPP6S5uZnnn3+eK6+8ctT99evXY7fbqaysZNGiRSxatAiLxUJ/fz/t7e2Zcueffz4yWToD5NSpU7FYLJm0rAqFgvHjx9PZ2QnAunXr8Hq9/OxnPwPSSb6uv/561q5di8PhGCXbdgWgVCr50Y9+xGOPPQZAR0cHH3zwAZdffvk+Pe/+st8W5qamJp588kn+/e9/EwwGuffeew+EXCIiIoeA4uJijD4jYcK73DP5TXu1xby3VFRUANDc3PylOab3RHNzMzKZjMLCQl5++WW2bt1KaWkpixYtyiizjz/+mFQqlelrdxiNRs455xy++93vMnfu3F2S/TidTqRSKX//+99HXT/22GOJx+OZn3f2opLJZGi/kAFye956SK/YdDrdKKee7UrP6/WSnZ0NgMViGdXGlVdeSU1NDX19fTz++OMcc8wxh3xH52spCb/fzwsvvMCTTz7JypUrmTJlCo899hgnn3wyOp3uQMsoIiJykDAajUy1TmWJbwkyoyxzPelLMtU69YB6OTU0NDBx4kTuvPNOXnvttVEuralUCr/fv8dVRjQa5d577+WEE07AaDSiVqupr6/ngQceANLePQBPPfUUSqXyS5UEwDXXXEN3dzc33HDDLvfGjRtHMpnk8ccfp7S0NHPd7XbvMonvLXV1dbjdbrZu3Zqx2y5duhStVjuqjy9SWlrKiSeeyMMPP8w///lP7rvvvq/V//6wT0pi2bJlPPnkk7z00kvk5eXx4x//mHnz5pFMJjnrrLMOlowiIiIHkftvvp/r77ye1a2r8Rq8mPwmplqnct9vD/yE9Nxzz3H88ccze/ZsLrjggkyO62effZb7778/Yxhua2tj0aJFmRzXTz31FKlUiscffxxIG7K/853vZNrdunUrY8aM4f/+7//26AK7Mw0NDSxatGi390pKSvjFL37B8ccfz3XXXUdubi6NjY289tprbNy48Ws9d2VlJRdeeCFnnHEGv/3tb/H7/dx66638/ve//8ojA1dffTWnnXYaRqORM88882v1vz/stZL4+9//zvXXX8/3v/99/vvf/3LssccikUgyKUtFRP4/e+cdZ0dVNv7vlNvr7t7tvWWz6T0hCZAQei+iWEARecWCL8rPjigCisirgEoTBJUiRYogRFqA9F52k93sZnuvt/cpvz9u2LAQIOAmodzv57N/7MyZM8+ZOzPPnOc8Jc3HE6PRyJ9+8acjUuO6traW3bt388ADD7B69eqxGtePPPIItbW1ABxzzDE0NDRw2223jdW4vvbaazn33HMxmUwH7ddut3PKKae8ayDdm/2Wl5cfdF9BQQHLly8f+//mm2/m+OOP59lnn2VkZIRZs2bxxhtvjO0//vjjycnJGfs/Ozt73PEAs2fPHjdL+Otf/8qf//xnVq5cidFo5O677+b8889/1z7f5JRTTiE7O5vPfvazY55S78f8+fPfEfz8YTnkLLB///vfufTSS5k7dy6XX345F110EXa7/ZDqWr+VdPbKNGn+e9LP0aeHlpYWJk2axM6dO8fcZY8kh+zddPHFF9PZ2cnZZ5/Nr3/9awoKCvj6179OQ0PD4ZQvTZo0aT6VaJrG888/z3e+8x1OPfXUo6Ig4AO6wBYUFPDTn/6Uffv28fTTTxMMBnn44Yd58sknufHGG9m9e/fhkjNNmjRpPlWoqsof/vAHCgoKuPfee4+aHB+46NDb8Xq9PPjgg9x3333s3LmTa6+9luuuu+5d26enyWnS/Pekn6M0R4r/Wkm8lS1btjA6OsrJJ5/8rm3SN3eaNP896ecozZFiQtO1zps3byK7S5MmTZo0R5lDXpO45ZZbEAThff/+3//7f4dT3jRp0qRJcwT5QDMJSZI45ZRTOO+8897VX3fKlCkTIliaNGnSpDn6HLKSuOyyy5Blmfvuu48f/OAHfPGLX+Syyy5j1qxZh1G8NGnSpElzNDlkc1NGRgZXXXUVdXV1vPDCC8RiMY477jjmzp3Ln/70J3w+32EUM02aNGmOLolEAk3TjrYYR5wPlSp84cKF/PnPf6avr4+LL76Yq6++mhtuuGGiZUuTJs0nnIO9dBOJBLFYjHg8zqE6X75ZWnkCnTXfwfz583nmmWcOS9+xWOxd/+Lx+GE556HyoetJrF69mm9961tcc801zJo1i9NOO20i5UqTJs0nlJdeeokTTjgBq9WKxWKhtraWm2++eazexHHHHYfdbsflcmEymSgqKuLzn//8uOI8byWRSDBnzhwsFgsdHR2HTe6dO3dy3nnnTXi/AwMDuN3usT+bzYbdbh/7f6JyMH1YPpCS6Ovr46abbmLSpElccMEFZGVlsWnTJjZs2MCKFSsOl4xp0qQ5AgQCAXbv3k0gcPAiRBPBQw89xNlnn82JJ55IU1MT4XCYZ555Bq/Xy+rVq8faXXPNNWNf0a+99hoFBQUsWrSIF1544R19/vznPz+kwkPxeHxs5nKwGcebM5hEInHQ499qbkomk2O1It7Ku81m3muGk5ubO27msHz5cq666qqx/49kqdKDcqjFsP/2t7/pRqNRP+200/QnnnjiHUW8D5WJLOCeJs2nlYl8juLxuH7Nb36if+O3X9X/38Pf1L/x26/q1/zmJ3o8Hp8ASQ8Qi8X0rKws/dprr33PdgsXLtR//vOfv2P75z73OX3SpEnjtm3YsEGvra3Vt23bpgN6W1vbu/ZbWlqqX3vttfrcuXN1o9GoV1ZW6q+++urY/hNOOEE3mUy6wWDQCwoK9BtvvHHc8TU1Nfrjjz+u67qu//rXv9aXLl06bv/mzZt1o9Goj4yM6Lqu60NDQ/oll1yiezwe3W6362eccYbe1dX1nmPXdV1fsWKFfvXVV79vuyPFIc8kBgYGSCQSvPDCC3zmM5/BaDSm4yTSpPkEcP2t1+E+0cDMz0ym6pgyZn5mMq4VMjfc+ssJPc+WLVsYGRnhC1/4woc6/nOf+xxNTU309fUBqXKol156KXffffd7pgh/K0888QQPPfQQoVCIL3zhC+NKgb7yyitjs5fnn3+ee+65h3/9618H7eeSSy5hw4YN7Nu3b2zbAw88wDnnnENmZia6rnPBBRegKAp79uxhYGCAiooKLrroog819qPJIbvAnnXWWYdUyvDNqktp0qT56BMIBBgR+ynKHP/cOrLstIp7CQQCE5b2481azgUFBR/q+DffP16vl/z8fH784x9z4okncuyxx9LY2HhIfXz/+98fK//51a9+leuvv55QKITdbh/XrqamhksuuYR///vfnH322e/op6CggJNOOokHHniAG264gXg8ziOPPMJDDz0EQF1dHevWraOvr2+s7+uvvx6Px0NHR8d7VqP7qHHISqKmpuaI11ZNkybN4aWrqwtb4cEDY22FJrq7uycsQPbNgjrd3d1jBYY+CJ2dnQB4PB7WrVvH008/zdatW8etI8TjcVRVRZKkg/bxZi1pYCwgOBaLYbfbufvuu/m///s/2trakCQJVVU55ZRT3lWeSy+9lKuvvppf/vKXPPPMM1gslrG8dR0dHSiK8o4Pa0mS6O7u/mQqiX379lFfX/+O7aIoUlRURG1t7SFP+dKkSfPRoLi4mPALsYPuC/fEKTrj/a0Hh8q8efPIy8vjgQce4De/+c0HPv6vf/0rM2bMICcnhyeffJL+/n4KCwuBAwvDM2bM4LrrruNHP/rRB+p77969XHnllbzyyiscc8wxyLLMtddey6ZNm971mHPOOYcrrriCV155hQceeIAvf/nLiGLKgl9WVobRaGRkZASbzfaBx/pR4pCVxNNPP833v//9d93v8XjeUY7vk4iqqmyt30uG0051+ft7VKRJ81HG6XSSpeURHAnhyDpgcgmOhMjW8yY0w6zBYODOO+/k85//PKIocvHFF4/VuL7//vs544wzOOOMMwBQFGVshtDc3Mydd97JSy+9NFaX+oorruCKK64Y6/vNGtd79+49pBrXbycejyMIApqmEQqF2LhxI3fcccd7Ji01Go184Qtf4Ne//jWrV6/m9ttvH9s3ffp0jj/+eC6++GJuuOGGsTrZN99887vW1v6ocshK4lvf+hZf+cpX3rFd0zT6+/t57LHH+PKXv8yCBQsOae3i40g8HueLNz3Cuq4ogiCwuMDAoz+/dOzrIU2ajyM/u+rn3HDrL2kV92IrNBHuiZOt5/HT/712ws917rnnsmrVKn7zm9+wYsWKsRrXl1566Zhpx2Qyccstt/B///d/YzWujzvuOHbs2PGuJm9RFDGZTAiC8K7nNplM48xQgiCMHTNjxgx+8Ytf8KUvfYlgMMiiRYu4+OKLaWlpedfjIbWuccwxx3D88cdTVVU1bt8TTzzB9ddfz/nnnz9WJ/tnP/vZ+14jo9GIwWB433ZHigmtJ/GZz3yG0047jcsuu+xd23yc8+A//OIGrn50KwXRYbyylbhkJuHrZ25pBnf/v89TWlTIq1t28/zOLtxmmW+esYBM98drjGk+HhyO5ygQCNDd3U1RUdHH7tlMc/iY0HoSM2bMOKwRj0ebhKIyTx2mxV2A5ixASkSRgd3kcMwv/kV5aC8DefNRzG5AZU/vizz8/c8cZanTpDk0nE5nOotzmncwoUqis7OTOXPmTGSXHyk8Vol5uRnsUrMRADU4jCm3AgDJbKclEcVsdo+139IdIRqNsr2xBbfdxpTqcjRN446n32D9viGGhkeZWlHAJcumMntyqh/vUD//+ueDPLu9i5A5j3/88lu4XemvujRp0hwdJkRJaJrGU089xcMPP8xVV101EV1+JHHabKiSibxgPwPOYhDGr0UIooQSCSJbHajxMImhDuZ864/4jVlYHC6+s7ANSRT57cYggmBFFyzUb+7k1WYvxugzBKMx5up7WDtiJ+ooQ1SczP3WbbQ8+P52zDRp0qQ5HByykrj77ru5/vrr37Fd0zSGhobQdZ3rrruOadOmTaiAHyWOnTeNvz2/nnn6EE90+NCUOAgShow8tEQMW3iAQDxCQlMQBAlL2RyigBj24W+v53cjLk6cWY4gpC67IAgIksyQL0S22809c3Zx3fo8kiXTkeJhBFEmLNpYu3kHS+bPOqpjT5MmzaeTQ1YS06dPHxfC/iaiKFJYWMiSJUs+8dHWgiDw52svZ85nr0JyT8GSVURy71qm9L9GgRpgNx4SBoWIaMbkyUeNhdAi/tTBqkok4GekvxddLz7ghaFpIIqc5W7HqMXZrZRAYAhzYepaGoBv3beKHWklkSZNmqPAISuJxYsXs3jx4kPueMeOHYTDYZYsWfKhBPuo0tM/wJC1FENmKrVAUbKfFTYv9yk1hCuPRxBEDINtJPz9GLQkxqxULIWaiCK78ljXVE9Vtp9+xUY8HEARZHQ1iZaM85vGfMz5k0iO9ow750DCQGdPLyWFHy6dQZo0adJ8WA6bg//LL7/MU089dbi6P2p4A0E0ow3Fm0oyFpdtDESShEoXI4gSgiBgzClH9Q6OKQgAc14Vqq8Xg6eETmMJoYAXzZoBaKjREE922mmNOlKNBQEtHgFATcRQAkNoqnqkh5omTZo0h09JfFKZWl1JtiFGwtdPvHcvA+5q1oYt8PZwE1Ece9EDaLEQSiSAEhhCDXmxlM/GlF2KpWQGBncOQVMuA0MjABgyClBCI0Rbt6JFfNiqFrBuT+eRHGaaNGnSAGkl8YERRZHFZZnMK85EkBvJz9jKV07OZ7m6Fj2ZQNd1Yl31WKsXkBjuJDnaQ3K0h8RwFwZXLuaSGejJOMJbPKNEozmlZGyZ6M1rMHRvR1CTyJmFyM5sANbVt7ybSGnSpElz2JjQOIlPA719AyyZNY9o88O45NX8MjyDM2cUcDmwofUlXq4b5P68z6AaHQiahhoNoGsKCAJGTzEAst2NGo8gmaypTnUdQ2YhYsiLLdjFjNEGhmMqdTmLQFVQYiESkZGjN+g0adJ8akkriQ/IiNeH1ZHBvsQmincZmHSMe2zfogoXWUaVtW9soCHnJESbCyU4hDGvGsXbO9ZOduUSbtmCKBuRbG4MGalMlqLNhZyMMN+hoNt1TMl2dmfNQuzYTvbIPnRdf8/cNEcCRVFoqG/C5XZSUvbJzNGV5vAyNDTEn//8ZzZs2EA8HmfSpEl85StfYe7cuQB8/etfZ/fu3QiCgMVioaCggGOPPZaLLrpoXEbVWCzGnXfeyWuvvYaiKCxYsICrrroKl8s17nyjo6MHrQnxJm63m+eee+7wDPYTQFpJfECqykvY9WodBtVKbtRCY4uPSUWZAPSPhpBEkRFr2ZiHkhLxYwTkQD+OcA+RzAqi/mEM9kwEiwMtGkRLRJBkF8pACyvETkBEEAQqEz3U6zqiO4+dbds45eePcPulxzG5/Oi8nKORKFee/ys8tiISSozsSRI//u23j4osaSaeQCBAV1cXxcXFhy13086dOznppJOYPn06F198Mfn5+bS0tPCtb32LG2+8kRUrVrBz506mTJnCV7/6VeLx+FgW2BtuuIGXX36ZyspKAL797W/zxhtvcOONN2I2m7nhhht4/fXXefXVV8ed0+FwcNNNN439/93vfpeqqiq+9a1vAXykkul9FDlsSiIjI+OghcI/7lgsFvIyDYSaa+lLDrKnIYDX34DNYqAvGGaXeQqD9mrevO20ZBxn22rOSewiwyQR7tvAS1IFXeVnpho4s4m270SJRygNNFGQdWCmMKIZ0KIBlHCANmc5vt4Av3x0NQ//6PNHfuDAd790A1MKl2AypIq1dLY28fdbn+WL3zkjnQn3Y0wikeB3V10FmzaR7/PzrNsFCxbwvVtvxWg0Tth5dF3nS1/6EscffzyPP/74uH3f+MY3CIfDY/+XlJSwdOlSAFasWMHXvvY15s+fz//8z//wyiuvAPDvf/+b3/zmN1x44YUAZGZmsnTpUsLh8LgZh8FgGOsLwOVyUVhYOG5bmndnwp7seDzOo48+yiOPPALAZZdd9oELf3xcuPP1FvqkavZmf5sXpRpW9ji5fY+Dm6Uv8e9AJbquAaDrGmo0yPRoCxmmVIphm2TAHQuN609yehDQ6as6iefDmewLazwTdPN66bnoCCR8gwxqdkSnhw17e7j7X6sJBEPvkOtwE/PrYwoCwGHJYLhOZtVz716YJc1Hn99ddRXHvfgS54TCLJBlzgmFOfall/n9BKfYqauro76+nh/+8Ifv2CcIwjtKiL4VWZa5+uqrWbVqFT6fD4CZM2eyZcuWsTabN2+murr6Y1/k56PGfz2TqK+v59577+XBBx8kHA7z29/+diLk+kgTSejIzhySI900WMrZa6hFS0TAP4AORFu2oMTCiAYDCDK6bAZS1b9UTSMWCaIOtSFll6PGo2hhL5LJhhYYpsFRQ5O3GyoXYnDmkBhswz45FYMRH2hBEcz8el2AF+uf45H/d/6Efum9H0bJQjgWwGZOmSJiiTAZ9mzioU/ejPHTQiAQgE2byJDHvwoyJQl90+YJrXHd3t4OwKRJkz7U8dXV1ei6Tl9fH263mwcffJCzzz6b6upqTCYTiqLwwgsvTIisaQ7woWYSwWCQP//5zyxcuJDp06ezZs0a7rrrLoaHh/n2tz/5NuoL5uQjqXEMWUWYZAnZ5saYV41gMGHKq0R2eHDUHoulZCayPYOdngX0xiWSikKbN8TJGUkuG/03nrp/osUCmIunIVkdIEoIVjequxBRMqDFQkj2TAQxNQsx5VaS9Paj6zpb/Ha27W4+ouNWtASByChtA3vo83bgtnmIC0GqZxUeUTnSTBxdXV3k+/wH3Zfv99Pd3T1h53rzC9/r9X6o40dHRwGwWlNegVdeeSW6rnPzzTdz8803U1VVxaWXXkoymZwYgdMAH3AmsW7dOu69914ee+wx8vLyuPzyy1m2bBmqqvKZz3x66iZcduZSBoaf4e41bSiiAdXbA6qKIbMIxdePIaccQRCQLA6UgEQkq5J/2rLJa1/NhVmpoDiHUeL4ZDdP2FOL3ogyluKp+89QTnTvSoxlx6KrB77SdV1HNBhIDLZi9+STk+niSKLrGt0jrdjMDoIRHz3Drfz4tkupnlJ+ROVIM3EUFxen1iBC4Xfs63O5JrTK5Lx58zCZTLz00ksHzQP3frz88svk5ORQUlJCW1sb//jHP6irqxtLKrps2TLsdjtr1qxh+fLlEyb3p51Dnkn84Q9/4LjjjiMUCvH000/T3NzMD3/4Q7Kzsw+nfB9ZtvYrCJ5yBNmEKbuCykQfxr461LAPPREdaydIBuL99SSjIdS3ua/KAmOR2u8I2HZmY3T9CS36SirWQlVIDrZhKZuNGAvwk+WFVJQeWS8ns9lMbdEcij3VSJKExWZk0rSKIypDmonF6XTCggWMvi3ty6iqIixcMKFeTi6Xix/84Af85Cc/GVt8fpMnn3ySTZsOvralaRr/+Mc/uP3227n22msRBIHs7GwMBgNr164da7d27Vp0XaegIJ3jbCI55JmE2+0GoKOjg/b2dsLh8HsuNH3SMexXr5Iji8RgO35dQqlYjFkQSAy0IrvzEAwmDK7VWCt3E9iwlCwlQF80SL7LQVJVWScUk/T2IZntJEc69ud+AtHqQkuKWMpGsJaPMrI6l8RwJuaiqYDAWVMyuPT0Q0+2OBHUbW+kJn8+Bjm1BlJVMIO+ZN0RlSHN4eF7t97K76+6Cn3TZvL9fvpcLoSFC/ju738/4ee67rrrsFqtXHjhhZjNZvLy8mhra+Okk07itttuG2v3l7/8hZdffplEIkFLSwuZmZncddddY6WR7XY799xzD9/97ne59dZbMRgMtLa28qtf/epd62Cn+XB8oBrXvb293H///fzlL39haGiIz3/+8yiKQkZGBrfccssh9fFxrHGt6zrdPb047LYxZfnbvzzDA/UhgpId62gLEXsBosVx4Jg992KY34+5OEi830So6TxsioG8wc0E8ueREE0EZTtaLMSkzpdpKlqOqbAWgHh/C8iDeI59hmiPSLDuTERTLsbsUjyjO/jHqQp5J38PhyvjiF2D+//wIJHdB77QdF1nZ8+T/Pm5Px0xGdIc4ONe41pRFPbu3UsikaC6unrcB+euXbsIBAIIgoDZbKagoID8/PyD9hONRmlpaUFVVSoqKnA4HAdt91bq6+ux2+2UlZVN1HA+0XwgJfEmuq6zatUq7r33Xp566iny8/O57LLLOPfcc5k6dep7HvtxUxKKovDP/2xAsxaQiIWpzhZZPG8q9z+zkVd3d7C2J4SQjKIabOBImd50XWNy/xrqpAiiKY4gz0WyFaHrOscE/sM5k8080SSyxbIIQTaS7N6NoWj8ddNab0XLkkD8HLIjh+RoL2o8zP+b1M//WyjQ7Dmb6lnHHLHrcMcv/kb37gSFWRXouk7n0E4kWy+//vuhfRykmVg+bs9Rmo8vH8q7SRAETjjhBB5++GF6e3v57ne/y+OPP860adP4+c9/PtEyHlU272jEkFmF2WLDmZFDQ0+ERCJBZ28Pq0dlNEcuamYZSjSEGB5GjwWYZQpQUV0LSjlKoBLJllo7mKo28dezLXx+qsyoqQBhv+lGcOaixg4sHKqxMAVdGp7gQmRHDgCGzAJqrQH+d66GL6phz8w5shdCNJLjLmLQ382gvxtVMzAaTAfQpUnzSee/jpPIyMjgyiuv5Morr2TLli1jbmqfFDSE8fmSBJkH/70BfyiCphhQfYMgSeiCSEGknbaQwKZRG4gyosWBqCgo3j7kjHwqbBFMhpQ7q0uKj3UpOz3E921Ey0wpE/toK0sdSVbtd319kypHkvaQGaHseKpKKg//4N/CqH+YwIiXYk8V/sgoCSlOeDSMpmnpaOs0aT7BHLKS2L17N5s3b37fdp+UGteKovDK2p0MeMOEE6PklUxCVVVGhvqpnjqHua4inmr4F2JO9dgx+3pimMtrUMI+Ziu7mOIRaez0crxtlKZQLs0tPkZmechymPnp1AEuX6Pik7PxBJrRooPY23ZjVaMYI17EDBOTR7azwVmKavdg8bdy3rH5VH/mm0f8WjTs3EHv3vU4zccxGhrEbnaRYc9mRGplYHiA/JyD24vTpEnz8eeQlcQrr7zCT37yk3fdr+s6kUiEq6++mnnz5k2IcEeDppYOtjd20dI5gMnqondwkHqvgnXLLmYXWpm24DQ0TeP1HbsRZSNvdRwUJAOKf5CT3D3cuwwkCSJxO91DOpkOiVsfGuCqpw3MKtcY9McItw8hVHkYLjmO0raXOVXtxyhJDAZMuKxmLMkgWfv+ziY9GzmnmHnHfeOoXJNn//R7ioxeAgh4nCmFoOs6BpOJdR2vcUHO0cklNVG0bH8DzduBZvUwaeGpRz3Tbpo0HyUO2U7wne98h1AodNC/J554gqqqKmw228daQbz46nqefq2enuE4joxcsvMKWbL0BBRktotlPNmiEhjp4z8bNvOfAYGoJqBrKTWhJeMIsoxky2BZxiCSlLq0VpMBURBYXT/AeqWQV83HcOvwfB41nU3IXUpNy3PYWtewOFyHUUqZl3KcdgLROE6LmYakld4ZFxE1ZqCLRy4Fx5uoqkrUO0JIySapxOn3djIc6KV3tBUUiTc2rjniMk0kzZtepqDvOWK9O/jbixu46td/oHdw+GiLlSbNR4b/ypi8ZcsWVqxYwVlnncXixYvZt28fF1100UTJdkTQdZ03Nuzk3sdf5aWNDVjtbkxWK3lFZfi9wwiCQL7bhksNUJ3jYrBzN+2Dg6BrVGRYOS07Sa04hBIYxOgpQZANdCfGx48oqsYbg2aaS0/AkFEAkoTiH8BlM1OWIbB85HXQxgczBaNxYskkx4z0Y/T3MXN0B3//xU/wHuE1H0mSyJ8yg2Q0itOagcPiJtOei6LGsU9vwhTx8/tHbj6iMk0kwmgzTYMxLtxQw0ORBTwTqOSLv3uWRCJxtEVLk+YjwYdSEi0tLVx00UUsXLiQjIwMdu/ezZ133kleXt5Ey3dY0XWdx555kYY+hcyiKVitNvIKy8gvKqe7vRl0gUQijhTo49vLpvOFE4/DnFHC6TMnc+XsLM6ozeeUY5eypKYcQ+aB6OcHRqbx9w2DbG/18tK2dnqHg+xSixBtqRQcksWJpiS5uDLISTUSZoNMIBojmkig6Trdoz5KslwE/EFOj/g4b8/fmGoMI/hHaNy+7Yhfp4t/eA0zpADqwA4UVaFzuJGk/Dy5O33kbvXR89wrBPwHz//zUScqWrhijZuY/UD+qVYti5NPPZ9/vriG1zbX8SG8xNOk+cTwgZTE0NAQ3/nOd6itraW/v5/169fzxBNPfOisjkeLfa0drN6wjd/86SFUZzVWm51XnnuYyTMXIMkygiBQWlnLQG8Hw/3dLJg5E09WNkP93eTkF1NaXk1leRU2iwWA2upJ1Mo+pGSU4zOTfLbayXDZl9g35WeMZi7mhDllVGWbx8kwwzzAT46B84+rRjQrlGS5aRv20jo4Sr7biSxJ5Hgy2WI3YpZTL6mkDu6jkAbFYrVSXlzMvNYnKd58EwHjCxRywG6frxh47vnH36OHjyYBv59HntpAp1yKGo+MbVdCXlozp3PlY3V84c/rmXHF7Tz36rq0skjzqeSQlcQLL7xAZWUlr732Gk899RSvvfYaCxYsOJyyHRZeXbOV9ftiDFOIaMtm5+Y3GOjroqxqGt7hoXFtzVYbVpuDwd4uNE1DSSYxma1j+0VJIhjwIooi59Zk8pX8AOcedwzz5syntLKW/u5WonlLCUbifD6vB+vgHnRNpSC2j1sW+hCElHttjt3B7v5hRo0C+Zl2pLe4lDZnWvGK0DnqY/q5n6V2xswjdq3eSs4XvohutVKp+Dm5voXoWxIPRtUkf2y6i4aOhsNy7mAoyPaGrXT1daHrOjsat7FxzzrCkXcmpfsgrHzwAcz97VgEjcRgG8nRHpKjPSiBIVRPFbIrF2NmIcGMKn7+5B5+9fM/c9cDT0/MoNKk+ZjwgVxgg8EgdXV1nHnmme/a7uqrrz7kFB1Hg7p2HyVVRfT3dJCTV0h17Sx6u1pxubPobG0kw5ONJBnYvHol0UiY/OIKCksr2bV5DRazgWjIS0XtHACSA020b2vCIgrMKvIg5NaOnUcQBCTJgBYZxeyUaW/s5ZJAGyNDL1NdbGBy9lR0XefJVfvo6A/SYIPB6TrHhkUSwwqyIJGQEmQ6XGiqTnW1jULTIKqqIknSuw3vsDFp+TIcTz9F43/+g0dRKYmH2bz2eURRoK7cT7BMZ33rempLa9+3rw9C/3AfTzY9hFSgkxhMom8xIE9WkcwSL/7nOcoG8nFmZXHGeZ9Flj9Y2E/E78NmlFk+8BKr5Ekk3ZPH0rJrYR+yIKA7cxAEgRHRwryaSroGuln12gaWL1s0oeP8tHD33XfT1dU1rn710qVLqaqqOmj7devWjauFfeqpp6aLCh1hDvmpOuussw4pbfDkyZP/K4EON4qaMhmoShJXRsp0U1BcQW9nC67MbHZuWo3T6eaY5WeiqSqdrY3IBiOuzCwGu1s529OI2rydLTvhJHUWNrmUlyL1CCjg7wNmA5CIxxjoasUwuJUXXMPs7Y7gMRrJs0oEhnWuuX07siGB02Alz+kg29iHoS/OQ4ujLG11UzJiRQ8J2PcXFdrVPIzVuJGdnTdRM2sRC45ffsSD2PKrq8mvTsWFHKtp/NX2MoP2wZTLqAL59omPl9jUsRap4E1zWxIlN4bL4MA/FER3KTSPtiI+t5O1u/7Dj67+HZnurEPuu3L2fPp3bGayIUKVupVtip21XhvHBFYzVfFhioisGSxid9U5VEtx7DYHDouNru7BCRtfIBDg8YefoW1vB2aLhbnzZ7H0xIU4HEc+eeaRqHF9//33Y7VaOeGEE4hGo6xcuZIrr7ySU089lb/+9a9jtSJGR0e54IIL2L17N6effjr5+fk8+uij/OhHP+KJJ55g5syjM6P+NHLISqKmpuYTkV0x5B9mZKj/nTsEgYB3BKvdweSZC1IzAVmmsLSK0eEBissnUVIxmQ37SqnofZHzxNPHvlxPNk/jn5E+EnqIUMN21ESc4fXP4An34w3I7JSddAQ0XDkqBllCUXViMQPF9pQCkESR8pibNnuALrvKK2VeTumUKZBSLwpvOIJDttHWGmVk18t0vvE6u1a/xuU/++VR8+kXRZEbTriB3677LSElxKlFp3LqvFMn/Dz6/uH1twwSDURx5jjp2tND2B/FaDJgKTVjuzifxF0t/GP1g3zzrP895L6PPe10zDYr3Y17yCws5genn8mfrrkcn9+HxZz6bU7Q+8ga2cRFy8+gua0Rm8PFtCnF//W4Guv38sw/X6A4q4qYX+O0489D0zTqGrYzOvwSX/jauUfst00kEtxx/fXYR4aptFlZH44QyvLwzZ/97LBUPjzuuOO45pprxv7v6upi3rx5fOc73+Hee+8F4NJLL8Xn89HQ0EBW1gHFPzAwQDQafUefaQ4f/3VajrcyMDBAQ0MDy5Ytm8huJ5RZteVsqtvNcH83zgwPDqebno5mwqEgReWT2LZ+fJ57XdfHvtglScJsdbBbrWWOcOArXhIkTA4PjtwaDILOrj//BJOWRBFKuHz6lzHKBroD3Tzd+jfCaph+83Sc1AMH1jc8Vg+COYOBzn0kSkRWzRqiakuAbJ+JLLsNqyn1sGbZbQwHw/jrtrFn106mzpx12K/Zu7F4ymKemvLUYetf0zQG6rqoq1uPWGCh4JgyOup7mLGiFlEUCfsjxENxgsEwuNz0trTw5EuPU1ZYzrSqGYf0gpt/3DLmH7ds7P8ZeRJrGg+8nAVBYKrDSCjgZTQSoGhaLnPmvH9Wgb0NTSQTSQpLCti8YRt7d+0DQcRg1mlp7GL2lIUUZVUwONLP/JnH7DdPSkyrmcnmHevw+/1jGYcPN3dcfz1fcjvxFKWy/C4HhoJB7rzhBv73l7887OcvLi7mpz/9KT/84Q/54x//yMDAAP/6179YuXLlOAUBkJube9jlSTOeD2yv8Hq9bN68mb6+vrFt4XCY6667jqqqKlauXDmhAk40py+bQ2FRMaecdwmte3ex7tXnyPDkMWnqHOwOF8UVNezashpd10kmE+zY9Do5+Qe+HFU1iaO8mjWGAXRdR9d1XgjsZM8bDzG8azUND91Ekc1ItsPGrJwFGGUDAEXOIipdNZRl2pDNXlZceAFeXUDVNAKKxtnf+i5nX3oFBY1Gcl8DqV2hqzxGtsOGQTrwM8WSSQyShKaD0WR++/A+Ufz+nl8w8O8XMSdUXKWZ+PsDWOxmRFFE0zSsTgvJuELO6y4uzTiPEiGf+sgmHt/3N25b+RtisdgHPmd2bh55BSa0/Z5MXkVjyvSlGPURFi/M5sSTlr5vH8898SL9uyP42+D+3z/G5lV1WOUMqgunoYWsnLT0TMqKKygvriLDlTnOa0pRVRQteUgpryeCQCCAfWQYz9tqw2Q7HNiGh1I1sI8As2fPJhaL0dnZSX19PQBz5sw5IudO8958oJnETTfdxDXXXDO2ePrzn/+cs846i3POOYdwOMwvf/lLvvWtbx0uWScEg8HA9DI33aEQM+cfR3vjNqy2Aw9kOOAnK6eAXVtW09vZypIVZ9PVthdVVYiEQ5hMZnLySzCdXsXtD/6J7ElTMUyuwlXXj1z3IlIkCvbUwlpMjYw7d1yNkpRFbrjhp1TWTCZ52f/Qum8fhcXFB/LpWyReaHkBf98o7v+04rCbGQ6FCcbjaIKIoKpkOu2Un3Aa1R/x9Z8PgndkhDX/fgY0ndrFS0ig0t9YT0xKUv7VRdjcqVlXyBum4R/bsW4bRhcE/BV2Lla+zUZ3Hfo5MrmksuO27+zktid/y0XHXUJpUekhy+Ge+1kW6dDQ0MJoIMLFi4tJKk+TW2imTU1V4Wttaadtdw86OhVTiqioKmPnlnr21fWwd28DTrsbTe8mHo/hdmawYPYSRFGkb6AHi9mE/S33W2XpJDbuWMuCmYtRVIXtuzdx1udPPmLOCV1dXVTarAfdV2mz0t3dzZQpUw67HOr+ynhvevwBaZfjjwiHrCSampq49tprufHGG1m8eDE7duzgxz/+Mffccw+nn346N998My7Xka25/GE5dsF02ju78Qe9LDh5Fmt3thFJCNiMOmZZRxAEyqqm4HRlsWPTa7gyPESjUZLRMEtPPg9BEIhFw5QuWUZh5XQASifPZu1dP0EMtoydZ7dvPbI5i3yDi139W+lTejjlq1+nsib1cjcYDNTUjvcGOnnOyZw852RGR0b4zatfYigYQkBAFSS+ffvdJJJJjAYj5e/iDfJxJBqJ8NfrfoI60MOoXeAN6xbsHjvRaU70ac4xBQFgz7Ah7xwiSzDhzRDJmuzhMeElpGERBwfuP1EXGJX6uK/udi6MfoXp1dMPSZb8yqnkV17HFGDvs7eSYxkY26cKVoaHR9i2qgE1CZkZHho3dvLcv1ZS5Kiib6CPGbVzxxbP27paEAVhzFyZn1tIPBFnb0sDNZWp372xZTfxeJyHn/4LF3zpTL73i68f0XWm4uJi1ocjHKwidEs4wtwJrHH9Xmzfvh2LxUJJSQlmc2qGvGXLFk4//fQjcv40784hK4mNGzdy1lln8cMf/hCAY489lj179tDU1MTdd9992AQ8XJSVHLj5P1twwCunrrGFLU2jyLKBvEwTl59/MfvaUv750yZXsX5bA7EklGdb2Oo/8EUoCAJWt4dgbxNN/UPoJpmELRND0ypyujewWJaZgky003tI8mVmZfHln9/Imn/+A01VmXvaWZRXVb//gR8zOvs7eHrbP/DNguEdOtLcXKpnFiMZJHQdBlr66dzZRcnMlMmvY1snWYpMQFTIvGwBwTYv0cAwWoWFaEuSnEoPmqYRHApiHoxR+MVyXtr57CEribeSNfdcGtY/iBgdodNnpOb0Y9i2cReyYKSgIJ+O7ja6+jrIycpDEEWcTvc476rSwnK2795MaVFqBqLrOv6gF09mNm1d++gf6KOjr4WzLjiNn5z2nQm5nh8Up9NJKMvDUDBI9ltMXEPBIOHs7CNS0KitrY0bb7yRr3zlK5hMJoqLizn//PP58Y9/zPz588l+SwBpd3c3iUSCiop0bfUjxSEricHBQcrLy8dtq6iowLI/6viTwvTJldRUFOPz+8n2VCMIArOnH/jaP37RAde7tt4N6Hpq5hEJjnDKZ8/Hafkcm198ntGtG4gm4swcbcG13wvKjYJv/Tq44pJDkmXK7DlMmf3Jtss+u/cJTFNE8qdUoRXaURIKBpOB7oY+Cmpyya/MoW/fAA1rm8gsyKC3oRf3mUVomkro+b3k1AeRRRG/QaOl1spovxfRICGYJUYjUbTb1yKJdsInhrDZPphbqaegDP/0z7Pu1rux1e+g454L6Ljg60ydtQyA0qJyBEGgIK+IhuZ6bBYb/oAPl9MNQE9/F4l4gq7edqwWO3tb9tDR3UpZUQUJJUlFbSFXX//1Cb6iH5xv/uxn3HnDDdha26i0WWkJRwhnZ/ONn17z/gd/CF599VUURSGRSNDc3MyLL77I+eefz+9+97uxNvfddx8XXXQRkydP5pRTTiEvL4+Wlhb27t3L449//KL7P84cspLQdR1VVcctBqqqiq7r47bJsvyBg5o+ahiNRnIOIf3F2Svms27LbhKawPRKN1UVKdvt9Nlz2Lp2DYlYlIGf/QYSB2YP5vKCd+vuU4eiKISlAC5SL2/ZIOEbSOWAMloMiKJIV0cvm9t3EfKGKPUWUDKtmPL9s4qWH7yEvD8zrisp4g7pTF5STd2qBtT+MOV7Y5glGfBx13U/pvxzSzBgZPnkk7EfgsLoau9mz+o2Kk/5CtpJGj2P3IbsO5Cjyjvcz1BHE/nZBVSVTWLH7i0kFQVfYBSvfxRZlinIK8TrHUU1xpgyr4LaWVUIgk71lHKqJ380TIZGo5H//eUvx2pczz2MNa6vuOIKuru7EQSBjIwMZs+eze23305x8Xi3YrfbzcqVK9m6dSsbNmwgkUiwYsUKTjzxREwm02GRLc3BOeQa17fccgvf//7337fd+0Vcf9pq8zZv2EjD1T/C6BtGmz2bRbf+DkGUyMjMONqiHRV0XWd741Y2tqwl7orQ09VJTokbTRAY6BwhGoxiz7JjMhvJKMrg4bXPkLAlU8f6Nc6uPZHS6pSpsP3nq/DEDnh+9U534D62hOBQCG3vCPm7QmP7BpIxym4+EUmWkDqsfO34dzpYtHa2ousalaWpl/faVzcjBA9E93Y17mDYN0zFlHlE92wm55l7yVSTNOVXYPzyD2jqbMZhcyEIAl7/CA6bE13XMVvNXHLl+RO61vBpe47SHD0+dRHXR5rqRQvJfuZJGh7dyPC+PhqvexWbZKG+SmTJN0/71JX+fHTN32lK1pM1KQMtGie/vYNyXafHacKq6dhKssivzCXkDVO3rmFMQQAILpHujr4xJWE6tZzBJ/Zi1yR6KkxYq5y4c13klHoIFGfia9yKO5G6vg4ti55N/ZQsLmTUMEg8Hh/7In19y6s83/g0hiwJdJ0p7bP5/HGXIMki6n5zIkBcTTJ70YmM+oYRVz5ElqaAIFDT38arz/2N/JMuZHhkEFEQsFrtTJs8i6aWBjKz3elCRmk+tnzqIq6PBg0PbiCn24getVLiTi2SZ3bp7Fm1nWkr5h5l6Q4viqLw3Kan6Ai1MNrrZ1QcxOqwkIglie1o5bTyUpoWlmEQRYqB7oZeBtqHMRhlDBgwh4zE7KnaDqJPJx6I0bm7G4PZgJZppvhXK+hu6GVyZQ6B4SBGcyouxZnrpHdhNpFVfciShXPyzua1zp0M5A2hBHX6RnopKyjnd0//mlHTABVLU+YOTdPYsnE9+t8tmHUHe7v2UJk7mUhklE7vHqqYT6bbg/dtL/1ELIqqqsyeNp9YPEZTSwM792wlr9TD/GWfjJK+aT6dfLwXDz4uDMVJqAIWw4HgN0EQIKEdRaEOL539HWzv3URD+27cs62YBYncChe+dUMU1RZgNBvQokkCojhuNiWbZBKRBG6LgYVOK5GNGfTnhNGSKjUNRhyLXNhcNlw5DmRj6va1ua1YHGb8g+MDvzS3kcpfLcdgknnlpR1E/FHKKlIxE891P8asgcWEnF4k5UBMgiiKWF0WnMM52C1OWPoGI4V1iLKIc8RB06ubmVQzn9H5J5Dz+tPYgT0mG/ZFJyFLMi3tTfhDPgoqszjrglMxGAyH/2KnSXMYSSuJI0G+CUe3jU5fL1lWN6Ig0mvwUjV3ydGW7LAw4h3m2c5H8Sd8BKQgGULKri/JEvZsOxvXbqe8qoicSbn0v7oHrTYXeX+uJE3REBWNE3uDTM/NRFf7CNTtV64CtLd6Gcy3MNrro3pBytsu7I0QdISwOMz0twxitBoJeyPY3FZ6GvuwOM1oFTpi7IAyMOSItO9tQZd1osEDjheaqiGbZPpHuvA27cCr7iU6J4+iU2uwekxs2nY/DTteJ2/SMey84EoCg52E7W6WT1swTtlZCpS0gkjziSCtJI4AM758HHue3Ig7v4A6pY/SKZVUz1tKRnbm0RbtsPDcy0+xeeMqCqeXkLQceHHqus72lt10OfrZ0dDA5EQ5joSZrJd2Yy3OJBROIEgSGcEY08tTVQ5PPqaYvz7bjEmV6Ck0UPDZaRhMBtp2dtDXMoAoiuRVZjPS50OJKRjMMr1N/XiKMvENBXBm2cktT3mqte3sJBlPYjAZSIYUZpbPoW13E5qu07K1HXumDU3VSAY1era/hiHUQ55BJvlyDx2ijhpMYPPpZBabmTt9AUklicW8jI7uNpo7GqgpnwqANzzE5MoZR/7Cp0lzGEgriSOAzWFj/pdPONpiHBGefPYR7lrze8JZOs3bO1mwaAm9zQPIBonm1jY6LX0ICAgWgb7kMBWVc6icUzZ2/N71zZBtwxeJE0wk2BEZgXkOfJMKyLKbiQRi5Fc5mbasloa1zUxaWEFfyyDJaBLZKKMqKq5sB3mVOYiSSE6ZZ6zvshnFvPrYGspryziz4jymT5rBqsaXUB1JfP0+QiOQiCTwvdJC/oiOLkmMhMIUuJ1w32bWVcY511WNKkrIsgF5f14uQYIVZy6iu7UfXYf5i6aQ+Sn1XkvzySOtJNJMKH9aczuhOSmzTqAUBiMjTF6UihTf1l4/zsvHZDRic43PG+QXI7zcup4dXWZ6SuLEzCInViymamYJkJqNDLQOkVeZg2yU2f36XmaeNBVBENB1nfadneRXp2YhBpNMLBTDbE+Zq8K+CFaLme7eIY49ezm6rtMf76JkegH5VamcTx3rO3CFTDjtqTHYzSYG/AEmxR0MRbIYjISwJ1uob9jAtNpFxOIRSmqyKSktpqT0v08hnibNR420kkgzIdS17OLeVS8wkFR5q9/P5p46Yq8ncFrtZCZdmHwGYpkJTBEDC6fNQjbI+IeCuLId+EeDNI62oGdBXciPPWlmUV8J9kkHYhUEQUCURAZahyidXkR/y+CY4hEEAYvDgrfXR351Lhn5bjr3dCMgggARb5j88jxcQip1hqqqOLOd9DT0YcuwMrixk/i6IfJUDeSUkhAFAXvIzokn/YDTJJnN/l3ckLwfPXA3ufVP8t0lV7F42YlH7DqnOTTWrl1LTU0NHo/n/RuneU8+XU76aQ4Lg8MDPNn0OP9uLMQfOwYtlvLaUhMqGKGJdrYM7ETe6WWGUMV872TOmX4SZs1IeCRMy9Y22nd28eRzz+OxuKk1VCIKItMaXOROLURNqmMZQf1DAXr29hGPJvAPBtC18bGgSkLB2++jfVcXg+3DxAIJCiblUlxbQM3iahLhBC5DKvhMlmXcoezUQvWuHjLWDFGOhDcSHTtfeHCEeSUnY5BS31PzXTO4LPYdvjryK+wdxWz0rz9SlznNB+CLX/wiGzZsONpifCJIzyTS/Nd0D3YRUjUUOYPJpflMK15K92AfI6Ne+k0jaAMKxY0Wso8rwTccx/pGB2p1EQUzCwHILvcQDUSZXzWTaYtTwZjlGYX463ahJRXyJ+Uy0DqEIAq07GqncnoZuRWpxeh4JM7Ol/eQXZKJfygVJ1E8pZDh7lGsTgu6riPJB7yaXLlOorYgf3/pPgKhILFiH3meHIJbe7HuVwT5Lid9viDxGZkYAzKqaXzxIhUdURA4ns/Q0/bGkbjEnxg2b96M3+9/x/aFCxd+6Boa69ato7q6elwiwDQTR1pJpPmvKSuoIHfIjM1XT1aFyuQpVUyekkpt0bm7m6SsMuwZQS524Cl0MNI8SFH1gQdaNkh07+2noPpA1bGK2jI2ZDShr+5lsNBOdnUue3Y3s01oYGSLj/n6TGSjTGAoSF55NrmV2YiSSF5lam3BkWWndXsHBrMBNakiGVKKQlU0bDkW2kJ7SZiSFHtSubSyZhUQ2jSMXTIgigLGQgeVVyxi1y2baJzXS+buLHKETNYNdKBai8em4CfWfnJMTUeixvWVV17J4ODgO7K43nHHHR9aSVxyySXccsstnHvuuRMgYZq3k1YSaf5rMt2ZLLYuY6j3BlrEPJLH1WAwG9B1nbbublq9nXzx3HORjTL9+wbJunAKHZvaKJxdjJrUiPgjzDihluHOEbz9fmSLzNqtWxitiiB0yrS+sZrhhii6C0SXyIjqw5ntwGwzEQvH0UmZhkRpvPXU6rTQs7cP/0AAu8OCyWUms8ANgO/lVtTeEB3nJzFn2sidlMOuuRlE+mIY7EYyTq0iEVLInTID14k2ti7aR9wXo/cphYpAKZquYS4NsPykc4/w1Z54EokE1//0ZoZaoljxEGGY7EoLP7vxB4elxvUll1zCL37xi4Pue3MtwWAwsGfPHiCV7K/2LXVXVFVl1apVLFy4kJaWFqLRKLt27cJut+PxeJg1a9ZYW7/fT2NjI0VFRRQWFk74WD4NpJVEmglhUtlkbLLAMSMjtN30BkKpk0iRlUg8xsLiWRjNRvpbBsmrykEURfKrcml+ZS+oGtUnp14A2aUeOuq6Wd20GZ8nCDkwN3cKCzMrSYoKOzr3MCR7kRSRuhd3k1mSiZJQySxw0d8ySEdLN1a3BbvbRsQfJTgSwp3jJKrE6HilgapltSiZCp2vt5G1L4RZkHn92bW0zk9SsjGf6oCDZKENudiNFjZg7crF5gFFHcVsN2G2mwjO6qDGqZOTn8fMeSd8InJvXf/Tm7EPTiUv50DRpuCQj+uv+S3X3/zTIyrLF7/4RebOncvmzZupqqpi+fLlPPDAA+zbt2/MQeHZZ5/l8ssvp6enh0cffRSv18s///lP3njjDebPnz+mJP76179y5ZVXkpeXx44dO7jllls+8pUzP4qklUSaCcGTnY1hzhT0f77E+aE40XXw5GnlnPCN40HTGWhLrSm89aVqd1qIJZLj+jFZjfiEIAB6SCNvQR6u7JTpo7Awj0cee4pF82dTXFUw5traurWdvOpc9E6drWt3kZvhIbc8m+oFFQSGg7zxxiaiMxSy/CH2XbWOWbl5SGLq1s9WndidHtpiXYS3B1ly6oWcf/pluNzulAy6zlMbH6NHaceEhUtPuIqKwo9Giu+JIBAIMNQSHacgABxmN+0tUQKBwISbnlpbW3n55ZfHbVuxYsWYEhgdHaWpqQmz2Uw8HucPf/gDL774IqeccgoAd911F1/+8pcxGo38+te/5vHHH+e66657h7kpGo3S1NSEwWDgscce4+tf/3paSXwI0koizX+Nz+dj9d5VJGzDnBVJIkkSPoOAqSYX0/6Ee7JRpmdvH+48FyZLyoQRaBvBs7iUwFAQZ7aDkDdMJBDFKdoIEMaQlHF6Dtip7S4by6cdg9PtHFMQANYMG33NAyxankqW6BsM4O31kYwrCIJASAljD1hwTcug7PazGdncg+WlbtB0ik+YQv6iCub4ppNA4dLvXD1ubIIgcP6izx3uS3jU6OrqwsrB3UStuuew1Lhes2YNvb2947adcMIJY0riq1/96lgJU5PJxFe/+lXuuusuTjnlFNra2njppZe49dZb3/c8l1xyyVhqlCVLluDz+fD5fLj3fwCkOTTSSiLN+zLiG+G1Pa/hNrs5YfaBhzkcCfPwpvvx24eJhCKI8QTS/n1bz59C8ZJKRrq9qXQXisaME6Yw2D6Mf9TP4ItteLpihDYNEatyEjm5AkES6GnspzCSieBXiMsqrXUdVM4oA1IZYnNrcon4oqiKOua1pGsa9swDsRS+Ph/ls1LBd5FglEQywdyFC8mvSi2MKzNyGTULZKo6ZZEYIz1eHIUZFB77yZkhHCrFxcVEGD7ovogwfEjlAT4o77UmAZCRMT5a/YorrqCmpobe3l7uvvtulixZckglCazWA4GakpS6VxRF+XBCf4pJK4k078ng6CCXPXEZ7aZ2dEXnc22f42cX/Axd11n5r9vJkXsJtkbQyzLZa45z1aka7rDKzDIXWS4rg+3DDHWNMPmY1As4p8yDpzgT9YFGCu2pWYLWGmO0eYSYXWbhebMxmo0Mdg7j7fEhItG6rQOzw4TVZaGnsR80jc49PeSUeEBgLKahv2WQ/v5BRsI+9BaB8spidFVnYfksAkNB0MGd60TXoeLYVBT4UL+fwvpe+nKcuOVPZi6t98LpdJJdaSE45MNhdo9tD8Z8ZFdaPhIFjcrKyjjppJO44447uP/++99R1MxgMKCq6lGS7pNPWkmkeU+e3/U87aZ2AARZ4ImeJzixbjkNWx/nKwUWRNGO6rDy10AUx/JZPL6ul/awj6aezeS93MGUrGryKrKJBqJYnKl66CP9XqxvWZsQBYGWDfvIXF6O0WwkNBpGS2q4c1N28oH17QiTsymozkPUBXqa+5l3xkwEQaBlazsVc0oRBIH6nY2sDmxFsAo07Gth8egcCjJzqVmcUlDD3V4G20conXHg69iQ5yK0uR2xwcaSs447Qlf1o8XPbvwB11/zW9pbolh1DxFhv3fTDe9fifLDcLA1iZkzZ75nnMM3v/lNzjnnHOx2O5/5zGfG7aupqeEf//gHdrud3Nzccd5Naf570koizbuiqio7GnvAcmCbUTeyPvQqM20aopgyLUmSSGlSJ+G0UBjLZk7RVJRYEn8syK7GPcwersJR7cE/FCQQCLF1sB53RpilYQuCIOA3asy9dAlr6rch1clkWzLQFI3CyakCTWFfhK6/byMeTzKwvYeKZdUMdYxgMMk4suxj5q+m4TYKxByKbHmM6j521TUy+9IDBX88RRnUv7Ibi8NEzv7MsImBAAm7ic7AXjbuWYfFYGPmpFlH5gJ/RDAajVx/80/HalwXHcYa1wsWLGDPnj3cdNNN47b/8pe/JDs7m6VLlx5UWZx66qlkZWVx4YUXYrFYxu279dZb+c1vfsPvf/97Zs+ezaxZs97Rj8lkYsWKFYfFpfeTziHXuJ4o0rV5Pz58549P8XQ7iOID2Cbtwxg3cor5ZEqXZZK1o5vPuuxjbR/1h3jBN8SC42chyRK6rtPd2IfRbKB7ZSN1gVZGCxLYEjYSlUnQoGK3i1llNThn5+MoctPV0sPKrW8w21bL3NNnjr38dV3n1e8+TuK4DHyJMDUllcxZPJ1YKEbn7h4mLawE4JUX1rD8lMVjHlSrV25g6owaMgtSNu6wL0IilvKmGu0exWCQSESSCEYJd54LR6YNQRDJH6nggiUf7cXqT9tz1NbWRlVVFTt27GD69OlHW5xPFemZRJqDEo1Geb45hGjJRNe/hn97L1cdU8Cr3jvx78plam0lT9b34QklGIon+Vd8BDnPOraYLAgCJosRXddpcA8SmiJgJBX8ZmsxE86KEvUYkaZkEUkmCTT2EVXiiKKA2WFBSSgYTCnPlGQ8SV21HzkrVRxofXA7Wa0ZlFYUIRkktj6/C3eek3xXzjgX28L8Anr39hMcCaGqGiaLkcKafDRNIx6Oj0VnKwmFlu0duHOdSLJEk76TWOycMQ+bNEcPTdN4+eWX+cMf/sDJJ5+cVhBHgY9/JFCaw4LRaMRpSE0yBUFEshficTropJO1g1t4cdNaHox3sDKoMbNsLuaYAW9kfPnQRDSBbJAYUf0UJ3OZYqjEjYOaaZV849SLOWbuHPIqc8gtzya/Opf6hr0UddjIyHUx2D5CcCRET2MfvXv7OfeEUymN5KPrOroZuob7gFQ68Lmnz6CgKhdBF9C0AyVhlbjCtOW1lE4vJjAYxJXj3C9XErPdNNZONspIojim4OLxOH9+7s7Den3THBqqqvLb3/4Wj8fDfffdd7TF+VSSnkmkOSiSJPGLc6fzi6d2EVREzphk5+IzjuWF+6eyx7CHNroxRo385LRfUDVpHgtVA7e3/5GXXn2DMk8xSX8CwgphHaY7qjnhxGMBCPpC7N3Uwmivb8wtEVIpNWZPmko00EdkNEz1MZUER0IIokDZ/loSxdUFPPyvZ/C5gjhNdobah7FnpExeFqcFd66L7oY+lISCrmn42oboMxuJxhPIRpngcGisVKm3zze2MD7cNUqgy4e/NIDBbEBTdJ5te4YZW2Zw/LwVR/Kyp3kbBoOBl1566WiL8akmrSTSHBRd11HENi47NcSCwgXMnzIfgN+f83vuWnsXwWSQ02eczrxJ8wA4tvZYtno30Oprp3HDeuYMZ5GscmPIs1NdWTbWr8Ntp2RSITllHnoa+8a2ewf9+CJ+qi+YRv2qRqxN/ahJdVwwnSRLVJlL8EcC+Nb2Y0iOUPu/SwFIxhV8/T6sbiuaqmN1W/GsakFZ10fEYSEpCAzPjZFVm4fDY0dJquzb0gaA0WRgzvmzGe4aIeSNUFiTj7RXYlffdo4nrSTSfLpJK4k0B+UnD/+EZxPPIogCf2/9O3+U/8i8SfMoyC7gquVX8YOHvscvd/6I2/74UybnVWFfWogNIxkvRZhtyMU/1UXZV+ciCAK9Tf1j/WqahqamTEI55dmsfHwVQp5Id6iPiBQnsVvF5DahqzoIMNg+hDs3ZSby9vtxqEbkZhFnbTbyUIyedW0ULi6nq76b2qWTxs7TsLYZ76xCjvn6ceQnVer/s4fsKXnY3Fb8gwHC3ggZU/IJeyOUTE+5xHqKsxhsH6azvRctopOXnX8Er3iaNB9N0koizTt45LH7eaTuYYyZJnRFR8/TeXj132h7cTUmp4vHwq+w07YLqsFbpWN7pZnaQAbayjZw6zyV24nV6sQ5XElWdgZOj4PGdU1YNYnW3n6O+8wxAMhGiTalm+RAEkHVIVdmV/Me4s4kJ9mWkJHjxtfno6OuG4vDTDQcI66olF84A09xKvCtd2MHjT/+D45Ty8eNwZ3rxJllp7uhl9BomFlnzQBSisad68I/GGCgZYiMAjd9zQNEglGMJgPtLV2MBgKcNu9klk066che+DRpPoKklcSnFEVRePD/bqKnbgdWdyZnfuM7lFRVs+a738P68kp+5JJ4+HSB0XIj8d443c0b6Yy0AtBQ0w6VB0qGDjvi7PvXDoaUAD0rdARJIkqYlzev5nOnn43BLONPhLHkenBZXPzr3y/iycyip6uPvD0Cx0ZKkASR1e4+9uYGqM2spmZBKgDO6rLQWd9NPBxHQ0ewymMKAsBZlkkokiC0bQDt2CpEUUTXdaLBGHmVOexZ3UTl7NKx9hl5qYyxnpIsskuzWP/IJgpHdKTBKHGPiYwZmRRW5fO1pd/Gbj/g4psmzaeVdJzEp5QXHnmQ3U89MhaLIOUVsWTyLOy33TbW5uWMOHddZqEqVMysrHKiXX4Sq7tAhO7sKI2LomAUcPfaMZqNdCX6MBcecBvV+lWOn7yIwFCAY09cOLZ9w5qtrOvfTvV/ZJY4izHKqW8VTdN5wL4XS6GTbIuLkDFGQb+JolELmkUi93PT8Y4GMdtMiJKIKIkMPVJHqS+lGEbyjSjTMtHdRhyZdqLBGEW1+Yz2+MYq2WmqxvaV9eRUeDBbTQw9sZuSwQOPQHuewORvL2aZfhZTJx0IxPuo8Wl4jlRVRRTFsXs0zdEhPZP4lBLx+xAEge5kgF3GAZxde4m+/hqn62Dc/1C6ogLlQhGnn3tg8bYTkcydPoqjLpJv9DJSbuCiS87mqddfRAyIKEEFxa8gyAJ6ROfVjnXM9IxPxuZwORD6BYSqLOThAx5O3UKQZIXIlL0i82IWeoIJChwWDJIEERh6bA/uL04l7ItQMCkvNQ5BBjQEQcDTn0QO9+FfXkRgJITRaiQ4HMJgkulu6MNoMeDt8zHrlKlIskQilmTInwAMYzLIEZVYb5KyeePNV2mOPJWVlfzxj3/kzDPPPNqifKpJx0l8Spk0byH7CPJCVTeDpxnZd46Zf5+rs1oNA6DqOpvyjdTYxmdG1bPNDAVTbYq0LE4+8XgkWcIkGjBmG4n1xzAXmTHlmTBXmDH3y+zbsA/fSCqGQlVUmrtaOXnysZz+/TMYLDOlYh90nY1VPnIDJhYl85AlEatkTCmI/Wj9YSL+KPbMA2YgsdqNpqVmAglFJWDWKTYZcMsSpdOKsGVYGe3zERgJous6RqthLB7CaDagFNtQ98dWJFWVUbPODNMCbLYDWWXTTByqqr5rJlZFUdKJ+j6CpGcSHwF0XT/iU+rp8+bjX5iHYBgY2+YvN9JZFOe3hMmbs5DLv3UNA75e9ik7x1Jt6C1+nBYTfb4AosfI+p3b6NkxgKiJ4NcwioZx59HtAvFqncdWP0e2IYuQEEEUYOq0lCdSxTcW0r26lWQsiUH1IbeGxo4VBYFIPE7UbQRdR8iwk5HvpmtbJxl5qRgH59ISOkNR2DWM4o0hB0UCYgdV3zseAJPVhDvPRWg0RG55NqO9XvxDQVzZKdfa7OUVhCqDaL0htGwTLqvIk03/4I2OtfzPsv+hOLf4sP4OnzaWLFnCxo0beeyxx7jwwgvHtr/xxhscf/zxFBYW0t3dfRQlTPN20kriIGxbs5rBliYEWWbascsoLCl9/4M+IF1trWx68QU66uow2a1kmMw4YgrzL/8f8qqOTF2DksJytu/bDvtN2rqqE1c0Nl7mQBQbWfXyFdx14l1IQYlVd/6eSZs7mR7X6cp1kxRFhjNVulypinMqGpqmM1mspDXeDSbQNZ0iWwEd9JLIUOgI9BDrjpJldqOpWmpdQRRx1GRjsZuY0QKvhdbT1O1lkp6B3Wyga3EGM8+fg67rdOzswuqyEFzZzL9HunFYLAw0dZHbJTLHmAvZqa//jug7v0adHifRQJTMggwa1+0jOBJCU1REg4ShzAXlLoa7veSWexjt9fF833Nse3YbD372QTKcGe/o75NIIBCgq6uL4uLiw7rOMXPmTO64445xSuKOO+5g1qxZDA0NveexiqIgSVJ6neIIklYSb2P1SyuJ7t2N1+9nxBdg5+ZNnPv1bzGp9kB1rmAwiMlk+sAZJZv3NqIoCoVFxbx+2+8ofuV1ahNJml0OYmecRCTsp+nrX8f86KO4PQevFjaRfPP4b7K+dT2jzd3IkkhFXYJNM8Sx/Echc4jfvfQ7ptoqOOn1dnL2H1fcM8IDbhshyYIgHnhYdStMLa2mSiqjzz+I0+RAN2s0d7WDBsZsI5IqECtXWLnqdRZMmYF3wM/Qhk5K87Mx9fjRR6KsLOiivzuOy+Vi8flzEAQBQRAonVFM48rdiIpCS38rp3UWMkfMZygegrf8FMauMM1vNFN9XDXxSAL/YADZIBMLx1PpygXwDQSYetwk2nZ0UjgrD0EQ0DUdq9NCMpbE2mGm093JtuZtrJj7yQ6oSyQS/Pam35EM6mRn5DPk/RcGh8D3f/S9w5I19cILL+S2226joaGB2tpaBgcHeeGFF7j++uu5+eabD3qMz+fjvPPOo6CggPvvvz+dzfUIklYSb6N54waMmoKua3gyXGiqxov3383W3HzKFiymr6kROTBKPKnglwxUlZcjGkzMPn45jvf4+lr56EMYvUPIksQrXb2UbNxCTlIBQWBSIMSqx54hyyAz6PXz8h//yGfeo3LXRFGSV8KqH66id6CXzuFOriy8kuBIkDezGum6zvbhbUQ793HWW47zCCIZuVaUuhht7gRCeSqRX7GYT/GUQvpbhigw5+ALBdnYtQNTQWrdIbw7hMvmQEGnMdDCnjeake0yoqLgWRlgt8ePdJKDef82s4gcvAkNXdMRpJQiUhIKAzu6sYUVHG2QJZhBBFXT0TQdURRIqio6EHytjW1DQTKrs/EUZeLKcRKPxNn6/E5yy7LRgZat7WSXesa+SvMqcxhsH0aURNzZLsKJOEVZE1+Z7aPGb2/6HbPLj8X9lhmT1z/KLb/5PT/52Q8n/Hwmk4lLL72Uu+66i9tuu417772X8847j8zMgxd9amtr44wzzuDcc8/lxhtvTM8ijjBpJfE2vKMjCLqKpkFOhhstHEbduoMeVystzc3kZGZgNZvp7u/DabVgcKcWUV966K+c/40rD9pnS9NeDKODmPZ//cwsLqA/FhvXpigcodpsBouF5r/+jdWygWOv+emEj2/H3m0EEwGU/jD+jm6yCotYeurpFOUX8Vvtt/x9w9+pH6xHl3TCPSE+c+5ZqM0+9oirmaKlHs6WbDPFv1iBuqmTBf+sI9QmEC20MdWRR9ev1qBaRKTFBUTVGHExgRSQkOwSgknEEFRJblQQcgXM5fvdZWfI9IzGmRvMJri+j7K4HdEskJkQaf/7dkq+MBNV0ej9+w4MTgMbFwbQy038s7OT5btzyXXaqRsdwOixk1QUMk4uw1PnxbnOR58gUTYjta5gsprIKfUgGiR8A35AJxKIjq1PaJpGMqagKEl0n8CP5v+ImrKaCf8NPkoEAgGSQX2cggDIcGWSCGgEAoHDYnq64oormDdvHjfccAP33HMPjz32GE1NTe9ot2nTJr7+9a/zi1/8gssvv3zC5Ujz/qSVxFuo37aV2ZMqWbt9F0tmTR97qfeZzeT/4ykaqiqorUy5Rpbm5/Lcf/5DW3MzZ5x2OuroKIlEAqPRSHd7O8/d80fCoyMUTp1Bfu10ZPGAl44gCOwrKaZk7z6cQFsigUjKo2jPpErUilL8zbtxb9vG9DlzJmx8z256ik5XI7JDZrC1B/3lvZg1kfbWZmacsIxQfTenK7P4yszPctvOO2koa+ZfW1+idq0JS0UhXX3DWBcXEj1vOuZMO5NPnULH1mGGeoaJe31oskC2wQZBlX2v7mP3lAFMeSaUoEJ0SxjrfBsxQUDQRRItEbQBHUOGAdEoEhWTZEkW5rdkENfiYLYhCALZe4LUf+c5PHYb2ZKRNZOGoNKAAMTLJDYMDTGl20njcTGK7DlUlpZjtBqINXgxyBJ233hPGoPZQE65B01RKaotYKhjhP6WIYxWAx313VgkK+fM/Qy/OvOTbWJ6k66uLrIzDp5+JDsjn+7ubqZMmXLQ/f8N5eXlLFq0iEsuuYSsrCwWLFhwUCVx7733UlxczJe+9KUJlyHNoZFWEm8hGgqwq2kfDrttTEEAOHI8RGCcO6YoilTX1BL0jfLiG6sxJxP0XvtTZi9dyo7XXsHfvo/hUIzmtjasm7cwtbSQ6pJiREFgV3ML2TOm8GowxOTWdvINBpKCwMsmAwXV5eRWV2IyGmnetHZClURzvB6bKfX1njUlj2ZPM5aEiDB7mLD5RXrjLZhe7+TRjX+neUUcGZkkKnsKfVR2uuj0WKm5eC7W/Sm3NVVjZ6iHjpOjCBkybSMDzFhlZbY1jz1iP+p+64HskDHlOoh2x9ENOoIsINtkjDlGEkMJhKCGNmhh93QJz2lTiHcFaG/x4dAlQqjkqjbsooEmOUSE8YvS5hnZdM2QicT8GIdFKs8vA2D4AgMdf92OVB+m9bVm8mYXMtrrw+a2EhwJ4ynJAiC7NAs1qfLU0y/gyMjigc/+Aaf9kxmcdjCKi4sZ8v7roPuGvH0UFR0+c9ubJUnvueeed23zhz/8gQcffJDTTz+dZ599Nh0FfxRIK4m3oIsymU4nngwXg6NecjJTU/C23n5c0yYzPDhMVXWqCpqiqNisFhy2Ympraqhr3IsZleGGOuZMnsRWHY6fXI2u6TS0d2CUZfqHRxgYGWXGpCpkSSJv1Roq9xe2aVKSLIsnMT3/Co3ZO3B+7jxkMfXzbGnawp7+PUzNn8rc6rkfenySnlJysYZ+im98hQWDUV742TKcBSl30oLllXTsHYHR4bFjCmLZnHjxUowmI0O/fYnMW15n+DtLkewm5Hs30FnoR8iwAmCKCOhGgR2jffSUBLGQMuMoQYWERcOYk1q7CDeFsdekHnZTjgmhO07IKXLiF+djtpno2zeAdGwZOWWpxXtv+whr1m0l6NJZWjKf17s2otl0xKjAtLIa4gMRzG8EyD+tYExuz+Qchs4oZ/LSSWiaRmg0givbwb5tHUw9robAUACzLbX6oqoac1zz+cFnfvypUhAATqcTg0PA6x8lw3VgTcDrH8XkFA+rl9MZZ5zxrjETb2IymXj88cf5yle+wooVK1i5ciUZGZ8Ob7OPCmkl8RYMBhmT0YjdakXTwnQPDBGJxegfHiUpi0x/Yz17PFk43E50XScnw403GMJhs1FcVERxbg4DI6M0tncwZ3J1yktIhNqyUtZt20lVPI4lHCFRUoxss6LuD+oKqiqZkkxrYR76pEr0QIiuHXX0hgJ0ilH+Ij1G0pjE0GjgOu91nLXgrPcZycE5JmcZr3f9B8vda5k8FEMQRcz7vZNGGwbwP7oHfSRKdkxmb1ESLVPi5OOOw+5KuZZOu+ZUfBc/zOLL/klCgJecBtwLzPgAeVBjUp2NptoQigzlDTY6LTGMlWaSo0kspam6xIIgYMwyoiU0RGPKi6pQt1EVtdPS2MbUuZORZIlkXBmLH7HmOhjJCDO/dAY1UyrRwxqaRSe7KosMt4u+kW6mX3c+wZEQ7Ts6KJtVipJQiNcNoS1O5XNyeuz4BvxUzi1jy5qd9PYNUDOlErPZSGB3kHt+8OB/d/N8jPn+j77HLb/5PYmAtt+7qQ+TU+TqH353ws8ly/K46oFvRRRFZFl+R1tZlvnb3/7GN7/5TU488URWrlx50DrYaQ4P6dxNb8Hv8/HcXbfT29fHtMoKEskkXQODlOfn0fyfV5jaO4BqtRJYPI+k0YhmtQACkgCBUBiTppFXXMj6tRspr6lC1XRK8nIwm0zU3fUAJ4QjADRmunFd/Fn8Xb3ITzyDW9PpzHRT+NUvYjCkgtHqN20ltHMn/XYjKy8+EGB2jOEY7vnCu0/P346mady+8na2j2zHnXRQWJWFbAPxyV0se6KBumkeRq89mYE7tpDlO1DVrcU7yivl/Vz5vcsxmA48uPXP7iTxeiODAS/zndV4hTirpg1gHIFQIeh5KcWnxzWc/04wtBC0uIal7IC7bKwnhmyTkN0GxBGNhYFKPH3wYmYL55x1JlpUI7PAzWivD4DNm3bQltXLCRmLmDZ/Msl4kqGOEcLRCKM9XhaefmB21bO3H++rbVh6o4gjUeJzPBSdP41kPEkimiS3IpvN23byeuNGzIVm1H6Vk3KXcOuX7/lYec0cjucoEAjQ3d1NUVHRR+7ZTHP0SM8k3oLL7aZk3iL2PPR3wpEo/nCIquJC/MEw8y88l1g0SvDp55n+/Cu8muMhPncG86ZMRtr/ZdSxYQsDOpxy8gkA9O03L/V093F2KAz7X0KTR3289s9nKYzHseTlsyMaxu7JHFMQAK6sTEZcdgzaeBu8VbIe0lhaNm0m3NXJK1orz2z/M19cmWTgeyfjKtlv0718MbsbhyndN8K+Da0kfVHY7/waTSSJ6Qpz+zN540//YeFly1i3YysjPi951mwaVyTJ3ihhisrkIXPBrhJ2jvRTNzM5ludFMIkYM4zkSk4m11ayfe0OQsWJVBCdSUT3qdQMFDL7nAV4cjOJBWMYXuhn/dqtVBaVUb+lEavJgtVi4eRzl9HV2IOW1Nmzrpmh5AjJSJLh+Ch29/j0GbqmkdMRxapL4LAzuHWIburJOqGC2Jouul/pwMsIcn7q1pfyJNq9PaiqOu4r9tOI0+k8LIvUaT7efLqfioMwY94Cdrz8As1d3eRkuvEFQxTnpsLIzBYLA4vmsfbFV3EsX0KWyTSmIADwZFJdVTH2b74ni+6BIRLhIGFdwy6kvrJDmsqM//0uGU4nhVOn0vaNK7C3txONRrFYUmaZ7qFBjC47SksnVS0eMje3UBi0smiJTOgUHxaHg61334PW2opxxnRmX3zx2JfwCz/8IZ5n/oUd2H6MwEX1CovDJp51HMjQCtAq62gmkdjOFuodYbL9eUiiyHAkzNTM1JgTvQpP/N8jhFYYwQ1DCS/uHRGuWSezLm8YY74HoywjuWQsO2LE56Wuh9SuEPYIGCwa+c5s5n3vElRFZfXazdTrTZAJFZk12KxW4pE4ZoeZPLeHWVOnMvJUM7nbRzDJqcjalr4IhWfUjrmqvrZ6mEZrG0qvQnZSo7uxl6LJBSSiCSSDRHxeNtbNo6lBCpCwSQiigGl2HskXWpnRL9BhEYnvL3pXYCv61CuINGnejfST8TZcbjdZ1bWYWpoZ9vrgbdY43WjAX15K4Uuvg0Gmd/ECCvYrhoGOTjLcLmIDQ8ir10MySWRyNQXxOM8ZBOZG4miSyB6riZkjw7j221ynnHkW6275DY3/fgF3WSkJVaFndwOFvgCTBZlznh4lM2Ejpmn0PvYk/3p9DZ3+AO6An1KTGfNTT/Gf3l4mnXkm6ugo2uNPMGwT+eNsnU67Tp5J5XhBILa+DXVqPpIsMVTXSyQiYw5rfPmVIf6WG+XJggBmi4npkQMLg0ZJxq0ZedPgJRpFMn0aOaLMiQNetnkD1LvNmLMM1DRa2RnyIrsNxOMKkTIZ92CCwrPyEQQB2SCz7PhF7P7rXmJygoHtTZgeaELVNVrLNCRNYCDWh7VulHxPahE1GIsTCibHFARAdWE5de1NSGUSyysXowQStO/swpFlJ78ql84OPwAJRaE/38Ciz85BlFLKa8RiQLizjsxeAz25STKGXNz8nf87THdTmjQff9JK4iD4B4eYVl6CKIo03HU/TQvmUD17BsFAkJatO1jR3Ebm/syjbc+/TMOZJzM0OISxbjddwRAmfwh7KETYZCBjR12qXKcossNswHzMXGhswvOrmxAFgSdsNvx5uQTtNoa9XoZjYQzeIPO8IaqMJkaUKJmmlBnILIoMJhNk9Q9wstFIr9FEpiTRGo9Red9fCN7/AOssZpzJBA+caKZ/VmpW8ny1wtz7E+RJEo3/3IWtJ4p5MIZDl2gzCNiiCRrLJcInWAiEVQZei1KGG4C4qhDXIkDKzKUnVar351+zCyIRm4WygpSfvW7UGbCr7DP5sc+0IwsCSZOOpmhIhtQsKhlTUOIKpgGN2iEZgzF1C1q6kjzl7qRQKCbHecDN0WE2MTIcHcv1BJDsDeFsFfDlqNgcFlxlufTu7SOrKINkLIl/cw993YMIskB/pQlBFMYWwS3ZNoaTCeYtmM9Uk8DFS/8Hh/2AAkqTJs140kribeyt24XiHWb7yABZLhduoOrlN9i0aze2E4/HaTKNKQiAkliczmiMTE8mzjNPo6SqAl3XWb9xE2JglO5onKzGNtyyhDypCHdWFrmBGA5BYFN1OY5RH4ta29B1nTdMMl5N4Myoimyx0h6P06frlANxTWNHJIJdklKR2UClycSeaJQKkxnH/hiO46MxViPQXSFhGkriGFXxFcrcVRVn2kA/rsxJBHu76VOinLsvQDUiusFIZVuUFlLuqturfUS6VOxJAy2yj7khjYr/RPG6BGY1a5T4rDxhiVIVE+l3uMZyOgmCgDtuRM6Vx0xfSZfCyudWceLJx6LpOi/+53UyWnXMARmD88DtZ5FkVLNK+bIq+l7qJseSUkrRRBL/0Ci7X9iNJ9eFFk5iXNXNPJ+bf8/vJegL48py0vViE7HXu4j0+MkNCIQ9TjqOsdE10MyfnvgbBllmXsl0xOYYsSwjizKnc/LMM6koPWAeTJMmzTtJK4m3MdzdgckgYzHZKCvIY+Sk4+l5/hVsVRV4wxGqZ82gsXEfJkkiNxKlz25DspiJJeKUTE6lcBAEgcm1k9m5+nUsFhP9GQ6GfSEMssxAVycFRgNtZhOW6gqmvvDq2DHHxhXW+YPIFiudiQQIAqKq8nowiCwIzLJaGX6bX7kAGN7ilSMIAsWyTM1rUb6510ixIrNTTNClWljAKL/RttBxCkzZmqC6UR475sx+Ay9EFJL+JNZKKx2TVEAlMSyyOShz9bM6s8MyXSjcV6OzfbmRWHuMKaEYJwZSX+lJVaXPFUUNq+hKKmhOEAR2Dexl35MdCE4J0SOin2Bg0tMWdvsHmepKqZiVpg4S+SJ/f/5Jak4qIbk5TmIwTLzUTq8L8qIajifaxkadEAyYsk3EYnF2rtxBS30jU1w1CIIRjBA2irgKM5AyZTAJJFFZM7AVW9TMcze/QG527mG9j9Kk+aSQVhJvw2R3YrOYEfe/eLMqK1C+WcqOHbuocrsIouO+7Es47DZ27W5E0XUMsozNYkHVtLGF7EAwNBahrbtcFM9fQNeuOpI5GYTmziS5bRcjgSCTdX2sElxE0zBqOgPJJBmShEOSSOo6iCJJXce3P3ldWNOwiSLDyST9iThDikKh0YgkCAwnk0y3WDh/h0qxIfXzztSMeB1mXsu00+npQzRaCFhSaUCk/efuM2poW2OodhVRPrAYL5pEvP4kv7hQQgomiIzEMJXbSA4kcc5ysqd+lIwWgUzBQqTKxooTT8I77OPVvRtx90J+1MJI0sLAySKiIdWvYBYRLBJGn8ZL7kESskL/JA3ZbSCByq5wC2iZVFut9Ex24drqZSQeRSBBDqmAvLrMUVzrNQy+RsoNZkKSC7Wli0h2BklBw/E/c/ElfKAdUKCiVeRbc69MK4g0aT4AaSXxNqbMnc+OLVsYaW0GQUBVVZxWK4IgoKgqkiThsKfcLidNnczajVvJtpgpKS5kX3cPdouFcCTKyOgocbOVZFsH0/tGiPd7cc2bTufwKP6du8mOxihdvZHtBpmSeBxJEPEnk2TJMk3xOMfa7XQmEpQZjWMzha5EggJZpiOZoCUeZ7bFikGUcMkSlSYTCV3HqOvUx2LEx9f+QVMU7BkucgdHGZwKPTNN3N4Z5bQ9Ou0G2FeWy5dGnNQPDLLLFUaqSK2DxLpiWKusKD4FscyIwSpgyjMhOSWinVFK4w7meArYVplk2RUnAVBYU0BwYx9TAxIRNcEel0RojY/QQhnJKmFt0qgQ3KzK7qb0hBnkZ+bwr55XxmQVbCLeoVFaZpZQWJtDToaL5GiUpmNCbKvvQUwamBKbxbHJQWSTiD8aowAHAUuE6s4+MmWJnpn5BOpVHMNWgvZUfErWaAannXH64b6F0qT5RJFWEqRSYr/27FN07NhGIh5DEiWWzpo+tn/V5u2YjAZ0XSeeSIw71t3dQ8TtRBAEqouLSCYVYvEEC2fNQNM0Rnr+SY0xRFsoSF8swbl7W+gWRWp1QBTJVjVeLMhjQe8A5SYTrYk4DlHEqyiEVRXDW3JIOUWR1cEgtVYrJzqc1EWjDCeTTDKb2BuLYZckEgJ0aCr2BNQrURyShF9VMSdEfLEYJfuidM2UMTqNbCrUWLPAwPQGFwuiqVxG8/tEzvqHRtAY5u8LNEL5AopfweAxkBxOoiVSAXeyVUaRFaLxJO34iZaPD75yJkQSmsrKmj5CNQJgQtgbY3KXmWmRLBAgMA127t1D4XF5uMMO/PaUD5WhS8VfKdNV08WOvi4c7Ramz6ilOdCDcKwAKGhNreQ12okqSdAh22EHh52Ooiz2KD6Uja3YzDaWZCykR+nBZDEyfc5kNrSv5pzsz0z8TZQmzSeUtJIANr/xGtJAD9WFKS+dPa3t4/YbZInFM6cRiydo6ugiFIlit1po6+giHApjkyXae/uRJYkRv5+p+zPFiqIIngzoG0BBINHahj+RRLKYx7nWukSRumgUsyhSazYTEjUGlCSqrtOfTJK3P8huSzJBjtVKwf7/Z1utCEBLIsEiq21ssVjRdLZEwix1WbHuN3k1x+N0NHWizQDLiI6nJcpXXoOdDjuqzQhZ0NczwORYAo8gMycpkLk6yTWnqBirU4rKmGMkGUwCoCU1iptMZBostEe99A4HGRn0kpWTgaqodCe8DOkKI64E9IGcISPVmBltjNFmDbKvMEy8RERtjfL0xpUIEQlTvUKxbsfcJ7Dr7MiY2StYHqWlrQMhW0BXddSoit8awiMdQ31gLUWZ7rFradclBueUYLcaQBXJyHZQVb1obH8iFp+AOyZNmk8PaSUBxIOBcUFxkVhszGVS13VcjpRL5rDPz4xJlQz7fPiCIfLycggeMx9BlLCYTeRmZhCIhJH3v5hjsRiG7n68qsqu3Gwq/X76ZAk5kSAuyZgEgQFZQgqFqTCZCGkqHfEYBlHCLIgkJB1N1+lIJFB1HeXYYzDXN8JbXnQqkNTG18i2iCJTzOYxBQFgAEaLEmw7PeXuOQjcQZwV7RlE4gmaB4Ypy/PglyQGI1ES+3rI1UHNHJ9nRxAF4oNxKreaOFEvhSgkzQpPNrXyhPnf5GbkEBzx02fuw1Rjw5S332zVHUN0wWB1gt4iP5X1Fqa8YMYbMVChOFPB6LqAx25lqzyKwPgUGZpPxSybOLZ6HoWFefRs7yMeteFcvIDh++vwiKnzhCSN8mXVjAwHCEYDSE4niVgSo9lAwp+kJiMdUXw0+frXv86ePXt46KGHKCkpGdt+0UUX8aUvfYkzzzxzXPv777+f++67j9tuu425cz98css0H560kgAyCgrpaWvCbk25XTpsNpo6uzFIIoIokp3hwhcMYTYZCYTDeNxuAEKRKAU5HnQ9ZbLqHhgikUzS0N6ByWCgt6ef4plTCGa6sYbDdPd2YW9s55ikxu5kkpjFRCgWZ0osjl/TSOqQQGCq+UBkdGs8ToXJhFdRmLRxG635ORSGI1glifpolEqjER3GZhy6rtOvKLhECUXXkfcrj14ROnJM48YdtQsYJJHCTBfDwfDYQrvJaqHLYWXA4UOyyyghBdkukwwkkWwSolmgKGkfu3sMkkxZr4wtGCBkDPC5BpEXcwTqFh5YGJFdEpf4imgtjNK4aYRl8XwGAiGyRBM98SBuowlfMsZqYy/eWsjvy2agwAciOJqtzA9MQauWqJ6aclmtWV5FX/EABVX5eC+Xaf3HDjI8LizHFuMocBGOJdBVjYw8F94+HxVaLcuqFlFTWnsY7qBPBkeixvXOnTvZvn07P/nJT3jwwQNJFbds2cKJJ574jvY33XQTGRkZ3HHHHdx3332HRaY0701aSQDT5szj2b89gNtsIBSJklRUplWVo2k62RluAAZHvXRv3oYlFGFkei2S05FyN83NIRiOEI7F8IdDVBcXk1QUBAG6+gfpM8hYNR108MWSuKJxkA1MNRhA0diRSKAbDFTtVwx7o9FxsgU1lfb9RYnKjUbCoTBN8RhJIKpqTNufxsOrKHQkEgzt94xqV1UaM2wUhmNEZInhSUWYBvohoIFTRNd0bE0qdnNKcWhviyxvS8Z44VwjJqeBpC9JrDOKY12SJVIxdtFAVzzA/ng7wkqCxgVJ9EmpGVdPXgShc3ymVzGoc9nUWq5oXU+mbmYoGCbHaUcUBDwOG687emkoCaDFNIRRnZHkEJl9DowGGzfzXXJsWTxpXjVOxjeD6+ylbuorQ5xzxhJs7pSi9/Z6qZpfQWg0hBYSOHf5helaBO9CIpHguh/9gIHG3ZiVODHZRO7kqfz8ppsPSy3pr33ta/zlL3/hqquuYt68ee/abtWqVUiSxOOPP8706dP5/e9/n048eBRIK4n9FBcXUu52Eg6H2ff4M7TEYpiyPRgNKffWvuERsnoHmD08Sqi1nfZTTqBgxlR0XadrYJBMlxOP200imaSxaR/eYJDS0mIcVitOm41gOMLCmdMZWTzExgceISOpEFUVvIqCW5ZpTyTQdJ2Qro/NAEYVhaCiMnN/YFl/MklvTGCJ2YJNFNkXi9Eai1FhNpMhy/jjcQoNBvbGYggCBBxmpNLUOous6WT5rSxfY6LXFcUaEkm2RujJHqGlIk7MqjCpN4FLNmIbDbI4nKRxk43WeXEkTaB2l5mZsRwcOW4A1uQPEIn1Ifo1Olwh9EkHZj+BWRYSBQn03jgWVSapa+iZIv+zbTXb8OJBpkp3jLkZA+SGzbSVJontjWKoNqJaJOybVOYOVJFTmlpUL2j00DfVi9FuZLh/lOGuIYSYyoYdOyiuKCIajBH2RQh5wyQiCXRdJyPfTTASTSuI9+C6H/0AU+seah0m3kzyGGrdwy9//ANu+L9bJ/x85eXlfPvb3+bqq6/m9ddff9d299xzD//7v/9LcXExp59+Og8++CDf/OY3J1yeNO9NWknsx+pIfaEE1mykNBDCvSS12DnqD7Bz7z6yMzOILF7Als3bMAyNMNzYRNDlQFEUasvLEEWR1es3oWgauj/ACScuQ1FURvx+Ovr6yfekXnRZOdnEzj6N3ocep8xsZiiRxCYI+DQNo5CyxP/H5yPfZKLQYGCyxUJrPE5C1yk0GDhZ02lMxPd/+QuIAuyIRNBhv8JJxVZUm8wUNveyxRPAUpxPsLWHvGQSIe6g2Chj8YVoTyg0Fg3SsTilhLqCoyRDKvZhFXlYQdN0Tn7UjicJCwJRXi+V8GtxXi3tYyhHoTfsw5BpIOnTMEYUZGvqdlLDKpJFQs41kVkvYI1LdFUp1CVC2PPsDCWCbA0McqpuH1MUQ/bUOotDtePvD2L0GAkbdeyROJquIQoii6LTuefex1k7ZSdeLYApIHHaU5mYGMWQn4OqqAx3jlIyvYiK2aV07eklp8yDbEzf5u9GIBBgoHH3fgVxALvJSEPj7sNW4/qnP/0pVVVVPP3005x77rnv2D88PMzrr7/OX/7yFwC+973vcdlll6WVxFEg/fTs55jTz+HlB+7BGQhgTipEIxEsViuZLiexRBKjUaYkrwpqqoiEIvjb26kpLWHUH6BnaJj2PU1kBvwYBBGHy5VakxgaoaIwn9J88AaCjPoDZLqc+LfXschmwyxJjChJuhMJplgsmESRUqOR9apKhcmEe/8agUuSaIvHx1JvTDanFEdAVakwmnDu374rEgFBoNZioWi/mUAeCVPXXcdko8ygKDJXFdCSCqIoUqHKrCo9sDAtOQwk2xOEPBJJUUOy6/ynPMT816JU+o1Mb+3lgSUG/NMNGDFhBCJtEWS7jNoUR7JrxCUVwSZi2r/+ocd1+gsTxPuTiGaRWHcMY5aRjrlJHm9p5nhfFU2eAVrmxrD4TFQ02ShUXey1epnSHeDl3M20qbA4PosBaZhnja+hmHSEOCyqmUXD9haqTpiDPdtFbnk2ueXZ9Oztx+ayUDylgJZtHSwrOfkI3kkfL7q6ujArcd6cQbwVSzJ+2Gpcu91urr32Wn7wgx9wxhlnvGP//fffTzwe56STThrbtmfPHjZs2MCiRYve0T7N4SOtJPaTX1REzbHL2V6/h0VtXbQ88wK+pYtQDTJ9I6PMmzJ5rK3VbmUgFKJW08h0OYkm4kyeNY1wJELBg08wWluNLxQiO8M1dkyG00FHXz9hX4Dq9g7McmpRd67VxvZImBFVJZJMUmUy4ZJlWuNxJpvNWEWREUUZi4x+E1EQ0GFMQQB4ZJmQpo0piA5NJW40EBYi3HeOEW+uxL/2JPjCGlguG2lVVQoHdNpSHrvocRVZFpHzzZjzzcS6Yoj9Kl/os1IiyiCCS0rSzYEFackiITtlku1xDHYZzSGR8CZIjCQQhzX6/XEc/Qak44yoIRVz0QGz1IgeoS4U45SRU5m3I4K3v48CY5AOYwCnxUy7SWW4QqF/2k7WsjN1Hb1Oprir8bgzcOhmzMfpxHcMUHnSgd8np8yDr99PZmEG2fECTp939n95d3xyKS4uJia/U0EARA2mw1rj+hvf+AZ//OMfufPOO8dt13WdP//5z9xxxx0UFhaObX/xxRe555570kriCJNWEm9h5qLF9DU18pqqkhOOMrCjjuknLyfXk0XXwCAleal0Dq1tHdSWldI7NIwvGKQ4Nxe3w47TZkUVoHRvC01mE3ptDY79HlPRaJSOV95Ab+0g/221CzJkAwUGA1FNozORwCiKTDGZ2BYJE9F0cmSZYUUhU5LIkGV2R6PENY1co4GIqo65ukZ0HbckEVBV6q1GBitKMBoNDAYH8NZEECwi/nwT9YMhpnaq7M3ROf7VGEJQJeCW0QIyoyssY3IZMg1MetlIvnCg8NHSvTr1c1UEu4QW31/JTtExhAQSmSAZJSw2C5H2CDhh+maBIZtGbHsc0SpA/oFxi2YRpa6P583P0DktwRn9+eyRE2w+LgAWES2sE69LYOHA4qlxQMOdYUQciRBY3Ux8Tga20hx69/ZTUJMHgL83gM1jpW17B5+bcenE3SCfQJxOJ7mTpxJq3YPddOA6h+IJ8iZPO6wLxQaDgZtvvpmvfe1r4+p5rFq1ilgsxuc+97lx7cvLy5k0aRK///3vcblcb+8uzWHi4MVmP6WYTCZO/8rXMMyYSckFZ2GaXI3ZZMIgy2S5nGxpaKTxtTU4Qgmmnn4uksONjoB7fxyFyWikfc4MEARm7diN97Gn6N24lb6d9Qw8/gxqTy/uZBK/phHTNHRdpykeo2D/A2IRRfqSSSr3zwSimsZCm41JZjOL7Xa2RSK0x+NUmUzUms00RmM0xGJ0JBLs+P/t3Xd8VFXe+PHPnT6TmVTSe0IgCUkoIhtBiqiAqwi6yqOLyiK6so+KKBZWBXlc/KmAy7MrsmtZA4L6yNrACsIuRUCiEOklQHrvM8lk+v39MTiQTSJFEgKc9+vF68Xce+49Z24y+c7pVit1TidWWWaXtYWCiGA0Gu83/r6mcEKOnqxx1Og9PH0b5Py3kWUz/WkudjOmIpl+thA8zpNbmLqaXYTp/dmpOflrEl2rZMQ3AfB9Ky6Li0CHhhv+HcZUazpXrw9E0XAioMigcEkcvEpNQ7ISOVuPWXbgavYuUOh2unE1uYhz+TPOlcCg9XoOSvUURllBf2JElJ8SIpUEFOjQlyiIKPTnVwMHUfDuD5i+KsUdoSfzpkySJ6URltCLwi3FtOy0wFdOiveV4jLb2LhpTRf9tlw6nntpAc7kdA422ylsMHOw2Y4zuR9zX3y5y/OeOHEiGRkZVFVV+Y69/vrr3HDDDe3SRkdHk5yczIoVK7q8XMJJYo/rDmzb+C/q8nJpabXS1NyCUa+nubWV0MAgTAm9ue72//JNXtuXl8fxLRsI8dPT6nBg7JtJVEwc/1q4kPD1G0jQnqzKf2ltIcgjE6VW45BlKpxOwtRqUk8Mf/3B2kK6To9BoaDJ5eKo3c4Vfie358y32XzLhAPss1pp8HgIUSqxyzI2j4cap5NhJhPf9I7CP+DkPgmfRRVRNwCU1Q7Sd9jZO/7kOfdRGwl5Wkbp48g1VHMwwUyIxUNVlY3k6gCu9otGX12Px+GiNshIr+BAPlEdozLVyVV7gxkghfnu9W9dKQeTLSg0CnSR3rI6Cmwo7DJOf3AXO1D0UoMaDPEGXDUO1BUyMVU6jl/lQHvYg+eKk8/MVmoj3GzgalM6NqWHlp1lVJutVF5hJzv9V6QPPznvQb0OxhzP5jPdJhS/02KpsVC9eCcL3vvil/5K9DgX6x7Xe/bsISQkpE0zUmVlJUePHiUlJYXw8HByc3OJjY0lMjKy3fVHjhzB4/GQmpra7pzQNURzUwdUvjWaJPRaLfVmC0np/Qjv3ZfBw0e2SZsxcCChEeGUHjtGaHAwfdL7AZA5aBDF36z3pZNlGbXLTbhGQ6XLhdPjIVqjIUqtpvDEelAGJGpcLixuN2UOBwMNhjbLcjT9x37XHklikMHAPqsVD97VYfVKJX6SRFxFHdV6HRqNGmtZFROPN1N0WEWIOo4S5/E291HIEjX9W3F+cZBUjZKZOxRUK1Ts6tuXgCAdRU0NHI20YZNcRHlU7DWVUZXgQh+rR31ICaesXh5doKFaq6J1mLc25G51g78CVYgGFeAxarDvbUGRrMVeYfd2ZofJFGd4SPyslZJEDY7DragClATXqOlfFIjOIvNdn/3UDvLAODBthlqtDXNdU5v30VLWwucF6zFHWNG9oaeU4zSr7FRXVREWLlZ+PZ3u2OM6Kyur3bGIiAgiIiJ8r4cMGdLp9X369OmScgmdE0GiA0Fh4TT5+2M40VxTY3Nyw5T7vGsxdSA8MorwyKg2x3pPmsSxVf/kUEEBZrcbf4WCZK0WFRCmUlLhlPFXKih3OpEBlyzTW6/3LRuuODFz2k+hYJPFgoxMkd2BEgm9JKFUKEjV6dBIEuEaDfFqNZIkcdxup8btJtrSivlwCanz5qJ2uukVEkLC4MEE9urFJ/98l53b5mPLUqKs8ZCZH0heRiM1MTL353t/Jf4Z7Uecxts/kRgYTKPezZZelZQYnLhtbhROBc4mJ4fjmonLN2JSaqlv9i5JMrIknNxtddQPVeAyu9CEnWzrVvgrIVLlW67DUefwTqBTSDQEGhhSFEqLswVHoEykzY8ETPxoLyDS1Jc7fxxMndTIquh16BP0aL+SKHTuRRttwnG0HsVOByHTMgkcGIYsy2g+MBLQy8TLbzzNK3PEbF1BOBciSHQgpV8G5oZ6ao7lI6lUDL52RKcBojPGwEBMyUl4Cgvpf2J4K3iX2ShxOIhUqTlmsxOr0VDnchGqUrXZV6LF48FPqSRMqcSo09Hi8eCvUmOTJNSyd00njSTR6HJR5fTWRDz9+qGoqSG2sREnYJoyhWGT7mhXtltun0zVkWPsWLGGGFMAGouN8C/tfDIcNhuaUQUpiXcZiWs+eU2Lx4HKqMKQaED2yLQWt+K2ubE1eNjiKSG8SEVyeBhJYd75INlVSjZ/XU6ASkFLrAtXX2/A9VQ4UJ8SNNTBalxNLtwtblKGZ9JUWMfhGBuSRkG+tZ6CzxrI0g4kPiSNpmE29E1Gbt8yhvdrvyJJk0TK3jD2b/qeSEM4fv3jaRno7VORJInQ68JQaaLAA9sObGFo+vCz+hkKgiCCRKeuuHoEXD3inK/ft+Yz4rd8S7Ek+QIEeJf7jtFoSNbqqHW5OGxrJUWj5cfWVpo8HlRAg9uNVfYwSOdHntXKYD8/Dra2EvvySwQ8Nw+NJGH3eChyOKhw2Mk2migJDmbs6k+pKymhdPNmtGFhDBs7ttPyTX9mLtOe/CN527ZjNzew1XWA+zWQNTGLGWsepqmljuAaNcnaIIowsy+4EUOit4NeUkioQ9QEbZOZ6ExGpVZQE9pCoJ/Bd/8QtR5zkAtXqgrrcSv6Sj2yRyb53yoqxypwn5gA7S6yI6kl3DY3wUEmCoNLkU50lEsGBe6+KtQYUNyiJUDy9nHYHHYS1gZRY2jkt73GU22t5sak8eySD9IsN/r6ixw2J3qTDrVWzdGqgwxFBAlBOFsiSHQVlxNJkjAqFNScqCmAd1nvISeGxfZSqahWqvjBbkd5RX+KzRbCikqQgEy9HqUkEapWY3O7KVapuGHCBL57dQkRdXVoFQpC1GosWg2lvUKJf/YZFAoFofHxhN599xkVUa1WM2SkNxAOZ4Lv+J/z/ky1sZotWU1s3VKFJdyNSq/yrYwL3klymZUBqEJPrJ+k1VDebCbK6O3w3Kuuw5WoRKVToTaq0UZo0W9rZaAqgoatdgrirMhuBb8ZMI2DZXn425Qkl0Wyt+kgsklGUnrz0dkk7EHWNqvcOo1O4ku1VGn38oVlLWXWg/yrSI1J1YvyFQWYxvbC1mwHpYRaqz5R3nP9QQrC5U0EiS6SMm4c2z9YRdS+fVQ4nWxptmBSKDFIEgUOh285ika3m6F6PUd272OIn5EjCgV99N5vzA0uF0V2O7sVErd++CF6vZ74RQsp+eur0NqK/6TbuWXSJJRKZZs/or/Ufw/6b17c8yI2rQ3JX4smyIU2Uout2IY2Qou71buH9d6MFsKLWgnU6dFr1HzbUMzBcDNOf5mKVBeeWhlVucQt1aMxbvkXN5Qp2RZuJXnEeK7vFUpG9lD6ZmRSkH+E7z76lKDjQSzVPsf3uft4NeAdVC1OEgoCaCgrxlyWhH90AB6PB9MBPYaQCCRNE/XOXag9YRwx52J32fBUgeZHAw4FOK6PR61U4yl0ElqqhnOvGArCZUsMge1C1uZmPpjyOxzbt2NUKRlk8OP7lhbSdTr8TkyAq3Z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col_0BB activatedCD 14 MonoCD16 MonoCD4 Memory TCD4 naive TCD8 TDCErythMkNANKT activatedpDC
row_0
B94.83.50.02.01.20.10.20.00.02.813.00.00.72.8
B activated4.696.50.00.30.20.00.00.00.00.02.50.30.70.0
CD 14 Mono0.00.071.464.50.00.00.00.00.00.00.00.00.00.0
CD16 Mono0.00.00.024.40.00.00.00.00.00.00.00.00.00.0
CD4 Memory T0.00.00.00.262.15.714.30.00.00.935.50.00.70.0
CD4 naive T0.60.00.00.431.289.21.90.00.00.036.80.53.40.0
CD8 T0.00.00.00.01.10.171.10.00.00.02.46.60.70.0
DC0.00.00.05.20.10.00.0100.00.00.00.10.00.00.0
Eryth0.00.00.00.40.80.90.20.097.40.00.30.00.00.0
Mk0.00.00.01.81.11.80.60.02.695.32.00.01.30.0
NK0.00.00.00.00.00.09.20.00.00.91.392.60.00.0
T activated0.00.00.00.02.12.12.20.00.00.05.90.092.60.0
pDC0.00.028.60.80.00.10.20.00.00.00.20.00.097.2
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" + ], + "text/plain": [ + "col_0 B B activated CD 14 Mono CD16 Mono CD4 Memory T \\\n", + "row_0 \n", + "B 94.8 3.5 0.0 2.0 1.2 \n", + "B activated 4.6 96.5 0.0 0.3 0.2 \n", + "CD 14 Mono 0.0 0.0 71.4 64.5 0.0 \n", + "CD16 Mono 0.0 0.0 0.0 24.4 0.0 \n", + "CD4 Memory T 0.0 0.0 0.0 0.2 62.1 \n", + "CD4 naive T 0.6 0.0 0.0 0.4 31.2 \n", + "CD8 T 0.0 0.0 0.0 0.0 1.1 \n", + "DC 0.0 0.0 0.0 5.2 0.1 \n", + "Eryth 0.0 0.0 0.0 0.4 0.8 \n", + "Mk 0.0 0.0 0.0 1.8 1.1 \n", + "NK 0.0 0.0 0.0 0.0 0.0 \n", + "T activated 0.0 0.0 0.0 0.0 2.1 \n", + "pDC 0.0 0.0 28.6 0.8 0.0 \n", + "\n", + "col_0 CD4 naive T CD8 T DC Eryth Mk NA NK T activated \\\n", + "row_0 \n", + "B 0.1 0.2 0.0 0.0 2.8 13.0 0.0 0.7 \n", + "B activated 0.0 0.0 0.0 0.0 0.0 2.5 0.3 0.7 \n", + "CD 14 Mono 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 \n", + "CD16 Mono 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 \n", + "CD4 Memory T 5.7 14.3 0.0 0.0 0.9 35.5 0.0 0.7 \n", + "CD4 naive T 89.2 1.9 0.0 0.0 0.0 36.8 0.5 3.4 \n", + "CD8 T 0.1 71.1 0.0 0.0 0.0 2.4 6.6 0.7 \n", + "DC 0.0 0.0 100.0 0.0 0.0 0.1 0.0 0.0 \n", + "Eryth 0.9 0.2 0.0 97.4 0.0 0.3 0.0 0.0 \n", + "Mk 1.8 0.6 0.0 2.6 95.3 2.0 0.0 1.3 \n", + "NK 0.0 9.2 0.0 0.0 0.9 1.3 92.6 0.0 \n", + "T activated 2.1 2.2 0.0 0.0 0.0 5.9 0.0 92.6 \n", + "pDC 0.1 0.2 0.0 0.0 0.0 0.2 0.0 0.0 \n", + "\n", + "col_0 pDC \n", + "row_0 \n", + "B 2.8 \n", + "B activated 0.0 \n", + "CD 14 Mono 0.0 \n", + "CD16 Mono 0.0 \n", + "CD4 Memory T 0.0 \n", + "CD4 naive T 0.0 \n", + "CD8 T 0.0 \n", + "DC 0.0 \n", + "Eryth 0.0 \n", + "Mk 0.0 \n", + "NK 0.0 \n", + "T activated 0.0 \n", + "pDC 97.2 " + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 9.58 ms (started: 2026-07-16 01:06:56 +02:00)\n" + ] + } + ], + "source": [ + "(100 * df / df.sum(axis=0)).round(1)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "6e4262d4", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "dcf8d00287f343b9a23b190a772132f8", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 14.5 s (started: 2026-07-16 01:06:56 +02:00)\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/parashar/scarf/scarf/metadata.py:416: RuntimeWarning: overflow encountered in cast\n", + " a = np.empty(self.N).astype(values.dtype)\n" + ] + } + ], + "source": [ + "ds_ctrl.run_unified_umap(\n", + " target_names=[\"stim\"],\n", + " ini_embed_with=\"RNA_UMAP\",\n", + " target_weight=1,\n", + " use_k=5,\n", + " n_epochs=100,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "eb7a9150", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/parashar/scarf/scarf/plots.py:840: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", + " axs.flat[0].figure.show()\n" + ] + }, + { + "data": { + "image/png": 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", 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sxCRbGFAAGeOVUx+apTrw6y+io77j28kwDMMwzEmGBdp/gxAirHrg9Kb5U0baAeCAlgNX2w5T9w5UEwJBo0dbQw3M8R5UejjoHeloaPPCoQghFpPQzqciHInBoFPDZtLAwXlRyzlBU8egrt299vZly5/Y8MfLrzcpHUkOnRmeoB99Hk8wsz5Ft2/ve0hV+bDQEUdNvySENBRqIXHLUrQSeI4Hd0yRgmwzhy2tcUwdnGS2x2/HlBFZQLgXABCKA51wQFKZ4LZnIT/VhmAkjpIFF+PwF59gmqIDABCM8djeSWCZsgQ3WExFba3t2LB6JaoGohjrBPKtHPLoAJbvO4xFcxILQVgMajR2eZCbYoY3EIbP40GfPwp702fQ8zx0lkTQPtAlIo9Wwd4tIstCACROIFsfQ3G6vfzuqcpHHtkSu/u7v7MMwzAMw5ws2JCDf+G8MbaZv1qQsnbmuBL70HujygrhJmakKQModq1FXttH0PUdgkHFocwOxNydKDEEMDEFmJ7FY7q+De1r/46ag/sBAJ1BAafOHIc0swZzxmRP/tP1s6d2+71v+MwddGvLKvg7HsFU0wZdONSN0SYXnOrExKxCG4eB0NGhCtLgX2UKhOOJFz1BQCkkFmyodUnQkzBsGXmojDgQjgMN1mmYvvhCXHjGLBg1GqRY9fCH49hf2wni6xo+tk5JAJ0NVkuiwoLenASkzYbZmQmnPvHIEEKQnXK0Hle6wwhPIIK1O2vhD8cxc3IFzpozHl2Zp8KntKPOJWFvl4hADJiaJsOuJegOHD0fb0wARv4SyakFV36Lt5BhGIZhmB8B1kP7NSan89Yb5uZWPverC51WkxEHG7tRmG6HVq1AOBJDIBzDlh4NcnUh7OkGTslMVAgAgOqgHnmWwPCxMs2JOrHG7m14t0/Y59CRwrYN7+oyVV60xYy6FE3OkiUPf3LLUz+dVzud7n42I0l2AAG4eragXRKQbkwsZXuoV4ZWLaDZkwiD7T6KSFwEIZy8olkBTqWJ7Gpwv/b7WcJPjp5JEPU+D/Kmn4XHlh2O3zurXAEkwujoAic6+v2YWJyCdz/fiQo5DiAxdCESlxFVO4eP8o8NEiaY6qAZaIGs48ANDqcYGPAMb0MphVrJA4KAdEdiXK7Ac0h1OqBOmQ1z1VLEPDLckgxJpjCqCDwRiso+CSFVFvqSL0Ja0Rz09nV8+zeUYRiGYZiTGgu0X/HcIs1pd00WPkixEbX74AY0KPNgMxfiiy0dyMsWUF1VjcnzzobTbsbuyhYobXEcjHTDHu9GW48Pypwx6BzYgNTBiV09ARkWNaBVyHjx7ZUX/ua0lN35Dh8AgjyNHy2uqnEfXKB9dLQWV/SJMEt2ATxHMNY5gG2tcYTjHEJxYFWPpXlsjjm7x2RFdZjAmdKF5bubf37f+tiTQ8vSvlyoGN8b4C5L0nN6AOgPI94yEK1tDXTuD/l9yyRJfo/nE+0KReNQKwUQQqDU6tEuZsLV2gKtgsAVlJDu7EB7rwfpSWb0uCRkqBthtXM43CtDqyDoC1KYU4pQeTiEuCKCTrcXhJMQDx9d1TYuSpAphdViwceNdmToAhggevxDeQOUhmQo4psQitQjc+bfYBrcJ0Cs27/H280wDMMwzEmALaxwjHNLhOwbxioqrVpOMy5VQFdQD85+LZzmZFBKsaFqLdTZKkwemT28z4HGXnR7CVL1cazesG1Pk0cK3VXaOz0YowiLFA4th3QjwWe14pG6AXHvwjzlZaVJ/PD+m1vju3hgfLGDh0lFcKBbQlkSj7aIGgOSFhoBCJiLEVFZP05pXT7froZWyVMIHOjvNscX8Zlj5EhMjBSGDzjPKFI8H4hRkz9KA4SgeXen/Mi1y8JvAgAhhLx154KPT59SsjgcE+HyhVGW7cDO6k6MyLaj6ctlKFMnxtr2h2TEJaDOK4BXKLCubS4uzF+NosFldGVK8XalFZfOPTrUdV97a8uR8D5Mim3NCtjLQOwFUKpUKM60YdP+ZhT0rEKqXsanml/CVnwmgESv7uGVv0Ry4QKok8egv3Ez3lm/sWw81mf7otTz563Rrd/5TWcYhmEY5oTHemgHXTVamfTT8YptehWnSdYnvlIPIhv55mQAia/pM5NGwi00HbdffVsMOeH9oO1emudwFMyemG4kbetR4uARiFHU9Es40C1D4JC7MF9VFpZ5HOqVMDKJQ3+IoqpXUszJVcCqSfScjkkVsCmcj/LJk5FvMgAAjrT0SVt3Ne5cVD7/zNojWyCG/VDwhEzLN/1j/LwRukA4grY9XXKvLHNdsg520q3f7dL2Z9jpJa+erct462D07etGK4r7m9TdnRoV6r1tsOdo8PGXNVg4IQ+RaBxOuQdDE7TsWg5b3VaIagIH7cGpqcuxvasYkVg9TMo4DnRLsOotx1VziASajEl9m/rMKTzy5Ur0t9agjcvA+o40JGtEpOoT9W0llSPxpySBUhlGnZ7m1t9NOvcR+D2x5XdmKV6ema2aFI7L8j/O1z5ywdLQPd/tnWcYhmEY5kTHAu2g8anc6W5VanJKlg3d7TVINwKS6IUsy+C4RNiMczHUdwS6MpODSUkWHX+wxYeCwGaUm9wAQEokj3FfxI6QSFDTL4EQQOAAk5pgWqagSYQ/iv1uHTaGUhF0dWFOrlyi4MlxbSFqPUxGPSLROHZv2SSG3L0u0idlQkgVpXBAkayjKLRxAMK6ml0fY39XDBnaGOcPUyilAdTAjiX53lNMKqDFSBaWWpW/TTLwSr1iHdYeWY9kiwqWFh4xPhn+UDpsRi1qqQl2JEpvBeIEaSMnIz0jA1vWfo7p2iboFUdACNAkOjD34rOwa8dObD74HmRjGdQ2LyxFnEVvHWOpbdoLvRJoVJZCSClGsoJHV58b4WASzGn5MIXXo3tfNUp874KjcTS2o7VDhVcb3aKg5LkFMqXj+oMy7DqOm55Jf55h4h5t88qe7/NZYBiGYRjmxPKjD7SEEP7n5447dfq4hS+MKUxFOCYChlzsrFkDXmzCitpNyLHkI4YYOuNdOC1lSso7n+3664GBulpL1oIrb9F4Rg8dS8ETWDQcSOFshBu3Qwz5UeuSqNliJoSEhz9TQ+Ionjkbzy7dUDVaUZ3rClNERQqVQLCjVwVPqEqsHNjPB6NAnkEWUpycc6oVN+7c8ZknQ0/N+dajQxaKjBH0e+LIMHLIMAmQKcXBbhe6/QQmFY9gnMKq45XZ5kQoH+UUUeJIrLdbjCZsOGiFwZqMoKEUro4DUCmU0OaUoTQ7CwBgSs8HBppQ4uDRG1HCPOIU6LRqTJ46BR98tg4jciMoz81MNCY/C1VxH95udNNJs8pIaVaiN1avUcJadgYMWhXyARw4cBgl8AMAMrRy+gMb4vUXjlA8ZlZzzhwzQYdPRotHBs+BEzgcXdaMYRiGYRjma/yoAy0hRPHmdWUdSclGx7zpJcPv17QBfFYpOlpaUNe2vb0zFOGnJo9IOT19KgCgPDnTunTzBy/dbW+5plcSkaxLBMwGLw8uxQaLxQhXpxZECiLFrCBqkxndERnJ6igopehTpkPuGggv29d7sz1HmnfBCMVdnX7KbW2N16oVsexzShTKoa/ya/opUgyARqCwKWWDQQkMhCmsmsTP+4IyBI4gw5RoA0cIdEoyvBqZKAMm1dFzVvDHV2rj3U0YQ3Ynhg6kAPtDegi2TLT1+pCRZIQ7ztPV/nwSj4YGRo2bYM1ITgzB8AbDmD1zKgKRxLhaSin21XagnyTTzDQ1icZEtPZ6EY1JaOnxYO7Y3OHPNNmTEfNQKHkCrYLjSxzc6QIHp11LQAhBuolHZZ+Egz3Sqia3fPyKDQzDMAzDMF/xo65D+9xifetYRZMjLh7/Ps9x6IzrEdAUUk9f991JXMobpSlpAABRknCks2vLeaXChfOyxPJCG4eafgn7ukRAjCF+eBlqVr0GPtSHxgEJZoWEbMUAepOmoE4/DtXm6fAY8kLuYNy/7tGL1o067eLTn9lLnurwyT0FNq4w3UCGw+yQKn8R9vhmwh3T8Um6o+WutnYA3iiFSU2OW05XkoEGKUmuDuhx2KXB7s7Eql0A0O5LVB4AgGCcICYTHPt5eoRRmG5FvzeIXZUt8B7aSDxtVYi72q2ffv6F2+UNocvlR027B8k2PcKxOCRJxsZ1XyDDpsP86WPJnLmz0dDlgUmrQkG6FUqFAH8oOvwZbV19UA4Os9jXJe4OSMJCvYIgFJOxvzux0povSumyGvHqb+9uMwzDMAxzsvrR9tBeVq4o/81MVTKns6J8ZDG6XAGk2PSQJBlHapuQos/BpqqtTz2wMfo2IeS9d6+9xp1hsRTtr18Vmexo+I3WJJgPdEsY6eRQZOfRHUiUszKqCOpAkGvhkG0m2NwiItcSQUr/VrRRB2LhMLLTCrUjyoq0AGBXSSOvGYkRVo1AAKB+QEKLR0KWmYdMKapCFdKZIy7mCSGIxudh477HkabtRzhOUe6QUdNPMTKJw55OCUYVQSBOI7X9UkOTt3c1lzfl+kV5u3VGlRK7OkSIkoyIIQurAloIES+641oQtUEcCPcLVk0iFId16QAADjI01Z/CwUtITuGRa+UhyV7L+++8gLhMZEGtkd6vS1Wcecap2LDjEDI0MTjsFgCDiy44zTDp1QCAVJsBPe4QetwhSLKMlu6B2qbm2FMUMMZk3Ftggr47wGFKpgCHjmJvN8WudnHn24fifT/Iw8EwDMMwzAnlRxloCSHk3XPUHxXYeNSLGqQ7jOjzhFDXPoBgJIbuVrffRZJuvW/FwVcBgFIqAfgjIUQ4cKPWV+4UNECifFWdS0aGkWAgTJGs50AphTzYWcoRgjQjD3eYoi8YgEkdQp6VR51KMdyWkM+NNA2Gu0izzYlw6o2I2NcphUeOnLGTEDITAFQKBdKcY5GvWINNLRI6fBQGJcGyepW4p1O8yqgIB24ar3xvTIpQRiktO9y7I2pUJQ49Pk3AP5pNzafOPy3DoFHyALCzulMcV5gibNhuRKijCZYkByZOmYK4KMHlciODpwAhyB0cs8tzBLkWHnYtuByLyMm0BR+/8yr61FnwK2JA2wAcZi0sBjUC4djwOcZECaVZicXWJEnGvi1dtrJU/rp9HfGc0cmCflyqgEBUxueNHBzpI7Bd5GL3frFp5i3f0f1nGIZhGObk8qMMtC+crnqpxMHnHuwW0RJ2I3CkDhVlBXCYtfh88z5s6wmf8+rqN9Z+db9zS4SpFjXRDL3mCEH9gIROP0GqgUOLBzjCFSI3RYHWQDsiQS+UHJBh4tDqkzDawqHFI6GqfT/sadmwmPQIQ41Ovzy8EMOhHhkypdKeTqmF57nXuwea5iIzY7gNVd39HXu8omJEEpdUZE8ETaM6JgSi3M1ZRj6/N0iV7T4J6UYCgaP80OpfAKC0Z9X39vZnB7VaJDvMsOjVAscRzJ5Sge1VDuQmm3GosQ+b9nZ+HmzadFhKoT+TKeGPK88lATmWo+N1Sw0hGNVV8MIIHQnBHSCorvfB76E41NgLlZJHR3sHIp3VMOgNiA+0YYSy03a4W7Tl23joFASSTBGBFpExv0M0ZyrKJUn5K8cXjwC4/Vu/+QzDMAzDnHR+VIH2D6fZlhSmGO9bWKgs1akEDGTMxqKCfHT0DGDNqrXIVAUQavNAo0xWfd3+WgXNrHPJNN3IEUII2n0yJqYL6A9RhOIULUnTcNqUcgBAv9sL37aPEAj60OmXISjV+LgqhGKHgElmNw589iocSXYcJvORG1DLB3uCewQOXKtXXr+qXnrht6eoPi1x8L8Nxj7HmgPhVoupqD8a2J+7IHV/Wq+JR5Lu6LjXZD1BZn7uxJQkCywDB2FXxVDdL+FwrzSQZiBJRjWHPZ2irI0dKs5pPQBvjEdt0hSIxtThY9gMGiRZdEiy6NBfs33CnKnCQo4Q7O+OY02jjAon4I5y6JHNoNQ3HHAJAVINPFIRRE3tdhTNPg+1tZ04fWYWOC6xTby3EaXBAyBeAvDA5z6KxcVKaJWJHu3DvTJCtgok5SQm3fE8j4Lc4qsIIXdRSo929TIMwzAMw3yNH02g/dM89azrxqje8ob7uTQDQb0iH4WFBQCA9GQb+ntTwTevh01rwCyx/R97b9C1VfXTFy/5IPRnAPjDQuOnP52VtihFGcLmliB0SoIsMwe7loNdC7x/JIqK8fbhz7NbTPCYk1GiD2J9rwWG7HIUki9Q4kj0bibpgQPdfUjOVGNlU/H76an6zypb+7c+8cmuBnKW5ooSB18MADqljKmW9ZnLa1aZzx+hNAJAko6g3UeRZ00ERk+MQ/HIUUhNTUbVYS3snk0IqJNlS67N4o4cQW9IhpIn3Pxsmg4QWFQyupq2QjPmPABAc7cHBq1yuO2pco+ZGwysFckKfNlnQGPGDBj1Oth7+/F59QYUm+PwRQGz+miw5uVE9uztOwJKkzG0UEP+iNHY8uEuWFUSWj2ynGEknFaZ6JEmhEAtAO5oCPwxPcGxWDQA4CvT9f5vWHLdnWPKRk++Kh6LRb5c8/GT65e/2/FDt4lhGIZhfsx+NIG2yMadadeAMyoJal0y+NTjCzxolTzyrRzyEcQ2iWjHpAhFxXb50d8vTteJmqyLL7/w3KLsjGR4fQGk7l6JqKcbdm3iGOG4jDQDQcDnAZDo9ZQkGXLYh/YIjfVxDlFdvV4LDcGhHgklDg4CR9DkkdGs6A2cPSPjHKfFeMGCMenhR8/NuVv000ZRphAGezjdYYrx6byx0y/RVANPVAJBVBSxrlFq0Wh1RufI6Za81EQ5rQFZhyPIR8js5OZMLOdqNvpQLHSi1iUdd75qIoI78gle3pK2SdY7m6aNzJydbNVneIPRiC8ihQFYgEQ5LivcaG5vhD49BSXuDRjQxxGIJUqHKQdHNIRFipApD1v2HIHDX4lNG3hMP+UUUErx8sdfNh45EHosMzP91GlFjtOq25pR5jxa9aArQDHQswv1wsp15SOnz/IFvJ7DNQfuopT+n6tBe8aS63MWX3Tjp3ZnWioAGM22mYSQqZTS+A/dNoZhGIb5sfrRBNq+EG2mNFH7NNXAYXNjG+SkLhRlp8DtC4LrOgQMztWyKkUAPLQKjsvOG/1AhhXIzkgERpNRj96UEWhq7pEUnMSrFQS+KEWWRcCyTRvByXFICp000FbvsQW6O1c2S09XJFe9MD07cakppahxyVBwQIWTgyO4XD+iBwi1c+i0TdAsqEj585sr269873D8jQlp/EUxCUJMpBidKuBAd5y4w4CSBzQKHqOSkfZoY+Ylv0rJeA8A6toHMKogDXpNDqIxETVtA3BTHepcEq1zSeu9EZo7Pk3ICccpwnEKMx8KNddU/vShTfsOX7WgPGlkjmNKpyvQkuKNGHnKr7WqiRCIUbjCMnp7Kqsd/upiZzKFL4zh2rc9ARn1AzKq+kSI/H4syIyh1cKhSFmFptWNaPFKSA2E3wgXFI64/sJ5Zxh0GkQicaz44HWkqUKISRQGBVAVonV3/vHOeTmZ+SlNrfUeSmnoB3lQ/glN7hiDccK5T2n05bOxry71gqlG6A0GZOeXjh87dW4JgIM/dBsZhmEY5sfqRxFoC2yc+skFyutWNiuQaeYR5bQwF47Gtt2H0DkQghDuxySuBwBBVKSgACSZYleXDKXNASJ3HXe8YFREs9/M2zX9qDArkGlK9NRma6OI1Gw8uLtTvmNpZWz7xSOUN+dbyQ1G1dEqBoQQdHhlpBoIQIAsgwxR5mBUUQR7dqFTlas4q1j5WrqRBFMNnMBzQIuHIhiT4YkAM7K44a/lu/xy/L21+1Y5rMbLJuRZn1aqVOaC9MQ4BJVSgCxLSJe70RiQV5/+dnjh4iKFaVK6+MsMIzk1Sc/1LauVH3hoU/QwALyy6mAvgI+PaafqpvHKJ6dMHHNuZl5qUFlzsNnAdxUDPEQZ0CmB3qAMp56DEJKhUxCMTRVxoIei2M6DEIJcQwyRsIieOFImllmvMugS8+nUagWyKqbCd2A1IhJFf1CW3jwkjqOJYrqd39mD8D8wjDnjAU12xVUAcCgCqHYcwCVzp8HV19nd3lzX9EO3j2EYhmF+zH4UgfaWqeZX1EWTSj0d9cjVdyMmRbDx8CZYokEYSBrGTpmA+mo9RG8fvujPhS1rBnYEeuTZtpc5oAntdDyqq+tQVJSPpvZebNt+IHJDhVcdjgtoGJBRlsRDlCnaA/TAwreDFZ/OUI3/0zx1V7qR07lCFNV9IiqSEyHPG5HR4ZfEcWkqoW5AQpaZQ5efQsFTqAQKzlUHgYOQZeZNQ+3PNgPrm0RMy+Sxrklsn50jpAdjiG9olh5s8cheAG8CeHPNI0v+CuCmof062zt6XPUDn66ojf96JoBlNXEvgF8N/g8L/sU1o5TKqx9Zop4/NicVAGrUUkF7ox0DQYJC3SHsHzAiGOdgggt5Vg7JBoKoRCFTilaPhO0+J4wkDCsfRIYJ13bVHuCqbVYUl5UCACJBH6IShcCR4L5u+crNLdL/6RXBeJ0599jXzX0Dvobqg4drDu++v7u92f9DtYthGIZhGIAcu8LUD9YIQpZRShd/V8d/46q8iFPuU2XqZaSbOOiVBKE4sJGMhY0LQ6M3QKMzYF2VjBFzfzfcA9pf9REWhR/B5vgs1Ift8PbXxBsbjvz9mXnSDUPbDIRlHO6RaZtPPvhZbfy6hXnCK1lmPj/fxqkoBdKNBFV9Eg52i1ArCG3yyN1xifxxVo7w+Pg0YbimVlWfhG6/jCwLD40AKDhQuy4xiLbVI8VjMjhfFAffPBC7tN0vOwpt/BWZJqKRKT7/yfLo6wD49y40vJVTPulsvS2ZdLn8DR171zqcaskciMqNn3syr5w9oWR0e5+/8Y4X1q/4T67b/uev3laR55wEALJM8dxKfygt5xStpNDB4cxAW816uazlXiJwlKQaeFg0BHs6ReiSMiEr9SiVa4ePVdUnoimeAW/uNSChWoz2vo8+X2zD9FdDcwfr/P6fZl/0i5/pSmc+TjgelMoIVX95X98njzz8Q7eLYRiGYZgfQQ/trZPVN/5iokKVZeYA8DjSK0EjAHEZSCt2YGRRDio3rQDXuR96Yc5xy8DK2jRwEYIZii/gboj7aYi+cmOFcDMhR2u7agSCza3iQzEJ3bdNUm5PN/JcvUuCRU3Ac8DBHhkKDjQsk5f6fOTjn62KrVh2kfbvSv6YArEAfFHar1GSmhwzmToQpv4Pq+KvjU0VRkVFquz0S0qVUmnwhmKr9nTL7kfmqnZOShd0MVHGtnZpybvnatKjEh04vwgXkNgOoAuorozmLc5XCCa1AvUDcr4pld8wZ1apEImJ8rv3nnnPkoc/ecRm1OjLsu3Jmw+1N37dBKzugeA+5GESADQ2hXBuWpbaqepHjacVzWo1+uOGNyueD179yRLNUyLHX9wGm8Wg7gVnTgUCxy/yFZMI0vh2WD3L4UpZgs5ANba37lzzXYbZly+/7LLxWVk/FWUptqWh8Xe3vPve6v/2WK7ljz8JKocEc/JY0dt7yLX88b8Aj3ybzf1OJdttqlsuOOdOi1Gf3tjetfqxN9/98IduE8MwDMN8W076QFtkJaclwmyCRBMremmVHOratmMgyQZXtBxTi26Az+VFt7cXRlNSYhnY9k2oDEixKpe0/BerItdvu0bfZtEQ7nCvhBFJPCSZ4rO6+Cq1QKpvHKd406bluCO9Eial81ArEsG4LInDy0cymkvyF+KLQ+vUX16t21Ro5ab3hWR0+iWkGnj4o7Jc45Lvf3Bj9KVTsoWxXQHaubw23gIAq67PODxu4ayylJRkNNTW/PJSaf3CSemcDgCUAocCGwVH6BneKJYfG8ZzrYJgUifOO9/Kob+7VwAAtVLgyrIdl7/089Ma9v7tqueTzFrr7truVTPLM8/deLA1eOy1e2zpjjtESQ4YNMpLdd7klPy0xOoPRWYtKqs2HF6+Y9/PBgPpzS+eoeIrMoUbe0I8AnXt0HAxJJlpYjnemIyoKGNCugLAPnR0NWCdNFX+sk1+/bu673cvmF/xq4ULnjNrtVoAcBgMr0/Jyx2xtaGx/7853uD43uePvvPnf7uP/Yw7blM6834OSsVYd92D/cufeO2/+exvw12XLXl24ojSqwGgICP96jsuvfDcx95879Mfqj0MwzAM82066QOtVqCaUIzCFU7M7A/FAa2SQ0yiyFW58fmWXTi1+EpwHIcKhwW7GjfDLdUh4u/GuYbtUGp5pTtCQxIlYkyiUAscCqwc6lwSltWIj+/qlF64baJyv03LcQCgFgiUwjG1WQlgy5yRU+zQXSdkdF7t0BCe5wimZymwo11EICbh4+r47+5aE3328sQu245tf1JhRWFWZhoAoKSsFPWt3ZmUVh2t1yoCYZF27eqUPq5I5m9KN3LJMqUQZcQxXLcBiHPq4WPGRMk7sST191lOkxUApo/MWHDT4jE3AvizwpKqtMy+5ve8wT5aTDm7+sbH//bUhw9ccIdCcXyZM1Pct/Zc49p5qy/TnusO00kXjlBmGFUxdPpl8FwXnDqCFg/Fzh4F1DSMaVlHl/tNU/vQWlPdvrw23v6/3+Gvl2W1Fg6FWQBIN5udeQ5HLoD/KtB+U6YJ54wzTbvkT5xSrQAAXm95RlswcVOobscPMoEsyWqZMfR3rVqtyEx2zgLAAi3DMAxzUuD+/SYntgIb37qpVYRRBRTaeaTpCba0xtHlp2jyUBgUMRz01wxvX2zWwtT9CSYK26DkE6HRH5Ptb5yt2S7KUOzpFKk/StEVoGuWVor3Xj9WucyqIcNpMcdCsK4xDkopKKXYEJ4My8RrsKdlDaakR/kCGw+rhiRWD+MgV/fLr9y9NvbA17X9xnGKLBHCcfeIaq0HtraJEUmm8IRl7O2WXKsbpF88sCF66Pk9sbkfVcXvemlv/Mr9PdJPB0KyBAB7OyV/p654a68nJB1u6mvcfKjtbp4jw2HP7Q2gcvfW2166YULs/ovGRiqMvl+8wT0we2XG32/6xYLMmhe3uYnKFkC3zwUAqOxuwsHq18svHSm8Mz9Pcf7oFD7DqEo0MxQHnIOrmGWZOeQZRRTaeXT4jo5oqB7gsengoVP/tzv7r1V2de1oHRgYXvDgSGfXwS9qav+n0lqnjiwad/W08b86b+zIy8ix3eFfg9db0obCLABwaoOB15rT/pfP/18Ew5HGob9TStHr9jT+q+0ZhmEY5kRy0vfQrm4Qn7uwTHGVSZ2YYBWVCSamC8OLFqgCbeAzRHS3eWDXG7Dm4Co4s8ZDGd0LQEJfmIdI+RmnZPOaoWOuqIvvv2N19PSqfllZYCW5WkVi4leSjqDOJUtP71Fd4i779TtqpYqYy6dDJSig1h0dMmtWE7R5ZezqkF6/cXnkavrO17f9tALFx/qBI3wgmAW9ToPmzj7xYHvo7s7Dontjs3TFQJg2P7Yt9vI5g9s/tDF6BMCRof2vGq3c7NSRtE0t0o5t7euDN4/d9Ny5ZYrrTtFwmxrWbotpF1wgR2ISt3vbFswt0GQkoxL+aBXmCxswIS0RUMc4u3FNczkOV25DhjKEHVUEqXwHiq3SbK3y6OpikkzBD17TqEihGuyldssaiJEADCqCmn4J7V4ZqxvD16xukCr/x1v7L/1lw8aW3525+Izp+fnXxWUp9tnBQ0+0u92R/3R/QohgW3jrlUStM0Tbjnw4I16bNjE38zODWmWRZQqdSjkSwF3/bP9oV+2Xsf7Ww0p75ggAiHXXbw0379v1LZzaf2XrgcM/pZQ+oVWrMjp6+9c8/Pc3nv3dy9/ZiA+GYRiG+V6d9FUOyp185mtnqVtGpySye51LQoHtaLgMxCga089EzeaNyDLJ8EaCmHz2FfD7fAh6+uEVlSBVKzEm9Wj239Eu9iytFKfMz+N/ZtOQS8emCmaZUnT6ZHxcE3/mlpWx216678GWknHnZgCAu30vNPvulGanh3gA6A/K2Ncl0oO99IxfrI4sf26R5twiGzez3SfXX/5x5C+XjFSkLxnBr7BruNJUI0eIUoeIoEdtu6vr9Nfcqf/NdfjZJMX9Zxcrfjsj++hX/28dirsM2eXaqKtTM1I/gGI7D29ERquXYqTz6DV6tLkYM8pSkaQjMLVthE0lYn8fhyy9BIuGgFKKjc0iLBqCiAh0+imybBrECQ8dkZGqi2EgTNHhlVDVL+28cXl04n9zDt8n5/kPvK3OHXsRIQRxd2f93KpX1pWnWG8Y+nmP19/w6Ocb8//VMQxjTs/Q5I67ErIkBqs2vhCs2uz67lvOMAzDMD8+J30P7UUjhVGVLj6oV8q6TBNBh18GpYnhB5RSVIoZ8NbsxvlF3uF9tu7ciimz5gApTmzcUwNEZfiiiQlOwRjFkT657bJRil2jnLy10y9jb5cYk2R07uuWl968InrXzQDWXG7YRqQtGbKgw+jYdlTGvLtW1yMl28JlKTiCIjsf3tUldr1whubCy8oVb+qURKCUQqck6ToFzpqfJxQQQuCJUPijQRRowtgbjG3/b67B/aeoRi4qFH6tURz/LXmmXWcNanUk2hdHsT0RYE1qDp7eo7/kBGIUWdFGpFkLEK7dDJtGBABUOGRs7DHA7PUhLMqgAFINHBy6RM/u4d4oAiGKiVkCAAKrhqDZLdHNrfIFN/43J/E9EowOc8qVT54/NKpAYUnN7+QMh8qP2SYuyf92LK5/7/I2AA99R81kGIZhGGbQSR1on1+kOfun41XvdvllZQ+xQhV0Q6cAXCEZm1tkdAQ4ZJhaYYIMj4aHWZ0IMO2Nde4vHYVuKlFLW2Ndpy4Kw8EeMVMgBD0Byd/hkaoW5vHj6lwSuqgV73CzlRu9zrYub9fS6wc/+3BP/IXJKR1nODNKNAORMXJVw76WU+zunMKjvcPacan0HI0CyTolEYDEKmI5ZnKqkifZQ2HKrCao6pOkQz3Sxke2xC658L+4Dhl6PBaTCO+OJMb1EkIQkyhkIhCVRgeXygLg6EqzerUS61o0yDJ4QABMSY4gcGgl/JIK0Bw9rtZkxcY6E3TgUWZph0N3dJxsqYPDqtoYWjwEWWYeTW4JI508uXE8eRzAuf/FaRzHOue6OQpbxjTR0107sOZv79Jv8asGyd8fkqOhAV5rTgIAKkvYLTnez+mui9l02gURUWyr73P97Nv6PIZhGIZh/jcnZaD93SzVxWVJ/K3JepoSEamyyM5D8kloRKaktxN+IKKELdqBJVlDQyo5bG+LI83Iozsgod2fWblr6dKflNjwWblTKJP0HFp98HfSjJWf7W+9+epy8olGQeDQEaz3z4AuaQHy9LHpXnPh+9rCKRNCtVt7uLxputEzR6tVSgEAOF6luVA89Nlx7XRHqDsYQ2zotUwpeoO00KI5Wp2AUoqafvndKz8JX/r+aGXhM6eqb7NoSLTVS9+9Z11k57+7Fn8+P//9KdPmzbeqgebKfajq80DBE1AASksKOrvaUVwxFjVtERSpXfBGCfr5cpTbdsOpPzofrc4VRb+QBXe0CUoi4VCvhL0+J2TzzxBRaLBmYCdUPX/GaGfidOoHZBQ4BOiUibGzrjDFlAwefSH6L7+mB4Cf2u1lU3W636kIZ6mJRt65p6vr+WN/bpt/09n68nlvcyqdmkoi5dS6THyLRWEppTH7abffQqX4nzlBZYz1Nr3p+fKtd16g9O2LHzr7irTilMmODvdkQsjOb1pHlxCiUDqVtlhPrOfbDOEMwzAM82N20gXaX0xWXnHLROWr2ebEeNAd7RJmZhOUGgPY2ZvWl25NTTbblBCaWo/bj1LApgFsGgG9MW7UeDu3vcwpaK2aRKjT9kgGdcaSCxaNzFAXd9xWGpWANe6JKJ19N0byieELj2zdk7nRkjISQI9Fr56oOqZ+l8nqgJcjONgjSkYVida56IontsX+2h+SZbWCZNjU8rTqfpo/OUNQyjLF4R4Rokxo7YC85qplkSvcC9SnPzxb+UGKgVd1B2T0BORrH52nnn/Xmsg/HYZwx0zzH35+w5JzU5MsOLJnB7J0cQRCHLwRHiqNFs7MQliVethMWhwKjkdXLIgAAJvdgYGWI3AiEfhFmcITVyDAK+EKxNEXopiUzmNjaBH0ikSXrdU6AV/0n4Y4/QKc5EIgTnHK4HhduzYRcCVZRrNH/nLEv7h/hBCyNCv7zTK1ugIAcpTKqXcmJTX9qbd3eFEEpTP3TE6lUwMA4QWisGedha8E2uvu+MPckvIJjymUSkvVob3/eL9mALzWlBsf6NjoWv74M/8uTPavePIfhJD3AQiU0hjwO1z+6AXXTLlgwosKlUDyxmVDoVI4MLiM8H8i5ZKUU/J/n/+qwqTIjHREvjBNNF3g3eFl42oZhmEY5n900gXaubnCg9nmo+NB000UK+vivkBMchUWRnMcchuUpkKE8ifC37sJBhWH/pAMhy6x2AIAzM1o169pIBgKswCQZ+WwxRvF2EkTF7sbKHItHM6x7sCmHXeBTvgjBEGBEh0vLpwun/HLJZNb8lLNfK87iCSLDgDQVF8POyFwhaTwqOciTkppaN7gsQkhN350oTpy2SilQEiiAoJWAdQPyOEL3w8vfGSuauz0LP69FAOvAoBkPQd/lBoqkvlFAP6/QJtr4XS/mq7YOT3HXKpUqdDQ2II8/x6oTQBMHDr9EnSKAKKt6+EvWISNe6oxfUzxcFs37qvH2gEnvOE2GJQiWoJKtHH5EFRqxCmBXZsYHsGT2HGfa1L4oVRZMdLkwf5ueXh4AwB4I3Lswyr64P0boo8u+te3UGvn+ZKhFxqOE9IVijIAw4FWjgR7j91BjkW6j31NCOGffGvDi5m5xdkAsK668w5tfqJjWJmcfw6oHAbw4r9qxIJ8wfDZRZr7LBqS9tJizefXLgu/mVKQNEsxWL6BEIKkbNvMf30qx9MV6n6vTlVnDf59thSSbgfw629yDIZhGIZh/n8nXaCVKeLHvhY4oNhp0m3rUBm03iYgJIPzNcI86mx8sQsotcsYCMsYn3p0Vr+SBwIxGf1BGfbBSU61/TIKZp0L10CfOMpCBNPgeNtZ6i1Y3rgK1sJFGKFuECaaxVs9yshlX1Qe+rRV24fmeBjeUBxTDD3Q2XlkmojugVNUk1658/TcUblJF0Viovv+OfqO0clUGAp/GSYO9QMyavqlfdeOVkwd5eR+Z1QR3VfOE71B+bhgN+Q3MxS7lEpFiT41Dxwh6OjqQd4xdzqgtMOVPBpqgUNNqwvlRTnDYRYARuSlISfVAbcvitJ8B4pliv1b1iMa6EQPSYPK34YCGzDZ8C62h5OhUKXA3/8pxutWocKSmAQ2KpnDphYRGWYBvrggbw8mv3jz+7W//3c9o5TS4Msl+QfU0zMnKNQC+ne2RVpc8eNCe+Dg6j8QhbqQ15mnyLFQjSO04W93Lm18S6FWWNqrOt8B8JHBaBmuBtERjGNooWHC8RDMyeMxGGjPnXLT/DRb3qn+sLvr1XUPP0EpjQPA3VNVz8/OES4CgIpkuuT5RZqgb/EFx9VuDXnD36iWKxGI8djXnIrTf5P9GYZhGIb5eiddoD3QI/0+WU9eGpPCky6/jIZgAWZUXMYXl2lwpOUABvreAReJIVJbjf4QhT9KYVIRbG4RMT0rcTmWVsbXjU8TZgfiIJ4BGXGJok1bDLH9Y3H3ho8Pjy9CxdDnEULQ2bLHo9FL5pHSF8h17QGvgEWVLF0+SvADAtAvy/DHAJ2Sg0bBEbvdNvf8GcV36DVKhSTJaNyp8/tjgeFzoJRiR3tcLEvi7JeNUm7u8MvxFg/gcVTAkpwO78AA9nduX33dR8FnL/3K+f9iimLW2UWKkmQDQdh9EA2HONhtKTh0RIJKANwRgoxZ81GYZAUA2JODWLNhC1Jtp0CnSdSVdfnCkGUZowqSAAA8T5BbMQXS9lfRZZ+EQMCBZXVVcGprMJb8FE6lGhnFEVT2HW2HwBFkmnjEiAqpU8/krrVYb9KmHtmfb+Vef3i2+maLhlh3d0of3rMusvfY9hNCFHv+eqVhTGEyAKBnao648eO9gWO3CdZscQM4a2hxgys/vmV79qiMCQDgzHXMDnnCHW1NNcstdufZAGAg0XDf4HQ2SmWI3t7DAHDulJvmTCpa8JFWZdBSSqFR6ooAXAMAyXoyeejztArCZ5rIGflb30895Otw+fPyJU+MbNz92YE7seQ/fDABRNoiryiTlI9wSo6Pu+O9obrQ2//53gzDMAzD/DMnXaC9Z1307zeNU7QfSec+n5mtIPkZs6BTJcZ5lmWNQm1sPwb8Ndjd4PJYNYXmuCYNfeEGtHkb8cbBKI2KxLetTXxxYZ4w26g+OuRAsKQgtzguBPYNFPQFKRxaCgVPsKNdxJodyy4/Y3rSa4H2dougIHCFZKQbj/b42nUcDvbISNYDtS6pVpNWHNFrlIp4XMTW1ctxSX7IsLVNRmUfoFMAB7olaATy/thUxRIASDfyinohn06dMiXRhZubiUAcJR8pNmz4/WzVO/esj/516LMmpitfm5LJgxvs7d3ZeRic0YQYpSi0CajzqZDisAy3zWLSYbS2D+vWb0Ru6ShQENiNGvjDMXQPBOAPxRCRVOgIJUMhzIOr7jBMcgyn58XAcwK2tMbR7Q+iP5AYXrC5JY7pWQpERYpQnKIsKYb6nnYkJTlIUbp16rOna+bOzxMuBIAyB3f9/aeo5jywIXpoqD1Ty9KzS7Ptw0MOnDaDvjDdMh7A8DZDKKWUEKI1JRmGK2qpdSqVPdNa8doTD11y9qU//anOYDRJdVtXh9V5l/FqfW7c3bXJtfzxvwB/BrGk/EqrMmiBxC8mNkPynKHjeCK0CkA2kFg0wh+jCyY4+NQ5gV2Q9+/EK/viq/+8LNz1TZ7Ntufa/px8QfIhhU2RE22Pbuz9tLf6m+zPMAzDMMzXO+kCLQD8bY+4/uYJOpJp4lBH5a/8VILJZsfPzj/H3NTuQ21tPVTmNIwQujHKIZFQnJqcOvL3XZ3SZ3NyuTMAoCWihz01EzzPwaxVKMudPBrdFBQUcZnSpYfCn77ws1OvzY/FXi1wwGBWExzxamDTRlDnkhCXgeqAobOqz/Pctnb5dWeZlN7nCd3duWetNk1qAyEcpmYqEuXE+vTIGFEUHgjTUe7oQVhUifYbjPrjisg6DMqMU0qUGXNz5akvnKFOuf7TyH0AYFALVu6YLXUKip4QQZaKJNoihbBrxx5MmDQOANDS3IIk3g8xPoBN2yXMnj4BnmAEbS2tKC8tgNFgQI1nBqyZ+UDmWZAPfIDJ4UfBcxyCMQqblkOxnYcoU1T2ycgyEXxcFZVHJSu4siQekkxBFVpQStHc422abOXuHGpbmpFzjHBwCy6a8fNxBo3ZEnb9Y98fxg881LjqZUoNaSRr/BzEJBpp7vH+f2H2GGFPt2+fJcU8GQDC/kikt9m1u7HmYBjAYwCA2y/C4iLFwdsmKp92ppLzei/XFmbNOOfT1Oy5s44d5xuJhVuGDvphlfgTUcYjSg5j3GGaXuHkUpO0QGWfhFIHjwwTl/cNHslh3f/oXv3vt2IYhmEY5ps4KQPt6QVchgyKUBwg0XXo9yfBpjejqmUb0hW12O02oQRATroRIrIBVyMKkKi+pFUQ5NsE7YI3Axf/erp8T1Ja5gXTZs/Os1iM2F3bta2vpzelUsFlKzggLgM9ftkDANc/sfLDn09WKpyjFe8qeQKvYyQ29dRigtkDtYKg1BFKXVnPpT65PdwCoOWBcwof/s3I7oerfUeHlMY4HaYsOAtJdrNGlmnJ56vCYr6/UtApCSJiC/zB0TDoNBAlGehvBARAr+IwIY2/BsB9dy+ZVDbekqmKii3DS882BtUY6A0gX8Eje3DEZk3Pdmxc1QeDRoDG1wS7VoKCALMmlKCrOwJlRA+dikeyzYC9bTys9qOVtlJKz0DzF0+j3BFDp18eXpBB4AhS9AQUBNlmgXoi8uHKPmprkFI86anmwKfb67c9tnTnM38+p/g2UasD8bQiR+jHFv91p08tOf0UQghSk1eGpmcJWkAC0Iptm1bAH5E7f/t6/T9dMpZSSuddN/PieEz8jVKjsLQd7nj3wz8u3/TV7W4ar3xwTq5w+eDLkT+PHc55POUq7p3GvdCDhyDGpFD9rl8ANwEAHtsabXlukWbpxSOF840qjhNliup+CSqewBuhkao+acP8wYPdO11VPCdXuEGSIa9qEP/62NboNxpbyzAMwzDM/+akDLRnj3EuF4unw2u3ItxSg6qDT0HHUaToQugAkKaNDm8rUwpCuOP2FynkX05V3jE5g79LxXfyX3621N2sLfvNyj3tr12aQTdxhIDnCOIyhUjRBQCEEO71u07P8RrjXeZoV4o90gbZYYcaR1cgS9Zzs4f+3tTYvDJcon7Qqef4/V0ilAJBv9KMGXYzKKU4+OVaLNTXCpyBx8FuERXWAXRs/YB+hhFv6N3V5xYqe3X1HAeZUogS9T/xk7nzf3HehHd7uvuEpngm4v3NgNoMlT1G/R2dUlrh0XtdaCXgBupRoOOxzS9CKRME9JlQCTqkKq3IMmZgr7seAKATovBGg1CpEpPG3D01CHkCyDEqIMo4rpJBTAK0CkDgII98LlROKaWlg585GoBec/G7syqyrAAQCFXglX98+onVOmnu0P42jaQ99j7YY50wUoj/7n6veXFjM4CrAQD/ZAFlu5bkHvt6pLafxHqbw61pmRperYcUDXHhaPdIALuHtnFqcX93gHI9AQkKniAmAXFJdq9plK647fPIKgC4eKTC8dAs9ad5Vi4fADJMZOGMLGHKphbRC4ZhGIZhvhfcv9/kxFM6ZnxxRWkuUpPMKB8/EbqMQszKiqDUwaPEwcMva+AJRLBhdw3sRg0iulTs9VtBKYUrAqzsVf91QppwNwHh+0MUVj5sEVp3nLFqd6O/wMaXlDh45Fk5lCXxSNJy2QDwzr2L77xkzog/TJk4JiVuzIS7txPetjrUuY7W3efVxflvXX3V7deNVY61a4n1rYOxv7R4JKoSCFq9MriIB/5QGN39PuTFa4fHwZYnC2j2yPRQs+vJix5ZeUVvd/c7+VYe+VYO2SaCg710w+TS1GuSzDpLe2cnikeWY+SsxcgoG4s4FYgtOUVwRYfXakBjUI1kfSIM17kJOq3jUDbjdHS3tUIOUtS0bEaK7xCaWjtRmMzD3/AG2mu/QNuR5ShufxinFiixv0eBysBI7OmSEJcoBsIyAjEKmVLs6BBfPLaawczyTN1vL5++MMmkHS5zpddqkDlyXHU0Hh4Yeq82OBZRMbFbIEbR7pPl3qAc+HiJ9qExKbzGPO3isuRL//ReyhVPrrAtvOUbTMcCqvqljaKcOLYkU3R7Ip/I0eAOXp3otuZVWqJ05g7PsVtcpEgbl8aPKLTxKLDxMCiBgRDFh1XSwzctD386tN2IJH7CUJht9VoRlueXnlV25R/TTcmqb9I+hvlPEULIw3c/+djbf/2s7bUnPzz4i+vvm/tDt4lhGOaHdlL20Bp1muPGm+r0RnzaaEWxqh8UgFbuR/2KFyFGCRrVp2P8iBx0GU/FA7uO7D/S73986ft731h3ueYnJjWPKc7BS0QwhxAi7Lj2uE5EROXEWIW8FMsEjiOIxkRI9RsxJT3xu4IvKmNDqw5OSw6yMhdxvNf/8BlJSrVBxXFftoq9o1MSYwOK7Ryq+vz4bMXadc68Mm2ZSCYaVIlfOCileO9I/A4xbewq3R8ufCizoGRGVGqAlgOUAocRSbwjKsrejq5++Gp346A6AkGthwtmnL7wFNS1D2Ag7MBAVyVkwqMyrkK6pxIqBYdphSa0yRQHG7pgH9iPNu82qDgRDWGKziNLoVBpMd0ZxJ5uiovLVcBgTJueKaKejgZHpmDbQCsau5tg549E3jgg/el3m2O/Gbo+F55SYnvyprkrRuc7Jxxs7B0e0CxKMlp6fNWevn+8YVTMvkfFxeBQhbCvR4F6V2hpIEoNV1QoF2gUZAyAMTFZO+p2/eQcZVLuCABQWFJPscy8otm98bV/urDEsS7/KPJnUYY/38qNrnfJB65eFnnOuUTOgRg7xRHqRpBTISrGhntV8yxcUYaJH36ObFoOwXhc3t8jf3rscTv8cqM7TANB0ax3iw/CYczGBeW40WkosQDfpAYCw/xnbr/2niUzJs75Bc/zAJDOEe55Qkg+W3mOYZgfs5My0NZWVYmFeZmCQuDR3d0HddcuaI2pqA6pUCp0wKghKDVw2BPLwtgROQCAFIcJZ+elF0d2vu+9okKZPz+XG5iTyycNHXNimsBfVSHc0RuUO2KinKsUOAyEZUTjtAoAOl2BagBo7/HAqT3674pRxUGpTkdJYaLzr8fn0eqUHAghSNZzw8cnhKDFSw9d/PaRhU+f2rC4W4NfzsnhxxpUHPd5vbjJbRnxyR2nV3yR5TRlALk4tGcPRoS2gxACV4i2bN7V+MI4o/uMFD2sAz16aLSZsKQYEYtJyE+zYP3mWmRZs0BDfszWHsYBL4HRqIVp7JnItZgQDIWxbZ+EbBMFlQlMKsCsAroDARzuJZiXJ6AvmFiAAgD6goCPJ+KYnHzBH6d+j6dtlWiedORgc/sTx96LC2aWXDE63zkBANLtBm5ndWdEqeD3Vbe6Vl7/xOev3TdDOW9BsnjPqMJzQYgdPZ5svFu7bOmstNZzNApxOFBq1PqFgsmpoFQGQMCpdRrB5ByFr1lY4usM/mP/PABMB+BdqJ6riT/lMMpXxi4ala0cCHnoS7sP1w1tv79H2l/bL/UU2nknALR4JDS56Suf1sRrjz3uX3fGql5arLk+1VT+aHladvrQ+9mW9FMJIQKl9N8OmWCYbyLJ7kweDLMAAL3OkILEr5qRf7oTwzDMSe6kDLQHjjQ9l26L3TwgdSLorkU5H0GFoQk1UQl5Vm74q/zoV6KGgpPVf5yr/qQ/JPte2B37NCrKl6iERIDrD8kYn8rrVTz5otWHXECGigeUCm47APzi+XUPCDzRRtz9Z2b6aU7aYAl9b0TGkT6uYwqQ5o+EZE//Wo63Jz7fFabIHxyDGo5TqATY3zhbfc/5pcJvVQJHavpFtPkknJbPTQ8N0D8mwmxCZlEZNny8tVaW6a6/7Y7dv6xmq/dvp2tetmdPufOU8vOGz6mqrhpy+CCS+ncjnxscYaICUgwEvTEliiwmAMC+HVsx2haFTcvBGyHY0ipiXp4ABU9Q0y/BFQLUCqC20wpeNwIxjRExfb//3g9fXnPKJNsZt18+6zwA540o6Fg4szxzzsaDrcHBJgyne6tRA4Mn6Cm95qVplFJ5ycMAIWTNBTPGhQghWgBwmpMxv3xK2eGGaFSm7cP3SuZzFAXa7f0TZ2jssRiwcash4nF37vlvno+HZqnH3jhO8YFbTjMWFmYn2qbVkLOKsq8mhNwDQH73XM3NXQE50B2kvCdCuz+vEx95dnfsza873rXLwu/8fsEv+LIU6Q2eSwSNQDTYDkD6uu0Z5n9RXX94VUnByO4kmzMZAFo6mj6llP7HYfby864vy87Im9TV21H54ltPb/vuWsowDPP9OekCrW3hLZcobLdL0zUtoQXj8rRAHmqrqhDq/gIFNg4rakWMSubgixHa1tcUr6+pVeYXFcLrD4G27UONkAneqDZOzGut+KTa56pI4W0xEWjxSNQdoY1LK8WnLi0nRpuGjGzz0j1/2xX7zakA6jvcMQA/e3BRwfxx+Yn6tEqBICpSrGgaeLD1k2WtRbr9V1Y4/BdGRA5qgcAflVHdT6AY/GZ7SoaQUtUnXaISEoW3iuwC6lwS1AqemOM9MyLRONSqxFjYHk+oe/ZrwXJKaXSoeOr7lfFXxpek3nns9fD0xVGBvWgiR3uNKaUQZSAcCSMciUGjVkIT7oXNmAi8eiVQYOWG21Vk57G1VUSW1oLSoutg0Sfq2O7prrJMyTpwwdxpR4fwTSpJmzh7dNZMACsIIYpX7jhNt/Fga0deijnNqFNF99b1/J7So7XUKKV07z2/qgUSi1VQStHnD/StaC16x2IuPb/Y0Kh1i0lYEyvvOPtyc6pi8PztDp/89nsfI8vMmVo88jeagFXi4KY4dJzR7T9uZAoGF2ogz5yqPufsEuG3Sj6Rpvd3Sz1/2xN/69mvOVaKgdPMzOJHVPZJy+xay2P5tszzYlK8f1vr/p+xr4CZ78JrS1+ovPbiWxaUFow4zx/0D7z41tPP3n7/tf/RvrdeffesC8647H2r2WYNhPyRX9380I1/+MuvX/uOm8wwDPOdO6kCrX3RL27Sj5zzF0e0ncwZd3QF3MKSEtS17kJ7uxtZFg42LYcUA4hAZGVKx1rUtWxHW38I9rxRKJuYWCBKldVfuGHlJ5+EYsHzKIAUA0f8MXrjPeuifwdwwZvnaG4utnE/uXmCYuNfTlPfc/OKyApCiHL15Ybsg9JonJZ6ABIl+Li/nG5rqX/1o90rY3dPUzVl6vgpu0JyRptfjk1K55UmFYFNmwiSB7rFQ3EJHgCFQ22XBiNRnsqTtG3PYWRkZUOSZeyq6dr47K3zZ+/521W/FnhOsae2+5n1zdIbNb2t8bH5kxWEEMiyjAgdgEYB5Fk4VPZJ4AnQF6TQKYE0TRx7vlgBe3YRYtLRcMcRIPqVvsUOv4SwkIw5+UcXZbAKVvTJIQRDEeh1icUrQpEYHfBH+gFgxcPnP7dwfO7VhBD0ekKhR97dfuPDb29946v3bVN9/a2EI3/VKJQpDX19y6587fXnKaXiOZNvPL0meeb1kixF+vK2VI1UTXh0aB+DVaudM6l81+1JB32vnqW57cqPw6/+p89Jo1uuDsaomKpqFKpbd6A4cyL8kUh8d0vLo5RS8eMl2uyhMAsAFjXJAaAEED32OPdMV5Wuv0L7YbGNK2ry0Nb3K3934eyPIncCwML/tDEM81946e1nDgI4CAD3P3bHf7QPIYQ898e3rrCabVYA0GsN6uL8smsAsEDLMMwJ76QKtApbxnzCK0iQ6NDriyPJmOjN8/pDaOj2YU62gKhIsatDxMxsBTgyWLYr4oM3IFGNRFBTWUXyioqQkWJXCFpLWYYxDNvguFGdkow7NV/ImZgupC0ZITyh5IlQYCMwqaSPRqdwueeVCCnTM6h2X88B7O1VQgJBpHuPt7svFAOAFD3JGuEUHFYNAaVUubzD4MsVPcYWjxz3RKlb4KB1hWjHrg6x0aEl2a1emVg0HKnqk5Ck46AQW5GfNhoAUN8xwM2qyHotzW5wAECG3fASx5128byxOcLyPVtQnJyOmBCCMsWB/UeACidBqYPHzg4R7V4RWpUQWFxE9EAnmhvaEfXI2BsmKLJzaPbKiEoU7T4ZVg3Bnk4Rc3MFbOjwIhKLQq1MzAzr83RBpchB887V0OVPAgiHzfsb/v7Uh7t2AkCW07RwqCRXklmrnVScMuKa0crkhfnChd4opKD6NL/AC/EXNn+59EGX+RaFM/9SSMl+3ch5dgDdH257bgOADQAw5fy3kgYOOX5pHZljBYCtG8LYnHY3UnxPG3XGrseTzrkvJe7p+tK9/uXN/+45uWtNZM3rZ2tuG+WULxkIfxB4b+/hZX0R/ba/fLFhLwAc6pE3TE6XPU49ZwaARre8jlIa/epxTs0X7iyx80UAkGshmTOzhHvwTwuHMcwPgxDCP3rfs8+9/ZfPFocjIb7P1QOHzQkAiMdjwX+zO8MwzAnhpAq0cjTQDgBhTRJu2dGDO3PqYeaj2PnlRizJJeBI4uv9sSnAyzU6mNUA4EeqgSBgJUTXtwu0F9jX1YTRMxegx+Vz2dKPVjbLt3KkLIk7O91IegAIuZbEzyamC8pbJqjuCsdRv7dDomVOnpjUiR7iDC0nzMoRUrJTxktXjCx90appUAOJSWDFFmr8rCv7k7RIQ0WeTcgyKJE0NoXL29Qi/nXCS6E7PrtI88cZ2fxtQ5/fwxsAAOGYKG851NySSzod4dowiC0HhqR0xZmTCxZYDBrMnq7CB3vCsCePgKjMQZepFf7WdVByFP0hGeePUOJDd4EmLtVDwRNkmzn0BWWE4xKuqpmO5/K3wqoBGgZEHOymmJopJMayCiYcqHkXNksp/NE4AsEBOA1WxMXs+M41W9buaWl+6NEt0eExeeGo2A4gFUgMJYi1HTr/9kmK00Y6hREAcNDTgrLCKyBqrTf8STu1XNCZzQDAKbXjCCEzj/3KfuvSXb2fXm3d8eGuc0+t44vR5q8AJwj4ND4ObY4JFm2q+vdSJBCyzvvJRQNr/rbs3z0rl38UfhbAswAwC8Cs3IkZl1Qsnra388jeqt7Inkfnqc+YkMaf541S97O7Yo/P+ppjCBxU/+o1w/xfcN9tv79+ytgZ1w79clnTUBky6I3a7r6uxv1Hdt/PinEwDHMyOKkCbeDAqvsJJziNam4BaI3BEvsQPb44NKrU4clFAKAUCDJsOkTMebRA2EZ2tsWhUnDItyYC6r6uejz5D93fjzT3v9qdq9qYbEgMJq0fkGkohq37u6WuUUmcWNUnCQIHREUKgVBpUaHioZhEiUl9NASnGjj9hLLsC+eOL7wIoUCmJNeBH5yc1ejhcLq1dbGKVxAFR5Gs59DklhGI0YX7b9CNdkdoz2v7YxvzrFxRp1+u73VolvUcaMmsbRvYOk9TdanWnYSYYgTCTX4cbqvGzEllqO9wg1KKQlsYPT2fQxPpR05WNsSMxajdtwtn5/WgN6bGnJlT+Zp6E+S2vVARCVlmDmqBw3jaj3P6b0SS4MdE9+c409mLNi9FSGWDSmOCyjQeMZ4HUcowKjvx8d7NT27sTH96dWVN04VfuR9vrjlwtyLct16jM5BIdwNGqDpziuxHH7liQw063H3QOTJnCDAPvy9YU6dyWpMNQD+Q+KrUduqtVy3UTzRkdnXRL2xnETJ4GF+MBxRqAACv1muVztxzCSHLHWff86hgSZsrR0Nt4fodt3m3L234Z8/Nn069+7wnF937olVjNlf3Ne67fMzZZ7y+N/IlgC8B4Mx/st/WNumFHAs3L1nP2V0h2b+zU/rb2H/2IQzzA7GYrEnkmP//UynVvlt/fXX5kdqD7V/3zQPDMMyJ6KQKtMGqzS4A598wTpl55ShhRW0vyk4tUOCIYyx2Ne7DeEMPZEpxxF+BEGyIUIl+UK0n3fEMXFdyZHjFq9EpPF5csXvtq/tFzh/F69Mz+XMoBdnfI7312gGxnVLavvISbZ0vRkv0SgJCgECMLjGoiIEjiUUSLGqC3Z0SaryKwM8vP/UPTqteTSnFyrU+FNAqSAo9FMooCqwcOdIroluTj41uLZKEEIrs9XnlTj4PAA52i3J5ssBJMk3+R03LgMkyWVnMJ1t44cCUA4FZ0KoNSDObkBztxb76bowtSIZRlwh4H63dibDGjm6/iNJMG7JPOw0bV7yFwklzkGLWQygZjZBrL5J1iZn5rV4Zk7lKlESr4eAowhoZORYBUQnY3NYPg6kMFZmZw9d7+e6dofvW+e+itDL+lVsBy+xrpiutixYlH14j3pGxScFzBPUEiIkyVQ5OevNEFNCbtUgPxyQ5FKacUiMAgOR31cshr3voWLZTb7taV3bKi1/y80l2/2ZkNn7Q7VJlxZ2xvoA3DhHAyKFtaTzSbzv95z/NSTH/fLS8G22CvXxP/kQB/2JY66iU4vtsWosZAEqS8kbPz5/6EwD3Df383lk/mZdicOTXuVo2PbXltSMAcMOEJfmz8x45c22Lb0W7581D7nDz5498GT28pPz05LPK5v1Gr9Daq/oaPr5z5SNvf6OHmGG+ZTUNlcvzs4tvsVsdNkop2rtblx2uOfBPf8FjGIY5EZ1UgXbI87tjrbNzhCkPzFQ1AbDGwmHs85fg8+oUtPh92NtRh8MtW+C0aDm7Sif3Bqq4uz4NYEQSh3m5AvRKYFOLuATAvGU1Il/dL0fCcepv8tCxAA4QQsTZ2Zzuj3PVGJ+WuIQZRpKyvCbmt2k5w193x7C1TUZYJACJanMn9XHzrXoQQlCQV4Sga4Tsov39QffOpEM9Ei7+lKDDV4uSDBvqOt1QEwnLzgcqUgT4JSu3yTsWbqKE03TkjDGZmQQA1uwpCF/22jvwRSJw6PX4+CfXw+3vGQ6z/S43Nu5rwlOrmwAA580owmt3LoInroD34Doc7shCwbiZqI6bkQwPdrSL8IRkJBsAo4pAIwD5qQIIIdBywPQMoFGyHHedLZZR6yhdGweAudNPM5cWjJzj9Xt6l7lE6EfMWc5rTYZn6QS0t78sPZm+jm9wyx/v6qR1o1JVt0WoSilrZiNFImhqa/xLyOWpVSblXE6luC/ScvBeSunwtDTBmjad8AoCAM326ZgmbYmuHG1O06mShHaP133OgR3VHcasNCkwsDVwaN0fpxY7/vai7g1kaaMQZYpbGqaOB/75xBkCctx/BxzhhpdVe2rRfT+7csy5f9IoVHxPwNV/zyk/OXNb677KB+beuizXmlECAK2ewsbHNv/9DQC4sPz018enj5wHAAX2rDMfmHur6/61T6/65k8xw3w7nn/zqd03XHr7/MLckkUDnv6e3z9z30t3/e6mH7pZDMMw36qTMtACwPom0ffHOco7VzaIL/5l12ec1WBEUVIKNtTWQqUQQEExMtuO68bMaD97zKTMu999Go9uqIYvGkexjcMIBz+vul9UqQRwjW5ZedEIhfG32fyayz4KjyeEzNvXLa9c9E4Ym6/SotDGI8XAI80kGVbVi2jykrhEBEIhSbG4pHrniyPI1oYQDIfha6kJWKknZtY5bWFbPiY/WofTJ+Ri96/Oxs+fW4+tlR0AgB0dKqSYDAhk3ADXhHOgMdvQ3HCINHcfRLZeA6hLqSTvAAD0BQK46+OP8ZMz8uALRgFJRGDfZ9hV2Q0FzyEuyXh/Uw2um5mF09ND0CgAKtfg/TUmjBoxC0s3rkK22ocRyTw6fBR2NSDJx19PngBebyXi0kQoeB7hWIzW9PQtuzzJofzt4rOeuu7syy7NyBulj0Qjcs2KVVu6tSYDkBgr/CGZ293/0WdnvXtY3AtASL32qRsFS7KSi/hBOziE/N6W/s8eHh7TSgghhoquKVSWxOChtbvsZ/6yng7W6wWAS528UadSCgCQbjZZ/pTS884pj197W2IRgzvx6iXpqixt4ptUgSM4T7//+Ppcx3hy0b235FozSGVPvZhqcgrusLd+Y9POFy8e/HmZs+ByjULFA4BTb7OPSS29qD808NFQmAWATHNqbp4tYzwhZMXG694aHnWgU2qVWea0CQBYoGV+UM+/+eReAHsB4OGn7/2BW8MwDPPt4/79JieuX62PT/3DlzH5hjFC5JWzlDjY2Y5UuwGd792MLx67GEdaB1DbvcMZjIYxrThRrmtmJo/3ztPgqgqFRiOATEzj8fmlWqyoF3HX2uhFhBAHpXTNOcX8c4EYxRUfJ+qZ9wZlFFg4PDxHjTPyidcfjjtjorwPANob64OFAxuhaduGmUle/UgnsY7V9/IPvrIGBVaCe0/RY8OBVrywYj/OnFwAAMgxE+zqUqE/aww0ZhsAwJI3Eru5xIoNBo1xZyQejwKAguewo6ERZ6m24+Cmz7F6867OeNCDre0S4sckU1fllxgIy/BGKCgAI0+wfe0q9A24oRGAiAhYtRwa3ByyTAR7uySsaYijcUDCgR4JRlqFv695AquPHMaH+/YFrn79jbf+dO459xfkl9+YkTdKDwBqlZrL5OOTwq2HEOtrAaUUshRvfedQfPdg/VmRyqKbcDyo1gyqNkAK+31DbSSEcI5zf/O6dcFPt9gW3LzDcfY9T/d/8sdHwg07n471Nu+OtB56x0hj1cfe52A0Fjh2RS6TOLDr2J9rRf+Br3s+fr/gF+cvKpr15JjUstJSZ75Q09sY/aRy7T3P73y3fmibmBT3H7tPKB729/j7G/tD7uEhEZ6wz98bGGiglMreiP/w0PvheETuCwxkZVvSlcecn+Lx0391w4vnPHzHtePPz/m6djEMwzAM882ctD20hJAFAK4G8MdbJyrv2trmR7cngl9dMB56jRLTRmTglVtnoL43SdlS/xQ62xPVa4odPJQChywzBUdAKIAZWQJeP0uN+W+GlVPL0rYSQoryLOTnpQ7ugu3tkuOtgzGaogeZnauEJFNcPkphH5MiXL/kgzAAINMg6QBAPKbXs9UrY1eHhEfmqmAP1mPmn49gdnkakjgPACBJz0Pg3NgnHr+cmTsaCH7R1vLO+3v3PihRWg0AFRl67Gr24e1DMVxa3oEPOmPhv9XEZb0SnIID3INrCP10RRhaAQjFKUJxAFgLiQJ2TWIbvRK4f4YSyToBq9rSoJNbMf/NKNQCh9hgMKa0ERTPIstiNmy8UttENFx9g9ePbADNbQ148MlfobG1TiFxQlgW42rCK0TB5HgbuH1wfyrbTr31dhDyDKfU2mK9jf8Y+PyZV4GnAQDGyRfM0+SNu5QQDuA5aPLG/1RXNuuV3vcfHK728MT5500za1Svp5rN2VVdXV8u3bv3z6cdc432906hNm0VNSgDZCBiQ1twcfL1yYWaQ9214WOvpVGln9wV6OOMKj1sWjOS9FbV/IJpvwGwdGibHW0H7lELyteS9Pacuv7mjcuq1j/+SdW6/kcW3nn1qJSSuwnAH+qu+fNrez+sAoDPazddGYyFnrFpLXNVglJ1UcWia1JNSSYA5xNCyBvn/+n1mTkTlhBCUOLIvfGacefPfnn30tb/9LlmGIZhGOb/d9IGWgDXDP75VE2/dNuKelEDANNUDdix3Qi9MwtJSQ6EHAtJ145PIXCJQNsbTFSKEuXEAgOhOEX9gAy13oT8VBWq2wbyrz+tYsrzy/d9ObhM6ou3r4o8+txp6kvqXFK6RIFSB4/eoHQlAA8AhGOUUkpJh09GvjWxStiW1kRQrXXJyH06CIkC1S29WOtOfFUelyhUvIzgtr9K1JHKG5Iy4GnYiRS6q+/Pn/3jmdT8Mo1GKWjCMRHnzRmNXS9vxBPbY5g0bQYunjkm784LngKlwMQ0Hp83JIajfnqhGvVuKV6erFAsfCOIYByIxoH+MHBaAY81DRJuWxXDw7OAVITw222JuV4RUcYZ4wtR3+lGit6CQx2daHF7cPtKzvmHMw5IBkUS3tuxDe88fw9iYhzxeBwpJgS6vPH3qBS/IN7X8jQhpItS+gEAuFY+/REhZBkAFaU0BDyAO+bNG2lS2Bcu0dqLtvvd8BoTvdIgHAHI0YXrAfxs6ftfEkKK8h0Oe31fX8+xK48RQpT7bki7uyI5QADAFQrAGhxZfN3Yuk9vGKe86/ndsb0AcPeM68YtLpl7WZYlFa6QB23eLsRlCUpeYTv2sx5Y98yXhJCiNKPT2uHr6aOU0jumqHIXFfLn6gUycKBXXnrHyvB7Q9v/dftbTS+c/bs107LHnT70XpE9ZxEhROvU21UjkwvPGxo6kW1JzxuTWnoqgOe/2aPNMAzDMMyxTuYhB+MBtFNKu/d1y18OVTQttcYwUdwFpRjAiBwneN9WOJQhFNkSl8KkAra1ifDHEhlJpyDIMBE48kZidH4yXL4wKlv6TQBg1yaOecdk5d3j0nibggOK7TxiEpBmIEUWNdIAwB+n2NoqIibKONAtYXu7iPqBxPFf3hdHVAJeP0uNN88UMC83kd2e2B7DQJhilno7X7BqETIr/4DJA6+itGd5ysdLNAfOK6Zf8IO1yKxGLYozrKjqp1A6svDKRxvR7Y0gGAcyRg+NBgXybDzGJAuhFw7p0RsCgnHgjskKaBVAVR/F++cnyqg+uDmGVbU9ONB9tEs5EItg81MX4S/XnIFXL18CngAHemTIQrK5p7P+b6vWvCr2DfTC63NjwsTR+PBcYTOl9CoAowcP8RohRAsAVp3OAID/41xVxY5r9Z9svdaxb25ezq6zCy969NfjllzzimCh2e4eUFlCsGbrdk3hlKuuWXzfqvXXvlG37LLnVt8y5fJCSmm8rre369gwa5luSSq4MXVNsd2nG3rPpo0iLjVgWkZozs0TlLv+cb72fgCYlDn65ixLqj2xjRneSABJOitq+5vf/eqDRCkV273dvUN1cc8q0a86JVtx6bg04bTzS5V/f3CW44KhbQkhgjfsHyPJR5da80YC3QAiPYH+oDcSGBh6X5Il9Ifcrn/6BDMMwzAM8x85mQOtGYM9pNs75DuHTjQiUgRjFB0tidn/7ubtyLMcvQwqgaDNK9eqBW5DVIIcilNs9jiRUzoKWlWiQ/vLI+3NAHBavuJMANApOWSZeU1PkErrG2PY2hbHwT4OZjVJAwCNQIhCIAjEKKgtBzFnBRTaxCIJAgGuqhBw0UglVDzFmJREoH2/SgJXMh+KiReiz1RGXX1dH3kPr/PkmqlK4AiyNJHUY0/2qvmJylX3P/8Z/eCLQzDqTSgpGIHRY+Ydd1Ha+Aydx+8FAKQbgGvHqjE3m0PdgAxCOKQaCCIi8O5hEXMKkof3G2Mdj5pKHoI2jjSLAykmE2QAMp+snZKXNy9ct2U3ANh0PFbOqIkf7pM/AgBKaS2ATgA6AGcvu+knLx+5/9d9e391V+e5JaplE9P5xVPSYxUGWaMyqxNVFJK0ZnJT1Ovz71t5RFs0ZZKucNJP1uVVzG/kSf6YtLJ5c/ImP/m1N3yS+R7lOMuM9aGjHbr9ITVcwSByTIegEQg3PZP/ZYaJM8tUPm7aW1SM1nxcufbiGz7+9S++7thD5peWlKQbaP7Qa6MKZGz6zL+eN2KhHQBeOfePz1xYftrlta5mNA600oPdNS3b2vbdSCmVKaWxXe0Hb6rpa2ptdnd4Vtd9+cxv1z3zwb/6PIZhGIZh/r2TOdD6ABgA4IPK+AEQBABgQ7OEFq+MiUINNqzfAMHdhco+CUOLUrX7ZLjCctKY5wOzIiKCUQmhOdYe1K98Kb5+Z1Xl4LG9ANAdkO0AkGdJfIWs0mr5ArsC1JKNMwqBJF2i3qqKJ5iQJsCSOwoT5y7CjFkz4CyeAABQKgXcdu35+KLXjO7A0fGucYkivXMtxMo1mFKaRmp2bJprMujVQyeXy3VBlBK9gL0uN8Zl68ARyMv3d5N19SGEwkGcNuus4y6IJFMQrZkng/OnypMFFNkITslJVKn6slWCXZs4Fwrg9Irpw/vOSJuLJO9pOHxYhCxTKPhEuN/T0oq4KOW3+9ADABqeNr15SFx87bLwm0BikpeKV8QAoMjpvK442Xm1WlCoDErZlmehw1/vK7njV+DMNquM6c6UMo4bDKcqDVbHEvOzDEptxtfdcE7D2YlA8FCmA3+OqvFMk0P8rH40MgyfwqSOIS5REAIiU5BtrfuebPN2NQFAT6C/91B37c33rXninWNXJ/s6eQ6HwxVPGn7tj/JwGqbbJ2aULwCATHPqXI7jUOLIQ641k/ijwffvW/3EcJWDX6z44wdz/35F9vQXLnJc99F9t/67z2MYhmEY5t87mQPtfgCZhBALACgI3uQJsKFZRKmDh0YApK5mRCISOn0S9nclwmGSjuCycqX5kbmqpQDk/d3y7qd3xs57Y19oWptXAhK9vj2EELK+WbLqFKDTswR4ogQHfenYnPIokuGBij9aKSoiJTJLSmY2CCHodQehSawhALNejTUHu/FxhxVfdGixvUczvN9bh2IoVA1goL0FYzJUhqo2Fw3GEsfqDlCQwW/bra598Lc1e07N5xGIAaJMAVDMnXHsVCnggyoZMmcjBk1i0r2Xs2BLJBflyYnHoDtI0eY72nGZbDQO/12r1KA/0oJFI0swOisTGmUiBFt0WpSnp+GsUSMWAUBBcn5OWtblpwCJ8lsvn/P71zQKTQ4AjE4pm5FrtyMUi4HjdWj0mYbDnJpfR5u8VQjHo2j21sFgdsdDZLgcbKIN8SgopWh2d6z9uhseaYl8JIWkSMCiwjphBJ1peUKYW3gvZOEprKzPRKaJyBubpcc6fLL7sc0vH/zl549NeHjD3+b8Zs1TY+9b88TXHvOrVh4+sqNVnLh/S/tkHOwbh0r3rbDpytEfTAwdCMZCbUPbUkrRG3C1f/UYNEH86vsMwzAMw/x3TuZA+zoAgsHJYS/tF286r1TAP46IWHokjlYfh0jqKMw5dxF4vRV6ZSKAHuqRoVdxGJ3MzwUAmSK+rlFaa9PgzwBKzyrTmbc8enZnQZrlfVFGISF44PUW59J1jYBzxu+RVTAdEqc9viU00eMa8CaGT3qDUZRmOFCQZsGAP4KWHh8CkRja+91QyokKVg4tgX9wUUpvXxsmmQagEahyS6sYPdQjodEtgxvMzBLlwEWJ+aFZak6nAGQKzCixQ276K3r3/HW4GcnJp6HUNAFjJkwFAFR2+DF59gJ4hESPY6VbgYFj6gBI9PhitIIiCgV/3PwsAIlas3fOX8ADwP72dpxeVnbXxRPGTpxdNn9uOB651BNJnNO4lPGktsuPNIsZIgW2u8Z8vKlFfGN7u/jeu4dcZ3/Ztfz5htgyt8nR2Le9qfYubyS6Jd7fhri7E/Gmva7JweBfPjyy+rZrP7r3a1dJ6Hit4wP3Zvdp3j3eX1/Rtliyqs0AAKvWjJB8Zf0v10YnXfh+aHgFsI1NO/v/tv3t9ctrNvx/ofOfaXa5ou/uOTy32l+61BW7IhCnxaFPq9c/8+jml1YBwBeNO27e21m5vra/qW5tw9Znb/3soWf+02MzDMMwDPPfOZmrHHwI4BMADxBC9lNK1z4+X1HLgy+86IMwxuSo0Onbgttn1UMXdOOvuxIz+mODc3kkCjcAKwArz9E3n9gem2ZRA2XWOG54YqW9pS9+DoC7AjH8OaJ2PEd1DuitmejsacfG4Bwcbl8KbzTRAdnoJXjskBn5iq3YMdCIkK0EI0vy8cbdi3Dhw5/gy8NtOH+EGiSFx8aWRIj80zwVrqhQ4kg/QbamD/4YwahkBV/dL2040ivGo9Q+iiKSAsjwYDTy5BYoOODeU4yoQxbOnpqD+ePT4AkEhi+I05qBHFsS5jgKMW9MHdbsbcbp9/4DTk3iM3e3RWAzaBAMxxERRexpPlpNqtlTD0M8itxgEqy64TlXIEik6vHZ2RidnIx93d0467nniYF0/mlPQHZuWfFHWDRGSJKEefnTQMhBAEBVd8+KS99Ydt7QpK5JicN9UpCU9Fu9SqXe397eonTmPa8ftfB8UFny7fp46Q3uzhgA3Ibf/dOb3vV21xeEkK36y7W/OfZ9UeZdz+yM7fpn+30T7+3e4yKEXPzS2Q+/PzG9/MzJmRXX/vnUXx0G8MLjX/69EsCcoW2vwi+/jY9kmO8VIYQDIFBKYz90WxiGYf4TJ20P7eDYxAsBvAJgBSFk7f0bxU1aJUFFhhZ7mrwIhOP4x7Z2bGwRMTk90fPYHaS4/tOQdMNnkbUAegBkfVwtLYrLBOPTeHgiFJeM1mHnXy6LAvjL0t+c9fDtF8647oyF09DfsR0Hq/bipZVf4Pb1CvQP9nbWuiie2dCDvx7SwBVXI6VvGzo6OlGQZsXrP1+AUUkcVtdFsLrHgnRrYphskg54s5LAHYqjJ0BR75KQYuCgVZDwpvBvvV77KykZtsRQUqMuBVlGP0Y4eZSn2/FQRScWil+gdsOHyE/Vgxsc/hAKD8AdDCIa4PH5Hy7EnNFZWLW7Ce/t6AQAWHQKRGIx3LtwPLRKJXa3tqIsJQUAIGgOItUhotPjwe6WFqSbzQCAuCQhLknYuHIVXtLpMTEtFasrq7C2ITAt6O7IFjQGxMQ4nlx0H95p3yhn27U43NF5YE1l5U3HVigAgLeuufquLXfd0bzxjp83fnjj9X+L9TREXKv+8rpr9bNvxQfD7H/iwbm3TfdFAu7K3nr4ogEc6q4Jrarf/NNv/hT9c/fPvuWG+QXTzjRrTUgxJGnGpZc9TQhR/vs9Geb/Ntupt56Xcs2zzWk3vNSXdM59fyVDdeYYhmH+DzuZe2hBKY0CuJkQ8nsA8wMx5FT1y7XXlNNC36QiLBhhxcj4IfAcwbY2EQqOwhcj2Ncl7Wrz0YFJaVznmcWKvHQDsDBfCbuOICZR1OrLcaiudefyizWPOSyKyziOQKXkUarbhfZIP6ZkayF5OkBkDjzHwRvnkJFfAo1ahdQRZZAG6lC7fye6j8Thdvvw62vORV5WomjBR1/W4J1PNkJnmYoUczY87sMote+GO0yxq0P0vlVp/qS4bMyLPMfj4kmnYWvVSnT2H4rzTkmxvxuwcf1I0wIAQSnfix39zdRu0MQC4ZiKRjbHvjzSpsy127HVFcdDZ+ai3BjAU5tcSDUQ/HYGwdllafCFDqG1Ih0v7qzDtZOKMDoZSNd5ML2wANvqW8FxwPT8fNoVDBPv/gPYdLgSKbIMIgi4JaMYrkk/wZc1T5AavkDZnjwGTpsDWt1r+I2jg9tdrZefOmJ58/qKOfce/PV9o7p9vgPPfLHh595w2PrJTTc+ZNFqlQCwuLz8ht8tPmMZgBXf5J4TQoT117z+coE9O0mSJXT5++RVdV9e+eqeD/d8m8+WVWOadOy/81qFVmXTmJMBsEUSmBMWIUSRet1zzyis6ckAwJuSbrLMuX4zgP+vnB3DMMz/JSd1oB1CKe0E8CoAlDr4x0clkb6YOqjQe1zgDYlQMjlDQEiTDEGliq3e2XDVnFxk/XqG8m6dMtGJvbUtjkN9PDitBfXNrXsnmXvHlhUoplfHBwDk4fCurUjz7kdJOI7ZIzkQwiHLpEGTR0apg0elQofSiTNAKcXG+j0o07ggU0BSC8jJSBlu69nTilCUbgU/YEORKRtyWhHq6lwoMjajwS3Xr2tPW59ZHI3rol8o7ip9C4qRFPu6JEWhTcCGVjW0SjUGq5UBALo6u2hOslnV0utF/rRZyhWfb5QL1Du5zl4J6xolvHYgjhmZPN46R4NUIwfAA7uawx0TesBLCry4owYXlpsRE4rQ1N8Pwkm4/9PPImuqq5W/XXQ6mR6OwNnWDhACmVJ4yicjPmcB+nclIyPkw0hvCybzK3BhaicAgulJQa4pbHh4Sl6eUq9SohxpEyRZDj67cePLOqVSGYlF0e7qgNVgg1Gj1n/Te+3QWU02nSUdAHiOR7opmSuwZ9v+3X7fVHegb3PTQPulOdZ0SLKEFk9H1BX29H3bn8Mw3ydOrVdzKp116DUhHHit6Vv/74dhGObb9qMItMeq7JO8v5qmvHZqRv/LfsFw3PkrLKlo8Cu4tw9V9f1kvOryoTALAGNSBKxtiGKvm9+ZkZtZ2CY4tLxKANdTiS++CGEijqArJGNSGg/t4H5HeiUoB+dQ8RE3AKCxoRlTNE1Q6DhU0lyk5GficEMnygvSAADdAwEkWXTwxBIzwrqCA+gTnDBFOiFROWNW8v9j767D46rSB45/z73jE3dPmjR191LB3d0XdllYWIMVfgsrLKzBOiwLrMDC4u5WpEih7t6kEndPxufe8/vjTtq0W0ud9nyeJ08yV849M9Mm75x7zvsuN9ZWLfzFOXlLfuuyo1d2SEZl6TT6nJT1jEJzDWZo+BniHSYrW1JwJ6VoGUkd1LR0c9JPXsIfMrXfyDAZLoPpBTrvXe1hUq5OW2Bb9qhQ1MSmCR4+20VyZha1rTn87K336AwESPPGYUiz/cTBg57/2Zln/KCzp4dVn3xGtLOTJclZZF16Pf94dz7djmyIz8ZlS+aK7q2FtABwejyOW8pCPDXSukOfER9fenZB+aDPV74aKfDU2EsTGqmts0cj7cHtV6XthWZfW1tZ85YPpxSMOR2gvru5YU1j+Sf9bWdP7v3sn4/lJWSeHIwEL/FHQ6HqzvrbpJSBPZ+pKEcuI9DdnXHp3S+7iydcJYQg0l63KVSz9u3D3S9FUZQ9EUdCGkwhxJtSyvMO5TW/O8lx1xUj7PfEuZ1kuqOURbNJGTYNp93O6tVrIj2bFrXnJ+oZOfECQwraAwY+eyqZHknU30WaR1BtK8SVmke47HPSvYIWv2Rq/rYYubzVIGLC0DSNT5sSyRwyjqpNGzkjpYaycAYlx1+Ermu0dgWYu7qSrNQEhBCU5iazbnMH4R7BiGGJpCS6aGpp54OPljBIq2ywpX+zqb7+47izC9YX94Qla9rTKCm+jupuF5/VjUCGN+KgmVa/xuUlT5Ay/lzSUxJYXdnJi3M2cHfhIjQhWN2kkZ9gkOgSzKpNIdPlxyEMtviySdDaKO/qoSAuk7i086NJHq9Nj43CdgWD7/z45Vcu/82F538yo6RkommavLWlFl92KfVZg/jb8jasNSWWO5vu5IzkKgrjJa0hG99s+xor9BGsGtKN227nxSVLfzZYf+E0l87xQzO2ZVFYVm8sGPvPnin9fW9PKJ4Uf82YC271Olzxi2tWv/DnL/6zdD//ueyUEEIMzyjNrelq6OwIdHUfjGsoyqEmhLClnnnr9ZorLiFYveq1rkVvbDncfVIURdmTY26EttfLa6O/P3lI4i+K3SHbF/ZpTBhdxIDsJACyUyfZX+rsyhh4wlSC/m4cFXOp6Wzi5LwudE1Aosaapih55hZqq9uYVmC9jFEziiklsYq0NPRIIoZkc7tBfkIb7s2zyQiYbGoTiPQkdN0K+qKGyYRBuWSnWdXDFm2oZ0hRMi1dAVISY4vE0pIpGT6YMW0bsuqdtqyR46/hw2WP1aXaa0XENT07LSGDtARo6F7N8iY3QdPGhTnPYnS3sey9Z4jTJYs6Evj2gK6t/RuRYfJORT6F6SXkT8iCljSGpuYxTAg2tbURWPsncly1vLtyYdcVM8/05iTFO1t9/s4P16175LPyct/xpaUnXjp+3Dk9oVDxTTOm/2xF6xZvKGsAKUYn7Tar6le8v4YTUpqZ25bKD7rOptZRQGPyUDKaF/NPbWjLsrmPzvoiv7zwhJ64otui2zIyAOga+7TI6tPNC7vBSoVw5b40sJdiCw/3OuWXonwVxHIkP3q4+6EoitIfx2xA29Bjhm45IfvqAd7QC5qtgayU4Vv3xXucTEgNEPW1U1pSQpkpiWt5H13bdgc8YgpyEzQqqjoo1wSGhKw4jXfKohQkCuwaOHTYFEo2c1NmaImZ+USD1UREhE82f0hRvIeMngCJcW66fCFK87ZOW6M0N5lwxMDYvjorLV1Ban0JZGWkYrfZyMs735i9YcOPphY4Xuw95swhCaTbPyEg12Pz17Km2WhPdpvJKR7BsIyxhKPzACthgJSSkMhlky8Nd2sPp6aOoXehU0lKCrXuNIalN9HsL09pa7iVWcu//HBd28rb/vThh2sBPisv9wEvADxw+aVLM+M8d5d0/HzKTUHB7OgIegyN25M/YJDXx+p6L7nkUEsSBY3ruZo38WdPT1s+qeHSuIQ4x2Li+N1iwn/q7HHkJ+q0B8zg4jrjb6MO9BuvKIqiKMpR55gNaAEe+bT+xR9MdQ2fkL32rjWbhjBhWBEAlQ3tRHInUtdj0FHWQDAkCLgyCEQbcNugIeSiTk+iqqKVk/ND9M61XdEQZVSmTm6CYH51lOpO0xyW0q65HbXkp81A14rxtDeSZ5tPV0YSbd0hmjuDVDZ1kJniIcFjjcbWtnSTHOci0etk1ZYmBuWmUNnURUluCh9syjFOtr+uO7yjqekwP/vu8y+8/OTlY5ZkJqSOz00roqqpjJbOFcxIa8TrtbGgyeuZkuYnYro5afDpbK5NpqrzXeIcYVZ1DiE/WWDLb6feb6O2u4W8hHQAWn3duKwKv6R5fbT2vEGmc5q84cM/r/3fVxJufeGlWa9d7pk5M98+ZSZwCyt5ZnNS8BehG1yXlLUw0j2Wn2QM3Hr8nIhgXddqSJBbR2FXliZpP/5ny9Xjsm1as1+u+dPc0LID/64riqIoinK0OaYD2gfPcp958VA9Z0ltZMlpNe+N/7yuGFdqASlpGSR67AzJyKK6pYdhRWnMC4f5sNaDPdzBuONP56z0ZNYs/AJveOXW9lw2QUGiQAhBnFPjylF2bV51FD24lLfnNTA4I4WAvwqX6KJz3Rc05EwkIS2Ttq4gC9bWkZMWj03XSI5zUdvSzaotzUwckkVjh48BWYnYbTpr1nv1ge6lNHUvDX26NPIvKaUcl63PcEY3/tvldJ8bjYbjnTaniCYbrPHHMWDoIGeetpz67ggd/m5K86fgD4+jy+9DGA30xLdRmJxIQ7AFmdFCWZMfIQVlnVvItUcobzXoNL3kel/hyw1rOFd8S8hdTLxO94r0vo+HuNs3buyytw+Lmzzj4UAzW9o3kG9IfuLNxJ49lHjRFjFDpq45NQ0g2mVsfHGt8fwLa6L9XgzWXz8+zll43mDb7+IcInt9i/nW1a8G/p7hFYlNPtm6q+enKIqiKMqR6ZgNaP94mmvaDWMdL6W4hXdavs475eEt47LKB6zt8JDSuIASr4+ydW7WOkZht5WQYTTg9yZRnBNHZro1P9STmo2/agUeu3WbvjMo2dhmoglBxLBiovE5OrVdJiMS69jcWMuMQhtOXeeTzT5qVs6lrDsFl9fLuDFDGF5kxYN1Ld1kpcRRmJlIfXsPlQ2d5Kcn0NQZYuOG9bQPk2R4hXNcFhOAOUvrjcDFQ23P3n2CebXHrhE2erivZgJlCRMZ5olS4l9FS3wpTmct3W0hNKExb0sZRUlZpIiBLP98Ff7gQuoCuaRkFxENdOJpXEhSXJTuoOTxliF8lnEVwSEJp2a7Fr0shLg8Ns9uOysazDdHZMhrklzCHTUlm9qiLze+dOc9l11+b+XSAaMKANqB3zVsjg6J9tzfWht8ryvcNdKV77rajJhdvnW+O3cstnCwXDLM9uiUPNspAEkuTlhxs+fO3Hg9dU2z8dF5g+2Xvbkh0nko+qEoiqIoyv47ZgPaIanajBS38AIIIRiapqfePz/045OHlv9pYH4QEAyOD+IL1hLvHsrS7gTi7BGMiH9rGwNKSnirbAipnXWEgz5Gp+okuwWdQZNNbSZ13Sb13SYScOmCU4p11jWbNPdEcTs0ri2G7nAri2qbSaipYmNVIgMLMqlp6SY/PQEJjC7OJGqYvPzBEmxFV3F2/uMsrQ9TnGwzqjrNDb85yXVaVpzIHp6unZ0Zp2HTBE91TeDZ3NsRQrA4Kuk2Itw6IMyA3DjCER9RwySu0cH4wkJsuo7Lbqem2UWKaYPyxQxNqMHuNhCAyy4Y4u3iA28Gmu4Q9iEnXvRTx0dLTxpgmz57S7Sr72v6nXcDb99/huucIWn6zKpOc+O33g4+cxkwT2OeDgW9x9VlGLa8orXiiW8/NRvumQ08cAje8u0kOsXWSdMRAzEq05YOMLPQdlp7UN4G3LPjOT8+zlk0Pls/q8FnNv1wVugVNZKrKIqiKEeGYzagreiUZSFDSqcuRFdIsrlDbm70mVWRUIDN7ZLiZGterNeh4QtGyImTGB2NNAbtGMtXkFU0kNauACn5g5ky7ERWvvko/kiE1oAgL0GgawJ/RDI+x3qJW/wmTT7JsAydN1sNziu2A5DgFOQlSEpSBJ9/9iIbkwrxFo2lyxfCaN5It6+RiCOR0txs1iy6nxGFBvOCOuWt5vyExPjTTp088VZXfAoNdTXBT1cv4NLhdlZ2Ddq6uEsIwRcdKT03BGviABx2HbtNI9WViE3XiRgGwUiUqYOnA9AdGE51zYPUdLcwIsNGgVtwtizng5bZbMg8AyE0hmU4Ro6f5LgZ+MOOr+tt7wdnA7MBbopt87fVvOTNLrlYc3ht0jQYWNRJ8fii78Qle+/uaff17NjGodDil4uAnaaKi3eI/ynocMd0Z+m3Jzo+LE7WCg1Tkp+g/QX40cHup6IoiqIoe6bt+ZCj0/feDbz68troHc9VpjSv7IyjOeAc85uTXC+eM1CQHQfrmg0afSblgUR8jVtoaGgkPiOfUE8ny1etY9HytZTmpuAgwvqPXiQcDOKxCwamaGxpM4kakoEp23Kqpnk0ukLWgJ7dtn1pdE2AlJCfACclVFO5fgUr53/GUP9iBmo1DI2uwV+5ihGuTQggYgBCLh81Zsy3RowezcDifKZPn+rKLhnChlaTUlmxXfsTk31x8V4X5TVt1DR38ebHCxrq2rtXALT09JCdmLD12Hh3PEtbkkh16aR5NIQQDEnTmSBXAVDYvo5C4cShS8/evtatsx56JbPr7QfHF6zg1NFLOPlMN9FwNOzr8P/PtIVD5dGlkRs+2BR9cH5N9KUFtcaLgYg11aG2y2ycV2O8sOPxU/P1i4uTtUIAXROMzNSuFX2T7SqKoiiKctgccyO0F88YnDxzePal/s7gmY68mweXuhvTezqXk+ysJD/RCkDddg1TWrfcEzvWMsJrMjxFMr85QkZeAc1LF5NANrquYdauZKinlY1uQbLbim+GZujU9ZhsbDUYmGq1WdERpTMES+sNukImqxqijMyy4Q+bbGk3iRiSomSdmi7JaQmVdAZNhNgWECeEG+mJSD7aFCUvJZ0lnRMzs7xyu8jY440jxRBMbfmSyhobZfogMkNV3HdlMYneJAzDJBiOsr6qZVm6b7HjPTqaExMKdIlMmVZSCkBLVzMJWouMyu3bLjV9/FZbxelDnSQ5ruTBj+Pb+/O613w26yfTTnAVD5pcfL6/MxDctKTi51LKYH/fvwPlvyvCLcD3AaYAfzjVdWZBola4qtH49LdzQut3PL4rKLcrnBCK0gWoKQeKoiiKcgQ4JgLaX56R8cLkUSXnOl3e6DdPH9E1buiA3PktU4mrfpm00GrqdC8pLhPYFkDaNMjwanQEI4COEILBVGJ2VDB8iOCzqpV88qlOXMS302umeTTinILVTQYBZwZlda1cPczaNzZL4+kVQZZ0ptNtLyTLE+D4lPU4bYJAxKQ4WaPVz3ZFGuo7I3SEBKOH3UxuSh5ef+Dszza9/87wIQMv0nWNzu4Anp5qWgOS44vsHM9cYC4vrQ1FVs4dYs+O0zETckhMyyQrVHHK4HTT7uQ9KquMaHlX0gtpYvTluu7CHl5BaXJAfF7vNQemBLR4p8aGFoPROVMYW5iILxRCE4LizAH9KnpQX94YEUJcNOa04SN8nYH2svmbqvflvTxY/u/D4HsAV+xi/z2fhf6dGaedMCZLu6A9IJvn1xg/VnNoFUVRFOXIcNQHtP++MLH64pMm540aNx6Ajp5g/NLKIO6uTzjZ9i7YYLQXPq20saw+Sk68oNkPiU74st7G8ORti+59EUmKW8QWeUlyupZT1mrQ6dQxJXSHTOKdGmUtBs0+E4HAbRfUmy4GJpr0zvAQQlCY4qQ6fjJjT/gF4bCPz8qfI9xVQ4KxAOhicJrG+haTUFTitAnSvIIu9ygG5VgjqZXtHa1fe/CLS9sijm/lpnpHdVauiT85teXCTmP7qQBJTs023bUZYQhCLeW8t9gWKU007VPyrLd+WJqwtVcnnO8yl1DoDoMDVkQLSShICiyqXezN8JpETOjq2cLK9YtI0zZQGXbTXh+66umL/pvYmTt9o6aJ6J9fXvjixtr28O7ei1gGg5W7O+ZItbHNDAOXJrpEUlcIn5Qycrj7pCiKoiiK5agOaO88MfH+y4breQmZ+Vu3JcW58OrdhIPNYN92bLrbZFi6TlcIypojNPtNsuMivNtq958ywPR0hQXSlHgdGqsaDWYWWi9dslvwUUsaKWYzG1qiJLs1kl2CYFRSkKST5NIoMmqY02HQG9BKKTENk6nyHdbPWkvrkF8hEk8iJS+O2S+tWFrkaR9VkKjbPHZBukfgdQhWNgsi3qyVFa2txb5QqH3ups23SilNIcQ//nmO6+v5iVr+3xdGzhmcqv12ZKY+VRMCU0oy4zTRu0DMqQvs0UAwOUHf+sydNo3CdLdrS8o0IrZODM2B0+YhqXKttzmskeCSjMrUmVf/JaPSrOA+Bx+RiDFGHzhzzIgxYwEYnJdypRDi/J2l8zqadAZlx+Hug6IoiqIo2zuqA9rjjp9xi965nEBHC+RmABAIRUhwC9ZHIgQFuGzWrf31gSTa6gN0dAc5YYBOa0CnNFXnlfWmrO+WVDKEHFuYzlAFdn3b9NJUt2DM4HzmlbkYm9nC4IQgdl0gBCS5rADWrguQsLbZwKELQlETgSQ7XqfYXsVzy+8kMX0I4dZ1/rnrN1+eGrUtHThlerxDqyY52EJPwEV3xpCONRVNV135wC82ApFYMCuevtD1x8uG235U1io5d5DNaOwxq2eVR/A4BJlxGrrYdldcSokmiPeFJV0hiVMHX0RQOnQ4zWEHUWcGVRVbmBz5hCEJEhJ0FtVGKU+cRk5CEHxLt7alaYLho8dsfXzimMKzvnv++OOAzw/qm6ooiqIoirKDozagvf2yyRffdc00R3tjPM1rvmBV0Idfj2NNWVVkqLHBPtQlmFVtkBOn0ROBtNQkSmQn69PG0JabRVNdDb6wj6xcwzs6vg4zHCUl6QJCuDACTwG1ABimpLzTxvnnnka8x8Xq5csIdzYR9oaBmq39cepQ12WS4hF0BKUckKQJd6wgw4RRhWyoqWl+e/mmc26YnrV43LQT4xOTktnSmEFOZgKfr6hYvXBD80V/emlB+a+fttq792TXmMU3ep9I9TBqTpVJbrxgQo5NrwsVFgUdE+gOBhHG50SinSyrj4KAhh6MomRN90WgJ2zSHIH1LSZnnZJPqK6DwswEtizaSGLmtiA44Mll4pgxNDa2ULdqLTmuIIYpWdTiwvXeo5i6C1fpNNJy8owuf0gVI1AURVEU5ZA7agPamaPyfxnvcRI/oIjs/HyaO3yULVvPaLHBPj7fetqD0jTKW00m5uq0B6up75KMmjqWtOR4Bg4exIqNDaS3rodIHQNkBRtZSaKrmNb4MXza1EWq0ySYUERpaTEJXjcAI8eOY11lM/ZolI83eUjuKkMjyuB0Kw1Wk8+MLKqNPDG9wHYjwOZgIukjS2kQaR9MzV39+NBxUxJLi60pEhkpcbzw0hvGW3PLL3t6VaS87/ObnKv90W1ndNQUuHRJ1JS0hRPJyr+WeHc8AGuqMxksH6MzBAtqDc4f7NA/3RJhZpFt62IzXYO2rgBL11cFzbVrXQO0FgxTQ9es/T2mtfYrMzONZv185qzfQPWG5UxL9+OUGgXeCGvXfcry+umr/vvBqhUH/Y1VFEVRFEXZwVEb0KbEudLrWrrJSYvHbtOpaOyKJndvtCU6tk0X0ITYGrglu+Ctyji+lhxPd7ef2lXzkD1tNDnSoEdjUJJJat1sPm1cwfSsTnxGEB+ZtEddpG2fVpa6Vh8njS1ElGTz+bIiJnfOwhnLPZvh1ezdYd79T12xq7h4xLUyfRxaY9Bct3DWadeNcKY3uZzbtRW1eSueXhVZt+Pz0zVGDUu3sjIMTNF4ryxCvJlAfiyYBSjOHEDrFht5CSYlScTm1IqtwSxAolOwtKxeDuuc4x+QKlwVusbc6ihxickEtDhIL2b1lmZGDEjH5U0g4vdx1VCo6LDy6q5tNugJ+9ikeZz3/uutx/093S2z333hvi8/eqN1/95BRVEURVGUvXNUBrSjMvW4P91yakRmJVFe00ZDXa20V83TkgjjM625pEII6roNvLHb/utbDHJT7EgpqV72CcO0SvBA1Gzi05YInT4dXUjyXN2+daLEae9ZbZOaTmmhG1/5fPwpp+JxO/l88TomDB2wtVLXzLEDeeyx+ZyV0052vM76ZhPDMP8Z6gqEzIJvyYSEVAFoGSMi6YmRv1BWuYZIYR52m055ZUNkbbv9/J09R4cuOoCM3sclKRqJ7mZq2hrIS8kCoLJhBQPjDEAgNPi8MorXJrbmx5VSUtEhKSiSonJLfLTan0dmbiopDjurN/s5LvsEBtkczFm3irWVa1lVHeHXA8pp8Zt47VCUZAXULX7JnKQhQ7NTEoYmjpqEy+MdCpxz0N5gRVEURVGUPo66gFYIoc26xr1mcmhefu3Gdmo6DDlUbhLBxHjR2RFhZIagrNVEABtbDUrTdMpaDbLjBK1Nraz69C1ETwskW+21ByRD0nXyYkUX5tcGvSefcRKB4DQWvPmU7AoYIiPaQvPnT1MWSOSzegdjhg7Y2h/DMBmfEaWyQ7KiIUqcO55BWYkZ9pzhJCSkbj1OTxpOd7WJp2sjVZ92IB1eAm0N/miVb6dZA2q75UtSyp+JWDYDQ0KmN0R1y+MsaBiJyxYG/xJsmYLukIku4PhCG2+sj5ATr7OxzcSUkiFpgjqbk7rEEfXjipIyRgwuASB/QIjOjQZpcfGcXzqFdeYa9Ggda9ud2E0/pal9q6AJzq27l2yfk/dqvkty7hnHCSG0WJouRVEURVGUg+qoK935/cmOGQ6NgqYeA2fTWjrqq0Ro0FmQM4pA7kQ+a04gaEBbQFKSqmFIaPFJNrVLdCF8Cza2rhWJ2Vvba/GbsjeYBRieJqhqaMXrcZEzdILIb5snG4IOnqzO4rv6T3m69A/83xwbLR0+evwhVs39hNFJPibn6Xjskqk5fgYmRehqrSAa3ZbK1CE7WO4cx4BknRJXBwO1WkalGYnD0rTpO3uel74U+OWLa6J3frQ58t6aJkMOTrPeyhxvB5V1HxPwLYl2CTcv1uVQ1SkpSrLK2F4w1MHqZhOPTZLgFCzw57Fp/bqqrp5IqCAvb2v7CXFOQliFvDRNw2mzMXFUDp7RZ1AeSWd167Z/OtWdJhlxGm2+MDlrHqR+y9oaFcwqiqIoinKoHHUBbVOPUTQm20q5VZwsiM8dCFu+oLR9DtONRdg9SYjCKYzL0ekJC5nqFpSmahQkCpLcwjstrWfYvJUb17xV6f7ws4ro6jVNhuGPbFv13+ST+Ls6ALCnF5XPr46sSDbbWOSeRshtzQB433YCv33uSza88yijWY8QAiEEds2qleqxhSkw1xFZeCdVa95l1ZI3y7tW/WODbneFK3u2DZp3h0xZ0y23WwzWS0ppXP6y/75Tnwqcvb7FfDhiWAvDVjYaXDrMgRYN2godnT3T4moIRSXNPmu+a32XQU68IGrCvOoojs5KasrXlNfX1c5ft6lqa/sNLT14iQOgvKOGzCwbUUOSl5tN6ZTTyJ5xBRscI5hVqeO0wbomg56wJMcd5vT1t4788RTHVQf6vVUURVEURdmZo27KgU0XWqJTsLIxSmOPBLmCgQOtpymEYKS9msXmYHqiJdQHaoNL67teuXG885p1zQZDY4usBqfK4Q8v6njghCLbzSUpdtuGFoN4p4YpJUJCa8U6PmloqHx5ZfdF38jS/jIwRSM9vH2RrBp7sazvWitlll0TQHmLga4JdAFVXQIbEK39NBou++T5m18PXielNP9wqmv6yQO0t8pMLSlqWqPDRYnaFHaT2/XJC1w3jsjQr5pfr7E2/mTcY08jo+q3uO3t4VfWRX82OU///XH5Nlfv8XOrohxXYL0ePWFJVrzGcQX2k1v99ZM+qMrslpJ4h00jIuzGl1/OmzV6UPZZ4yaXEDEgapjYdI2oYRI1XHSLwUTNepbV1eG0C7pCGnEOQbxDMiFXe1II8ZwqD6soiqIoysF21I3Qvr0h+tLsLRFfTwhOLbHjjRVO6NUT1Zg2opDjTj6D+EFTHMluYaxqNIy+xRJ0TVCQqA2KmAR8njxsw86gp+AE2mU8EQkz4qo50baycLixYeSCWuPhFr/Z9T3vB2S2L0eaBgUdi7kn70sxryZ6xc9nB57/+8Lgxo83h7vrfXbe3mAQifi6fjo7PPL0p/32r70WuLb39vz/fRj8Yn2L/K8mBJlewcxCuzYmS7t5V8/1oqG2SaeV6H8fmq4nH58PN8R/jO5NYX7KFcyvMf71g1nBv0kpN/Q9J9277XnadUGK2/onkOrR4vO7l3/ZGhTv9xj2L1dsbr3uR68vOa+n8qOnVr7zeOiLL+ZGQ6EQX6yuMbo7o0Rr0pmQMpFTJt5GwDaKDI/G1HwbhUk6o7NslKbq+oRsrfhAva+KoiiKoii7ctSN0LYHZc8Vw20//u3JrkcihkmSG1Y2muQlCLojGtGi6Xg9Vmqsgpw0vTRiv66q06Sy02BgitbbBpWd5gcbzLz675x95rTe48sSEimoehOwMiWEDVNqdnf+gq6Ulo6oPXg/93m8QVfc4LQQ7UHZ3OQTi/69NPzSj6Y6T/rtya6Py1ujeOwawagt4fox4o8ffc27el618fwvPgkumTAoOyUrxZt3bR6tvf0AiJoEdvY8R2Xqnj+c4nwy2a1tLWPr0EEPdrDZNnj17W8FvgewuM78x4gM8+FElya6QibVXSalsQwHrX5J6bZ1aRim0frJO28+3hmUbZ83xVWOK83MuuCFxusgeDMsCv3l5vgbBmd6zpQ9iedNKk3VAJx2O2mJufgCa1nfYpCXYI3SakJQ0Wl2HLh3VlEURVEUZeeOuoAWYH2rfLEtKB/uCkkR7xAMTNVpD0i6tUSGDBqy9biu9nZ0TTAgWcdjF3xQ7SQlJZkubz5pYzxjI6bZ1hvMAuRmZ1KzBqMkSeqvrIt8OSFb/2WaNzrEY28m3aOx0j6a9vryVSsazS1fVkX/9u+l4QqA8jZzw7J6o3tqvi2WJFZD18QZQ9L0M4amadf+5doxv33jVxffnZnsTVmwvnbuB0ve+DIja+C0TanXRHsGZjhf+N5vrv7dgz9/pu9znJSrjz21RB+8uslkdJY1VWJxeBCRlMEUr74jJTv+Jnd9txm49f3gP351orN5SJp2+cZWs+KUEv20slZjdLPPpLnH9H+8WepT823O8lZjjS8sS/50muujZaFc43sDJptIzbZsU+N71//xnXMev/3sb1154rCHnXZdrFvj39qP+rYqBjo/IyvF6sPqJoPBqRr1MpUWv6/7junO0sm5+jmNPtlyyzvBZ9RiMUVRFEVRDrSjMqBd3mC03T3T/vLVo5yXhgwIRSXJbkF9u58VGxtIivfQ1tpKc9kKyLHOSfUIHJ5hOPNLSDZM4qPGd+Z/+NacLUOzggPy0l0AqytbvnxgduBWl07Br050PpKXqGcCNPlMesImKfZuGoacOnfSD56+eVKf/ry5IVL77tWeD4CLe7f1znDITdAyRzvdd+SmxacATBuef9yDm078c2jYj0Z5dS1e87eVTB0/4x8Xn3XV8lfefXbNA2e4Tj8u3/bdr422a6sazfZhGXry5xURdHci/qR4jltyIyVJDTkVU+3Pf3mDd0ybXzYurTcuvOuT0CsAV420//GEIv3uS4bavzWtwO4JREz5n2Xh3+gatTdPcD7S5APHoMl6RnKCnp7koTQv+axo1Hx0aH5qojM2L6Ow2M7cxWsp8mazsXouMzOMrc813gGrEo4nxdbNjePqLrh5guNPRUlaviklWXFiKvDtg/W+K4qiKIpybDoqA1qAzHj9jaAhLx2ZaWNLu0nYMFnuH01eXRLx+RKX282IqTNYV7+JjuY6mmQy55w5GV3XqG3qoPzjF3KvHmJc3bT4BeatLaRJS5/1+rLWrz27KtJ0x3RnUm8wC5Dh1djYZhKId8n11a1zZuzQl7+c7jo12SUamnxGT4ZXjzNMSTCWXTYYlSaO+O2ONzVvhi1SGz/Ss5ScLBtLKrW4lHjHmO9NdoR+PsP5TGaclgqwuc1onlNpLJLgHuXtKc5wLvEAfF4R7bxxnOO8BJcGUODU+QIYAJDkEo7SFP3KFI+mA7jtmpiUp1++psn8I0DQ1NB0G+lJHgDcTjtjSzNPbGjzvdbbP4/bjkhpZFXzWqIdCwml2LdWQusMSYLCScWW1YzK0C4uStLywarKNjxdv0II8T0p5bYIWFEURVEUZT8dtQHtknrzk9yMZMINPuxCUuWZwikzh6NpUFFmUh8IyXOPLxHdqamRN1785OUzJw64Qo/Vwe2pWc8J+YYOghS3YHlDBQmBzblJnUY80LSq0VxV0WFWFiVphQCVHaZc50vsWu+zP3z7Y+9tNzXgiQvcN9403vFQnEPY1zYZwTmVkWeafGb1xFz95DVNRsKyBvPZ9hzyMiuavz68MM22ub5j05J1G/963NAFl+ameFwAE4oktXllP27wayt6g1mA4hQ9/fdfBi7+55LwnIfPdp87KVe/JWrKYE+EIQkuLbH3uNwELbf356tH2v+la71lIywRQ7r+tSTynFuXd9pcngGelHaGFqRt2x81qx97f8U9LoctIyXeMaO1oS4vv6BAT7OnYuvWWdds4HUIOoOQ5BIk184iYBpMGmg7o8Vnkua15gQHorINUFMOFEVRFEU5oI7agHbGyafeUJgfh7HmHTZEszn7xDF4XNb6qfjRUT54oioarlto94VMc8GKtldOHp5+Ze+5mrl9Ci5/RJKXoI24ZpRYds8JzsveKY+8/+sTXRefXKzfGnGlHlcy8YSSc/NyEye09tz4m6/PfOnnj3++rPfc0Zn6FXEOYQcYlqG7usNSv/jF4J0ARZmJzqfuuOCNa0bmnx6OROULn6579/NV1Tc9OWtp7cp/f7MOPFuzBKQ7QmOmDLaNqe40/PmJugdgS4dZsbxZlD35k3O+lTXxTPd/llbc+PCbS2v/fWHi21LKob3ldztCsq23nRS3GOGPSNY0GXjsgmBUsq7Z+PiGsbZ3TxtoH5DsNlhQOYtPbYLBRZnUt/l8H31Z/6/bJp/z54Z1m/L8oXc9mKH295e61idk5He4emy24cmRM2q7TAqTNAwpsGkwINVBtWtwwkc1bWVnpjbkdYdl85fVxq0qjZeiKIqiKAfaURnQDkzRHC/98pKfVC98n9IkGONspGzRZ4yadjKaJnA6bWTrtfaL87sIRKQzQepPV65a6Itz2rx2bxIN7T6cYYOCRJ3qToMBSYLseB0gPsUtXv/Xua4H7/o0dOddn3Ldhsevac7LSwEgOzUubezArLOArQFtICrb+/bNF2Hr49svm3zhjJH5pwM47DZx5qSSM/7+xhIbwMpNjX8tyoh/IMHr0iorKhlEBWtbJW1+w17VKSP+iCz/vNK47jffufAfp44fcAHA0ILUm+775gm/vuHq62d+Puc9Uoxm2vxG20MLQpdPF8ImpYyuazE2xztEQShqkpsgqOiQn4/P1qd6Hdrg5FgKr8k5Gl9s/AjvkOspq25bcMKQ0vuTdT2tgOV4NUnAcJLfE5puyI1GnSZfWttkNtt0kT4pz4bHLmj1m7T4I4xyrCMlK7n0z3PC/xyRJpYtrjWXHMS3XVEURVGUY9RRl4cW4LrRjlOd0W5vfpzB4DSd0hTBaDZQvm4tAB/NXcPVpZ0AuO2CMemm69Fl2kULGwaYawLH0+Y+gS+rhXxkUei1NU1GKBbMAjAgWXeeUGj78SuXuX8ppZS+YKShd5+Ukoa2nsa+fflgk3HXolpjaU2XGZxXHZ3z/OrI73r3RU1p9B2wNKU0i1xdhV9+w/vayI5PrvjyjacbN378HEmb3yPNGSVqSM4a5LBPK7DZh6RpwzrC+vRpw/Mu6D1/aEHa0ElDsm9x2UR8Vk42euYguvDaHzzT9cmqW7wdD57p+m9hojZ1cp6NcwY78EdobfTx2qgs2+De0dxeApOl5Q3V00fkT5o2PSGtcLTBGjIxx19N+sk30pk1mdouU8+N0644c5AjfXiGFcwCpHo0/BGQmh09e4T49g1X3jxq6vH//Pp416ffHOfIOQBvsaIoe+GRc9xnL/tW3PwVt8Qt/s/57q8d7v4oiqIcLEflCG1PWPY0blpJgWtbICqEYNXieVSuX0F3WwuLvSCRTM230R6U8pYTBjyX6azS2hhC0tibWBJM/mz5rN9+OytOX1jTZeTnJVht1XSZZMZpdIUZDzBnVfW3gQddDj2jvLb99W/+5b3/vPC6LW1Upj56U7tZ9tq6yFohxATALaX0T+3Tz9se/ui1ofmpr586vuiCYMQwPlyy5b7vjTHvnZxnOw5ANPoZ6LSmP0gpyYzTcMTSI+Qn6pxQYB7f2h3o9LjsiQCRqEGXL9RWOf89RrisODs1xYwXQjAiQ/NGDXmt1yFEgtNqY1qBPXVze3gcQMSQ+MISr0OwpslgSZO9bVgp7+VlxN8E4PU4KBoygoxUa2rujOmTebK5hwGsI8GpUd+9/Tovhw6r9GFMHjIMl8MGA7KZH+wafGrJiguAhw/QW60oyi6cOMCW/exF7iey47U0gMJE7ZEfH+dc8ae5oRWHu2+KoigH2lEZ0P5hbvjzjNTwrKTRA0+XshwhBOWtBkn46GrzcfFQay5ti8/k400R3B6vPD9nYwpspK1pPgtcaaR7xNSLhtrWnj3InlzbZVLWatDQbeLUYUi6Tn23uQbg+w99+DkwWgghpJTyntmuUdeMsr9WnKwV13WbTfef4bpaSvkR4N+xn1LKqBDikm+fO25qTzDc/eSHq1du+K53a1qrgckar64NVw9K1VP9EdnZHTaTh2foW8vYhg258uNlla+OG5h5n9dlj1u6sfFff37+y8ffuTB4PlhBa2aclYEhwwt2HbHjSKzLxupX10X/MyXf/o1lLYJWWw6JWYXRFZtrphcFIw/0PdboM/tVCEFxSQlNK9ewxjEOf66LFbXLyHIHWddmxxcIM9i9iqaP19CdPprhE6bgcHvoCMie/X6DFUXZo+IkrSQrTmxd3ZnkEp6ceDEQUAGtoihHnaMyoJVSSiHE2Y+mZgRDNmlLc0s8dmgxExmXsS2eSvNqSCHCJfEhR+/sixRHGNpXkxtY4iQpyQk+chM0VjUaTM7Tcdo01jYZsrrTFDteE+DEIv224mSr5GtOvJYxrcD2fz+b4ayZmKuf1+yXrTe9FXyib9qq2M9fAPwXmPN177xBqZwNUNYqw+cOtufH0r96ltZHIysboz258Zp3ab3xye/mhP/0O8fsv7oCmqcnIpuaq82PF5QHyxq6vVtS3foAgEDERBfWCGxnUEYbfUZVppfieKfGkrpoIByVF6d5xad/Wea++sTjp17ssWveL8pbfvfY+6vWffqnq2xLyxsYkJVIc2MjFRX1DCtIQ9c11le1Emcz8bnjGD5pGgDm+HHMXV3N2rpFwasL6l2JLgkYBHuWsq48gyXrqpbe/E7wmW8dnLddUZQ+FtUZS9c0mytGZOijATa3m5WrGs35h7tfiqIoB8NRGdACPPajM7+R7a+yTcnYNk04pdvEJ9xACABTShKcwrG8WSM7lgq2MySwNb9Ncgrkn3IxGxa+Q4mjBY9d4LRZbQ3L0EXUlD/8+Uzn67/5PPTFDpfebl6yYUrvTeMdHxUmabnSKi5wHHDDrvr994Xh63wRfpboJG1zuxkZk61/o3dfdpxmX1If/eS0pwJXNfpk27/Pdd1wziDbDbFR1yQhjL8Bgz/cHL0uGOVeh07C3GpjSUGiGLumGVnfbf7xxreCz/73AtesaQX206Im7qtHOycBk4Zn+Bof/ujdk343J7T21Nj12nuC9tElGQRCUapXz+fUxGbenm1SXDIQp2aQ0LQE07FtWoemCRK8DkKdjV0JA8XWkWSXDTYv+Jhbn289XuWgVZRDY2Wj4f/uJMf55w+2f9+mYfusMvqvx5eHaw93vxRFUQ6GozagzUyOy+jqidv6uD0IA487C48N1q+ZA+EeKpp6OK1EJxCFNzZEGJamUdVpcsqALcwJDsK5aTV60SQ2oxFsfVeC3Doq2x1GlCSL3wLH973uZ5XRD/ISxGUDknV3fbfRXdZibBiVqR8XjJhsapcUJ2nXf/51b9obG6Lf/fPcUPWO/X5hTaQV+CHAu8c7h1d1GlcWJOpugGa/pCBRT2/oMVsB3rjCk9p3CoHHLtIB7bb3g3OA6QAjY/t+PsNxVrpXO/uBM1ynn1piOyXTK4h3bIu98xK0zLHZ+snA2t5tBZmJ8cnxbpLjoXPsKVSHOkhpaMS25nVyvFGQsKgjkeGhMC6nA8MwCVcs4btjZcbsLVFOLramdqxojNLTEwr4I2q6gaIcSn9fGK4EfgRw4mHui6IoysF01Aa0i8vq35k0eNgdn2ypjBvg7WFjj5tTTskCICv7UgACbz+NJrrw2CSlKRpCCHITNN7eaHJmSRk2n6CtVbCyxUaC3TTm10RtY7NslLWaTMjRGZulzXzgDNeDt74f/N53zhuXf9KYglsvGuG9IckVdW9sMwlHJYkucUKb36TJL8lL0EjzCG1jm3neuNzEoje+fbOzMCW1oDMQbPpw3drrxxcWzExwuRJnr9/w6uLyjzpPKLIVz62KbujMkKMcutCKkwXvlhtvvnmS67QMr0hb32x8PjpLaylK0tOklKxuMrbQp3DBSQNsaecM0h8oSNCmn11qzx+eqYvukMmmNpNBKYL6HklmLOYPG1LWdplVvecKIRxP3n6WvbulgWzfesJhA3vJBGbMnEbZxlw+WbMKtzeezHQfr770Ksl5I/F2ryNX1qEn69g0WN9i0BGUZHoFmXFa2SF8+xVFURRFOYaIIyHPvRDiTSnleQe63etOHnbymTm+j7An4qGboTNPpTTPKrRV19JNzaL3mRTfzLJANsLfTJwI47ZBcwDGZG4bvSxvNShN1ekImnJDsyEm5tnQYiOjL60JtSc4tS22grFDBgwc7CmqfHnrPoCNbSYDU6y21jdHCRqCUZkan7ZfwNTS8bgdDgAWVFRFJhbk2TVNo7q13qzc9Ig2KDloZsRpWlWnSVWn2by03vhJVpwYdP4Q+0+cuhCrm6KrqzrMxNJUPd+UUJAo5L+WRi699b3gKxcNsWfcMM5ePjZLS8iJZWhY22wwOFWjvM1ESqtMLdAa76BjdZN85opXAndLKeU/znGdN3OA67lWV7GnMu1kTH8bVxgv0hoUfNBZQIJukBhuYGp2FLddoz1gMrfKpCBJ0Bk0iXMK1rXaIpcOlXabJghHTfnc6uht170e+NuBfo8VRVEURVGO2hFagCdnr5t9/qXO6IXF7TaADytrCUUMWutrcTjsRFOGMNcsIJKcTFr3BwzM0OgImqxv3z4TgBmL+ZNcmvBFjK0B68I6gxkFtuTWAMkd9cvY0FBOvcPJtCwr1VZjjxmOd+DobafFjxyZqQlTgtudsTWYBShMTrJ3BgIke73kp2ZrVdV52PRNWk9YEjYgN16k3/5hZPEzF3n+6tStDozIsI1YXheMbJCQ4BK4bUIkOsTFL13qyRuXow0flLotmAUoTtao65YEouDUwaaJ+b/6LHTGmxsincOBl8cmTf3TtWMvGZtqv6HVjPc0p09HG/01PAnpPP+Bja/Znieyody8YJxTW9lo4rZbbSe7NVI8JkLAhBydik7JpGwz/MiiyPeGZ+hDN7WbS296K/jUdQf8HVYURVEURTnKA1oppfz5DPtfpxfI28MmZCS1Y27ezPHOOsyA5PPmBLLiNVa0Ozg+R6Os1UAAXt1k1iYoSnXRGpCMSZOEopJl9QZD0zU2tBjURxMYd+albNy8BcfmTxmaoZHiDtERlHxSKekw4rrrwynmpQXVNkDrCZnRxXXRZwqTtGsSXZre4W+ltSeT1Djrnv/qtm55UmG2AAhHwmS7u1jXbJAVp5EVBxUdpjx7oP7znrBI6H1+3SHJ8EybfWy2DSklH2+Ocu1o25W6pl35yWbaTHNbblmAxh6JrkGiU5ATh/zD3PDv39wQ6bxutCPt1BL7s4+daTs1Ei2nLQClqV3g/y9zP19KzRnPEc47nvVLn8Gha+8IIc6NGHLHF5sRGTbWNRv4TTvO1CJP3NDM4vvnbfrlm/PKO288NG+5oiiKoijHoKN6ykGvR89xbhiUZhtkahrH5wt6F1JFTUllh8mCzlSmJbeR5hFbg7/l9QbEpdOadQrBijmUiDqyvJKqLmu+baV7GEOmWMsslrzxOONTA1uvV95qkB2v0RaQ6ALWt0qqOiLLE3MnZukZk7PiNv8bAZjuKbjji2kmUdY1zZeDXFFNCh17tII4rZX2gImmaZSkCOwarOvIxulIYnD8epJcgjmV2xZeAQSjkmafJD/RmuLw8tpwY1GilhnnFHQZTnw+P0MzbGTFWfufXRW5+Z+Lw0//5iTnJ0VJ2sT8RG27KRJgZYL4z+AXMWqXmA3v/u5ePWv8FddmrShp7I7isoHLLugKScJRSVGyTk2PRvK4sygtKQJgzurquTN/8MzxUsrowXp/FUVRFEU5th3VI7S9bnwnPOSumfwoK97+uxl5IpbWFcIGdEbtxBWMZFPVJxQmbXs5ChIFZW1NdOSMI1++yZB0AQiS3PBetZsZ503ZemxE6ttdz5AQ5xDUd5uUpurYnU70gqGjbOmjtIZOG1lxJsMzdGABsID5NaYYnihFaarVzooGA5sGuQk2vA5Bb2WvNG8jCzuGYJrrqe+2AteoKbFp1v42v0lcLHOBKSVrmsxfrWsybhiYomUF0sbEFSb5ErLiNgNQ1WHWr2w0Zk/O06eOztIn9oStDzZOHbpDJvFOq52qgJv6DQtbqj7599uXF9vuPKFgudbg0ygzssiJd3F8fDW6Jmjxm6yoNygj27ilpGjrCzJ1aO5x500tHY5K5q4oiqIoykFyTAS0saIHf3r92zeeNWvTcyeePEAjYsCSFidFE09i7IAB3PfYFjm4q1LkJui81ZrH7O4i8qOVuDd9wkjNB2wLWuMyCzBjlbg21bUbH5QF/qqHotcNStXTG30myS7B5narRG7YkLTlHc8JgwdqAM3tATbXu4Hw1vYipklp6ra3Yli6xvwaA5eNrVkIAJy6IDMpj6bgKUj/59hFgHnVBvkJOiEDvqimsjgxGp/i0RLKWo2KS4fZ/zgsQ/c0+UwCkeWs9lzEB/YTcUg/r29e/5v7v/i0/PoxDoeUBFv90pXqtoLkWdUOI8UeMt2aaffa/Uyuuy/tvKHi+tHZNkCQFy+ZQIBOdHRNUNZqkOIWzCyyoTV1653dARLj3QA0dfiMLQ0dKveloiiKoigHzTER0PZ6atGCG++YkLBhQ0uXLkZdwPEn51NR08iWqgaGxPWIjzZHqI8byD8yfgZZHoiGOLPlNWZ4IBQ1cdo0NrZLOpPSaxaVNRhtdTVxyV1rmk7ODw18eV3kpNmbg9Hbj3NcKB2Jee2O0hPO0FYPqe+RjJ1atPUefnqymw2OJFr8DaR5NPxhk4ghiRiS3qHjrpBEAEVJgtVNJqMyrWB6cb1AJPpJ8BbTFekg6l9oLG4r3dQicmVVt/0JwrNWTsi1vx7v1GweOwN7R3wzvBrlrQY50bUERjxJKBwyGxbevwTgieXhNU9d5P5hXrz4dXmrkVCYpJFhM8IuHW92nGBti0FxisaOM1NsQiLDIeq6DHQhSPNYT/HEbD+zly4jv2QIEli2sfGjlZubWg72e6soiqIoyrHrmApoX1m0ctPfz0/64RWDxQM1dWtY0ljOSHMdmoBGTJzDpvKObzo4PNYJNierjTTqI15q/LkU5GaysbudNZUdLznrP/7w5gmOtzyJIrWiQxt6yVD7SZcMdcx7pyljZbI3wf/+4jXX37KmYw1gXz25fd7wovShAM0dPaHZG4OvtsdHM02JbVWj+f6UfC37pbWR82cW6AUhA2q7TFw2wQd1cWSmJ/FqZRfodhplyjL7+hc/mFGgfzsOPI1hggXOsjkXPb7yJiml+d7VnnvinZp9V8+/OZpg+lsagqvWL/vz82/+d0Hv9upOuWxCtuYZl22zJ7oEgL3Fb7KyySDOIegMSIqSNSo6TIqSNPxhSUfCQJLNTiIdreja9tFuZ3VZ2J6S/2prV2DDzx7/7HeX/+bAv5eKoiiKoii9jqmAFuC7b3T87ZXL3KckuTacO73AhsNmjYpOytFYYLeT1r39YOIwVxOn5gYxzI2sDydw7hknEHrvy1vDwTiHxx7Rm3wmcQ4oSrIlfO4bcPqdF556utNh49SJ5T/+2uezFjy3Inj6S5+vv7S9J/gzp90WN39d7WOD3a1jsuO1Ad0hmTatwHZ6Q498/+pXA0W/P8Vx9/R8/Xy3XZR2h6WnW3OQFuxhqLcTKSVjHB2lT282b/JFtIvCiQNKvYNHeZ1Su+HF4uaxU4bmTvtasVwVjErTZRNavFOwuc0IFafozsYeg4oOw/h485zfupeeubaqU86NFQ8CIDtOnG/XNXcsmAUgzaOREw8DUzS+qDLw2KEj4uTxhsmc6PqcVKpos2fRE3HR4/OTHWeVBl5SFw2/vaLlrMeeePpjgAt+eSjeVUVRFEVRjmXHRJaDHd06xVlwfHH66vMHdsXrsQVVUkqWN0ryk+z8oOUClophFIs6Hkl+ijy3Nd91UVs8CR4Hke5Wljea5acVybyOEO7SFI2oCVXFl1CSn7n1Ol++/wYNVRW/veSlwG+klEGA/5zvvvn6MfZHenPZrmyMognwh2m3aSTkJAh9brURPr3E5vDYBauaTIakaQigslNS02k8GYjLu3TmGee6vW4rj+3ayhZWVzTfcdmvX//90xe5vz88XT+/Oywb1zRFQ6eWOK5PcIIvDHEOjHSvpld1mjX/XR654BefBJf8/Sz32ScW6S8kuYQ3ZFi5agE2tZlkxQkQGvPakwikjyQuLpGepEtIW/8bpsaXI6Xkg+YMXHHxtEQcRDubGv/7efX4dzdG1ZxZRVEURVEOmWNuhBbggfmhql+de860uJrNs07Jr8kWwEdVNk7Kj6JrBk/lvcKG8Od02zMItAUo80NuvIZu+Bns6gYXDE8TpbM2GRQkasyrjuLUwZ0X3u46phGlMFHcvuXWuO8/d4nn3itf9t87IEkb2reSmC5ELOMByQCzN0c4Lt/m8Ek39aTjTeyhsqMVaz6sRAoMV8EoeoNZAIdNJznOlQJQlTx5fmJeenx1c1d1iWfjjwemWCPO5UGDdK+uAxQkanknDNBvOXNSyW+uG+i91ZaQ4G1OHUxHRxdrN64iw2WQ7tUw0ajPOpFTThxCKBylvLYdt/EF/kkP8U71Z3T5ujj5xG7K1ywlGkha+ZuP1k9fVRXtPpjvnaIoiqIoyo6OyYAW4K633l4lhMj96QzHKZ6UzPHH5Wm/0bX2rakMQtJOXKCW3oVVX1YbxDsjgDWCKYSgJDaamezW2BBKR1+31nQ6XVpBVgrzFy7DllGCe+B4R01jrWPk1Ljfzfnzldct605+d0qkE7fdOrc7vP0IeZxT0BL1kDbmXAZmpRMOR5k3+31SA5W0hu3MaU1yjO/pcQRDEVxOa7psly8ol5Q3vL70mydO/+aZo97KSPImGYbJ+ws9XTX++eQ5/UTM7Z9/N3Fjnrz9zPJA2LQleBwkxbISLF2bh2jZRFX1BtYbWZx50hAAnA4b8R4HMthFZf1q3J40xma2E/B18/b8qvvvfX/ODy7//QF+kxRFURRFUfbCMRvQwtZ0Xh8CH9516eh2u7/lHzlx0B2RLPNFuL64Y+uxx+VpfFYRRUqrMENjj0mzz2Rstk6ZdwLnT5yMEEJbsnwVWz57CcfA6UydOMq6zqBCNlS3MaMgdXBRdvLgD+bMJsVowe/3EYwipZRCCIFhSmuBmr2AEVnpADgcNhILhvHW59Ucnxvm/NzwFT0da/UtcysIpQ4mHI7QvHFF6x2P1s776A9X/slj15LWzfsIW6gLVyjeU+8pYnk3xGUkENe9OFoQF7VtaDXKkgZNHp2eHG9bX9WKTQOPy47DbmNgYS7vbKzl3GxBrdg+2DZMySd1Ls4sWYnNDDNn/nL/mo01l//+/eq3D9FbpiiKoiiK8j+O6YC2r1+9tOKfV42wfXlKsT67MElPFwEdX0TgtVtBXVsAmoMpfFQRQdM9pGWcgtTfpT4QYsTMSVurj40fM5KNLasIJidubVsIgU23RmTzMxIJTTmBAVmJLC2vJ8EhxYtz1zQOSbJnVndKZFJcWGqmo2/fhBFm1IxTScjLZvO8OXqWv4yh9k7oqgdgid1tvnDjDbdHUnraVs5djSPcRWLRKHKNqG3dmjWcdPb5JCbE0dYxyPb+6s01v3rzgzsevj3u1ZaWdsKr3iXR3cUcXy5x+WMIRTS66qqicSOErTBaz4fzVnHy5BG0dod4foPGY77j0LpeMW3+pjm3PDz/ZCmlcUjeIEVRFEVRlF04aIvChBC2vS13eqgXhe2OEEI8fJbz4dL05G8mJo+zJZtLMNFY3dDNRUOtoDQQMZnbVESXr4usuA6GnnEdSQleqioq8TVWsGndOrwugSd7IOk5hSRm5OIPRcjPSKC6qYvutga6KlaxrqqVsDebovycUFLdl06HDisb5HJpszsGjR4/rHDgELo6WinfXM3QbC/SEUfJoEG8/cKTZprsNAuTdb016CY1+xqRmz6QV794ZFmBe/PYOIcgoHnJGHsKa2pD2LsacIsQWkoWWzpSiRt0DYYRxVf2BFd532NTOIW86ZfgdFifb5auasOo+ISJyY20BeHy6supSJ1GxJNGct28FrHg8SlLN9RuOpzvk6IoiqIoSq9+B7RCiHOBXwIDgA3A76WUb+zkOCmlFDtu30WbR0xA2+s7Ex35kwYUP5KXNvCsaKRb5NqWMCJzW7WwBTWScdkSu66xPppHd/wAStq/IMUlkVKyusnErkG8Ez5tSWHgxBPoCUTITNARq9/GoUNpsqQjpDGvzuDMAduKKnzZmMnAlHg8cgvL6oNyeKZLBONy8Qkvmzp1cuIk3vZaQoaIJjt9tiAFOBKPx9b2KG4H+CMSXROs6vSSlhDPjNQmABa2phKY+Qp2hxMAv6+TgUsvJJSQw+DjTt/63MorO+lpM4kTZbT3hGjfvJpF+khjcUfCh7NWNFwW2LxULfxSFEVRFOWI0a8pB0KIKcDrQANQBowHXhdCPAJ8V0pp7ub0r5SHFoWrgXNOH6jnXjHMVh6fZnP37osYkragid1KGsAQWw2fra8kpdB6LITAaYMUt6B9yOWMCQWw2W00V5Xz4ZwNjEqOUJAo6AxqJLlMCuJMekvrJjgFqYV5BMVEunraaZNvUeMuoHDIBBJ1jfGpcSxdW0lrYyun5jXG3r9NzG9xkiIkXSF6syaQ7g2yuc1H70I2p8tNNBbMArg9CdQHnGTbm+nyhUjwWvuC3TreeJ3SgZOpb+1mxebm5iffnDu4rNVsP5ivuaIoiqIoyr7Q9nzIdn4OPA8USSmnAkXAW8AtwH+FEPpuzv1KmrXRqH1tvZG7pimy7ovKKMsbDD6riGIXUWq6tk0f7Qia9B3t7g5LGrVsBuanMby0gO6ONqaK1czMCnFysY3SVJ0mn0lPWBJhW3GvzrBGbmE+IrONhLQ0cj3xIju/iGDEICctHiEE44cXkZCTCoAvIlinD4ac9OC87qyIt8/s20SnxIdr6+NMUUvVihe3Pq5e/B+0cBuLmxx88NYsFi6pY968BrZU1FNa4iUUNlizbLFc0KBfqoJZRVEURVGOVP1dFDYOmCqljABIKeuFEOcD9wI/ATQhxNeOtoVCb5ZF24UQI/98mva94iQucdm0vASXnras3jC2dMiEiCEZmCRY3WTiskHUhKaAzrTTz9i6WMzjdtARhLE522L+0lSdRfWCBlcBXR1BspPd6PmlFGZn46/vQCZ2UxAfJurrQHcnb9cnPy4CYZNy12iSC4dRnJboGjtmMF++/G/QBClOE00I4ksnsaGnhs4uv7mhRWfkmBXa+k8WMNDZwYWONThzNUJ1XczMaYFADQCdLpPfPjmKNPMLmRpZee+jH/g/O3SvtqIoiqIoSv/0N6BNAFr7boilvrpDCOEDfoUV1F5zgPp3xIgF6ffHvhBC2M8utSX8ZLrjuSSnnLmyyRSXDXc4dE0QiJjyw1rHX4f1+G5LSPBqwVCE5s1rGeKAziAkxyYv+MKS8h43J3i3sLzTS3fxOBI8iaypbGHkgHSWra5E+pqJbuyiqwtS4l2kJnqoa+lm4JChvLtcMKh9HdmRlVSvjkcMOgn7sNPIHVFEXWMbCxYtZURhKkHdQXv1l4zKTdU8KRkM6V7OGLkesILtBLeD6qCNfJcfgEWNiUZlxYLnKnyfPPjo0sjCQ/5iK4qiKIqi9EN/A9oy4Azg5R13SCl/LYQIAn84EB070sVGqVuB04QQcYAvGBU3FCVpw8rbzAXff6v7hVvOGPraSUXi8XB3W4E32uVwFOm0+E3qeqxQsrzVYFBCN2uapDk1t0ejYRa1nMjIoaVU17eQ2jyXDl0wPssEFvDmx60MmzyRlHgXKQluuj0dDMMPCEo8PcypqmTGzGkAFOam091VwtC611nVZGBqyZq7cDSleSms7imkoXojWe4ohimpNDN7fGnFgSVr57dp/taqTyoa7/73/HfmHrYXV1EURVEUpR/6G9C+BfxBCPGBlLJrx51Syj8KIfzAgwekd18RUsqe2I+PApwYe/DI++u+AEoBjsvXRj23Wtyc6tEcQ5MZOXOAfVJBosaqBqPqqtGOApsmAANHwwe83xHFLgNkdbQTiMLGNpOIIXFoCZTkJG2dxoAR6V1LBkA0FNi+X5qNRp8kFF+AM2kIgwYOAGDEkBI+aO5i9sby2gqf+5mfvb7sDljWO9rOEZVuQlEURVEUZQ/6G9A+BpwM/AC4Z2cHSCkfigW1P9nPvh1V5labK4Fv9z722EV6ulc4Lhpi857ml19kxYl0gE3tcm1daFPnGGfV1IaeKKeUWAvGglGTlvqVrJgXZvikaQRDEVa1pZCRUEeaM0p7QBJqKKOqchAFhQUEgiEaytfgNCRBj4uk5KTt+pOSmd1y2j3v5wH89FC9CIqiKIqiKAfBQSus0K9OHIF5aA+lP5zqmjktX78hbBB8pzz6x1MH6C+VpOpjoqZkSJo1BFvZYZIdL7BrUNFjx6GZNHVGQYdWIx5v3hBs7ZUMdLXRIlKwGwHq2/1EImGKM7zU551KalIixdlJNHf4jVe/2HDdt+5//5nD/NQVRVEURVH2274UVsgArgbygWrgGSll03514hgPaHf073Ndz59cbLu8JywZlWkNoncETZrDHkoTggB0h0yqOk2GZ9hYUhehI2MSBUWFdK6bgyfSSWNAyI4unxyYrInyNrN1vj/vstLSgdPafcH4jbXtT/zrneXrDudzVBRFURRFOVD6FdAKIQYCc4H0PpubsVJ57XMpVBXQbk8Iob98qXuO1y4neRyabriyZYNnCn7TGR3W83LApUUDc6uNN9c0mQuLksRku043mA0b2vX6fy4KvQREpJSGEEIDOJoKXii7JoQYCvRWzjCBHqCpzxzvPZ0vgFwgHqiXUnYcjH4qiqIoyoHW34D2WWAGcBdW2dshwK+Bz6SUV+1zJ1RAu1NCCDsQlUfCvBDliCeE2IgVkG6IbfLGHtcALwF/llK27eS8VOAXwFVYywwbgSzAAJ4G/iKlrD7oT0BRFKUPIUQhMLTPJomVXWjzzn6XKce2/i4KOxG4Wko5O/Z4rhCiCnjywHZLga2pwRSlPzZIKcf0Poh9KDoLK3/yN4QQJ0op1/fZXwB8BkSBy4FPpZQyNrp/JvA3YBPw90P2DBRFUSwXAn8FFgAdWBkvs4ChQojngO9KKbsPX/eUI0l/A9oMrCkHfX0R264oygEmhBgNNEsp64QQHqAAazpA596cH/tQ9IYQYimwCnheCDG2z6j/00AyMEJKWdPnPBN4RwgxHxh1AJ+Soii78Z0p15w6MmvQt1p8bTW/+OiBHx7OKWNFd7yjAW4gUHHf2Ydz6tqPpZRf9D4QQpwJvAt0At8/bL1Sjij9DWg1KWWw7wYpZVAIoe/qBEVR9ssS4P7YnZA7sObGZgoh/g18X0oZ3ZtGpJTVQogngFuB44AvhRATsaYQ/aVvMLvDea3AJ/v/NBRF2ZNbj7vuvOvGXfhqTkKGHo5GSPemzgDGH+p+FN3xzmjgNuBKrHn5oaI73nkOuL/ivrNXHOr+7EhK+Z4Qog7rd5miAKD19wQhxAk7fu1uu6Io++0ErKwieVLKPOAC4Abgj/1sZ07s+9Q+7QJ8ul+9UxTlgBifO+L7OQkZOoDDZmdQ2oAxsWlDh0zRHe9cifVB+hq2LTJ1xh4vie0/rIQQCUAKUHm4+6IcOfo7Qgu7Hq3Z2XaxD+0rirK9VOCO3luPUsp3YqOt3xZC3NOPbAS96fV6s5Rkxb43HKiOKoryv64YdXbWkPTib4WikYwByXkn5SdlJW1prwmXpBSk+iNBrSPYucEXDjxj7jCVKGSEo1jz2w+J2MjsU1iDXTv+/bZhLcp6quiOd9Ye4pHaybES8wLIBL6FlWHpl4ewD8oRrr8B7fcOSi8URdmdL6WUxg7bPgVuAsYBs//nDKDmjjkCGAhszLtvhgQcsV2h2Pdw7PshHQFSlKPRBcNOTT978PFfDxtRtybE+YVJuQU1XQ3ln2yaf+O3Jl05uzStMD0QCbK2cSNt/k4m5o4iyR2P2+6ivKViTElqwZjPNy/qWVi9IlqYnGdrD3RGl9Ss+tUhznJzG1bQuqvBKBHbfyvwjUPUJ4BLgVNjP6diZVj6D1B1CPugHOH6FdBKKdVKZ0U59Dp2sy1uN+cNBOpi38uBktj2itj38tj3Uv53saeiKHvh9hnfnJoVnz7+spFn3jRzwMSRAJvbqsmOT2doRnGqlHKOTdeTylsqKEktoC3QSYLTS5zDQ7OvHZAIIdCERmFKbtyA5Dw2t1b33PL6L4eWt1bsdG77wRBbAHYle44LbMBVRXe8c0PFfWcfqmB7x0VhRcA8YIIQYrpKbanAvk052CuxldTLDlb7inIMyd/JtoLY99rdnLeR2Aht7PH5WLllP4w9fhdrtPZi4L+7akQIYdvbxWeKciz5wxn/d/U3JlzyaLzT62oPdFLdWU9+YjbFKflsaasmbEQ5a/DxSUIITGmysHoleQlZDM20PlvGu7xsbKmkM9hFxIgSNaz/ZgXJ2XEnlUw5F3jkED4dN9vmzO6JM3a8/+B1Z9eklBVCiP8CPwEmAgsPRz+UI0u/F4XtjhAiQQjxLSHEYmDpgWxbUY5hJwshMnfY9jWsggnLd3VS3n0zZN59M8rz7pshhRDXYuWjfaS3SIKUsgH4M3CuEOLynbUhhLgQuH7/n4KiHH1GZg26Pt7pdQEkuxOJmtbMoJ6QH5fdhUO3YRXgA01ohKJhXHbHdm1IAcUphby/4TN/YXIuABtbqzh/2CnfPpTPBQiwbTrSnoRixx9OHbHvOYezE8qR44CM0AohpgI3YiVmd2J9WrrrQLStKAqvYeWP/TtW3sUbgcnAhTuZW+sWQoyJ/ewBioGLsDIj/AP4wQ7H/wJIAJ4RQpwBvIq1SCwXq3LYpRzauXKKcsS79/QfXZyfmPXTQCRcOixjILpmZa5s9XdEQpFQ18bWKhJcXhGKRvwDUvLzes/z2F34I0FqOhvIS8wiHI0QMSJUd9W3h8zwf2s7G26TQGFSLjWd9UmH8jlV3He2GUvNdQ27jw2iwLOHcLrBrpyANZ931WHuh3KE2OeANlYu81qsP67DYpuvBD5QJekU5YBqBH4F/BxrMUQVcELfOWUxa7GmIjyBla/WjxWcLgZ+IqUs3+H43gIK3xNC/AfrD9ltWPNyG4AyYIyU8rDnnVSUI8WlI88c+PVxFz1VmJzrjnN4WFa3lpKUfFoDnbT2tHcMGzAwZUhGid4T8oWeWfHmDz7dbL+1MCl7XMQ0GJ0zlGU1a/21HQ3moppVDlOavnRPyrIFtSu+rwlNO65g/OU5CRnZUTNKWWvFsyce+qd3P9bf9V0tDOvd/sAh7BNsy3IAVrqu84HTgN9KKTcd4r4oRyjRn7nUwrp3ciJWEHsh1h/NF4CHgEVSyn1K0yWEeFNKed6+nKsoRzMhRBS4X0r548PdF0U51v1k5k0/HpJW/NOS1ILk4tRtU9tnb5rH8QMmsaZxY+eo7MGJvduX1q15sbKjbv4FQ0/5S+/Ug1UNGxad+cQ3J+2s/e9NvXbI8MzS05p6Wut/+fHfXj4ci51ieWafwgpe+w56RbGC2Wsr7jv7uUPRFyHEBcDNO2zuxFrY+qz6sK301d8R2o1YtzA3Aj8DHu8dje39z6ooiqIoRwMhhK7Hp6UZ3S0ttx533WXfGH/xHz0ON62+ju2Os2n20PrmzVt6wr464KTe7f5IsPXBuU/+PcmVMLYwKecsfyRQO69q+W1n7uJ6D857aj2wHuCuQz4Iaqm47+zniu54Zy1Waq6riFUKA54FHjiU+WellK8Drx+q6ylfbf0NaIuxFqL8EHjncNaYVhRFUZSDJXHq5UOyr3/geVti5qhoZ+OKotaWUIonCYCucA/egJsWfzuBSIhAONDwi7mPT5mQOzLD6/D8N9mdMKLF377wjbUf/6aspSICfE0IIaSU8ozD+qz2Tixo/UbRHe98k1g2gyNgzqyi7FZ/A9pbsaYbvAlUCCH+CTwmpWw+4D1TFAWsLAa7S82lKMpB4C4Zf5cjs2Q0gMMVN2ZFU/26i6WVM3ZoeglztixmxoAJAAzNKC7sDPf8/Yfv/O5a4LjeVHfn9blb/lXMlVpx39km4Dvc/VCUvdHfwgp/A/4mhJiCFdj+HLhbCPHyweicohzrpJQTDncfFOVYkHLqzWc5swZeY4SD3T2L3nggYcZV2xUteS85tfy4ss/DxakFo4KRkJnsSdxaHtam2ciKS8vtPVblbVaUQ2+fshxIKecD84UQt2FlNrgRQAixCHg/9jV/JymFFEVRFOWIkjTjmgnx4855PlHK+O/6Q4w786c3lnfWld3T3ugPJ2d6zGCPL9K8+ekbZz38Uu85z1z25yVYpacxTIPqzobXD1f/FUXZz8IKUspuKeW/pJQTgTHAAuC7wBdAy/53T1EURVEOLntq3mTdHR9/USDEOWkl5MSniePzRg3+QXvrR751n3+7a+nbJ7f2CWYBXlkz69QPyr94bmHNygWvr/3o53fM+uODh6v/yuEnhDhPCPGoEOKAFqw6VIQQ02P9Tz/cfdlXB6z0bSx9xneFELcDlxAbtVUURVGUI1m0vWG1GQ6EEzV9uzJeea6ESPOLt++0/Oyraz5ow8oCAMCt/OYg9/LYI4Q4BbiizyYJtAIbgBellId0fq8Q4iLgLCnlN3eyexxwA1aasYOyYH4P199fQ7D6fx/wlVwXdcA/SUgpA1LKp6SUMw9024qiKIpyoLV/9sRn/vVf3Pxpe/W6zlCPCdAV7PGvbiw7JPlWlV0agRVktQDzsaqQ+rDShm4RQow+xP2ZFOvPzryJNZB3MKda7u76x7wDNkKrKIqiKF9VLe/e/zjw+C9O+s5J+YnZIyvaa5b87tN/7FiN75jy2vxGDSttV+DCKZmHM03n230rIwoh/o1VMfFXWFXDDjsp5VJg6eHux7GsXwGtEKKhP8dLKbP61x1FURRFOXx+Pfuh2cDsw92Pw+m1+Y2jscpgX0mssMJr8xufA+6/cErmYa/OJaVsEEI0Atl7OlYIcTxWOV+wpiz0YKVDfHlnUxaEECdiFcdIwpra8KyUsk0IcRNwZuyYR/uc8vNYf84DzgNuklKaQohzgAuAO6SULTtcYyRWGtSHpJTL9qaPe7p+n7ZP6dP/LbH+b5f6MVZG+HqsaQbVwH92/up9tfR3ykEmVp33VVgv9p6+FEVRFEX5inhtfuOVwBLgGqxgltj3a4Alsf2HlRBiLJALzN2LwxuxpivMBxYBXcBdwDIhREKfNj1CiPeBd4E0YBMwCCujUyFQzrac4PP7fAVi23rn0PbGVVWxx72Bal/fw5obvLEffdzt9YUQbiHEu1iV1TxAGXA8sEEIcXKf55mFNZL8f1hTOdzAG1iv51ea6E+uZyHEF8A0oA54EnhCSrlhvzshxJtSyvP2tx1FURRFUfZNbGR2CVZQtrN69hJrwdP4QzFSG0sN+lfgbaygT2ANrM0E/os1+tnvhWFCiGSsgPUhKeUvYtseAr4FTJFSLt7hWCml7BBC3Af8REr5P6+NEOJu4JeAvTcPsRBiIeCWUo7sc5wHqAdekVJ+o5993N31H8BakDYptki/d/uTwGnAACllQAjxHHA2MERKWRc7JgdYjDXiXSql3Lhj+18F/S2sMF0IMQhrqPprwB1CiHnA48ALUsquA99FRVEURVEOgduwgtadBbPEtkus2+W7DMYOgjVsG81MBRKBc4EXsNKE7pYQohjr9v8AwIX1PCLA2Nh+B1Zc82rfYBZAStm+H/1+DPiHEGKSlHJhbNulQEJs3173cXeEEHas9+ONvsFszENYo8QnCCE+AS7CGoys6z1ASlknhHgD+pS2+wrqd5YDKWWZlPKnQAHWfI5q4EGgQQjxdN+hbUVRFEVRjnyxBWBXsueBLhtw1WvzG3cV9B4Mb0spH419/R5rhLYGeE0IEb+7E4UQ12LNhT01ds4irFv13VjzTAHysW7TrzrA/X4O8LN98P8NYIOU8st+9nF3CrCmg5YIIf4hhPhn7OtfWB8+wAqU8wEH1nSEHe333fbDbZ+zHEgpTWJVwWJD49cA9wBXs+tPd4qiKIqiHHncbJszuyfO2PH+g9edXZNSSiHEe1hTICcDH+3suFiRg78C70gpL9hh30/7POwtVew6wP3sEkK8BFwphPgB1jzVmVjzV/vbx93pzUBRhTV1YEezgXlse547e5/39r0/Yu132i4hxEDgOqwpCMmotBWKoiiK8lUTAELsXWATYttiqMOlN/i07+aYeKwpCov6bhRCFGCNavbedq8CmoApe7imETtfyL1fgPQoVox0CTAUK6h8ch/6uLvrVxIrhiCl7JsBYTtCCB3oxKrsuqM9Tm040u1TYQUhRLwQ4gYhxByslXc3Ai8DI6WU4w9kBxVFURRFObhieWafY9so3q5EgWcvnJK59yvKDzAhRBJWlbZ24MtdHSel7MS6hX9Sb0laIYQT+BNWANt7nAR+HztuuypcQojJsUVTsC3LQN7e9jWWP3cDcBNWYPuWlLKxv33c3fVjd8x/B5wvhLiq7z4hhC6EuEwIkSClNIB/AxcKIY7rc8xxWEUbvtL6m4f2ZKyJ0xfFzn0bK+/ae72r+hRFURRF+Uq6H2sB0a4WhvVuf+AQ9gngJ0KI62M/p2Ddtm8GLtyLxei3YAXqK4QQa7DSa/0RyNnhuL9izVf9uxDiO8B6oBgrgL8gdszLwN3AB0KIBbF92+WB3YXHgD/0+Xlf+7jL60sp7xdCuIB/CSH+D1iLddd8GNZ0g7dibdwFDAZmCyFmY72fOtZ7f6jf1wOqv2m7JFbZuVeBZ7BqKu/SjqsFd9OuStulKIqiKIdZLM/sU1jBa99BryhW8HPthVMyD0lJYCHEcGDqDps7gQpgSWxkcm/ayQCOw5qe8GVsVf85AFLKt3c4Ng1rbq4XWB+rANZ3fyJWftc0rLvcL0kpO4UQ47AC0cd2nI4ghEjBGgiUWBkG/qc87t72cVfX77M/Aes1y8RKD7ay74hwn+Mmsq2wwmdYOXdnAC9+VTNW7UtAu9d2littF+2qgFZRlCNa7A/JmcA8KWXl4e7PjgZkDnOdMuby2+Ncidk1LZvefunLB9893H1Svppi+Whvxbqt78SaM/ss8MCRUClMUXamvwHtd/vTuJTy73vZrgpoFUX5H0IIG9Ziil1pkVLudIXzPl4vDjgHWCil3LzDvhFYaX2ulVI+faCu2Y++uYDQRVO//TOn3X1la1fDBq87sTzFmzbDpjsKXHZPSmnuaDeAP9QTWFA267yXv3zogL02yrEnlsrLDfgP55xZRdkb/S2ssFcBqqIoygHiwppbVgEs2Mn+cnaRsmcfZcWudyOweQ/H7jchhHbVzB99I96TnF7VvOHtdxc/ueqqmT/6UZw7+VbDCMd7nPERXbcHunytgV9d9WxBbeumnmEFk9N1Tacn0DFsU8NaMpNyyUoupLlzW7l2jzPOnZ1cdCIH9rVRjjGxhWL9rsSlKIfDfqftUhRFOQQ+k1Jef7g7caDddPqvHi7KGPatUMRPvCvp9gun3vKHQdmj781LK0HTdNq6G3HYXXid8ZjSIDku061rOgBx7iTSE3MwTWs6nmFuW5drSpO2nsYth+VJKYqiHAb9zXJQsZvdBtACfAL8WUrZvB/9Ur5C/nTJxVOnl5TcadM1x6cbyv5dkp4+PD0+Pm9hRcXKKQMGnJXodhVuam755PxH/nGbyoahHCw7znEVQowGSrFyY08CVkgp1+3kvLOxcmquwapxDjBRCNET+3m9lHL5Ts4bCxTG9q/fVb9OHHlx4aDcsZd19DR7k+MyHCADi8o/enjp5s/afnD+/ZdKaZKemEuiJzW5ubP22x5XHFosaE2Jz6S5sxa7zYEpTSJGaPs+AD2hHkxp4nUlUt9eQSQa7mntrn/o2c/+/Ngz/Kkfr6CiKMpXV39HaDt2s0/D+uX+E+AqIcTEna2sU44eV0+alFOYkjz9onFj/zqhsDAHQEp50sSiIjtAgsslR+XlCoBh2dnDnv769ZuBvxzGLitHt3ys6QI3xVYHp2Kl+Pk+8BusXI8n9D0hVj/9Lawqh01YpSfBSjKeGPv5LWB5n9OcQogXgWysVcvThRD3Syl/uGOHZg4/P/eEERd95HS4B2YnF5KemAuAx5Vw8dLNn01ECpnoTQXAYXeRkZQfFzUiW8+XUmJKE8OIomkaQmrRyqYNNq8rnlAkQEtXncxIzJdrqxaYbkdctCfYsXbehlmnrKqY2/4o9+zjy6goivLV0985tGP2dIwQYgxWrrRfAP1aRKZ8dfz6vHPH/+6C818tTE0paOrqorK1lcLUVJI9nq1VWzwO+9YsF0II8pKTiw5LZ5WjwQAhxBU72b5WSrlyh20/Am6SUn4uhLBjzYv9B/BHIcQwKeXaPsfewrZUOpVCiNuwRmn/tZuKO7cB35JSzgUQQtwB3Hvc0LMdM4ade1bUiPhWVc6994Nlzz2bmVT4u4gRHCiigkg0TCQaxm5zMCBj6OgxA2ac2B3seB+rXDixtjZsblzrA05yO+NEbevmiEC0d/rbv7DrtgWd/taV66sXrx+WP+mhiBHueWPhv68FjO3TAP1yL19SRflqEEIUYcUTJ2LlZvVjVcf6GCtNVkPsuFuAe/ucGsQaiFuPVf71KSll+15eczRwGXAx1u+QH0gpH9+L874D/BaISinT9uL4vn0+Q0o5fyfHzMIq8VsrpRy+N/0/Fh3wObRSyuVCiG8DjxzotpUjxwmDBn2nMDWlACAjIYHyRqugSXcwFAYcAP5wGCklQgg6AgFjdV3dx8cfvi4rX20FbEtu3pcAdgxol0opPweQUkaAaiHEf4BfAd8m9kE7ljXg68DH/UzDtaA3mI15BLg32Zv2nYL0QQDEuZOe+capd/0xJ6UoJS+tdOuBjR3VZCbl0xPsxOtMTFi6cfatCZ7kvNyU4uM7fC01mxtW//ylL//+sRDCbted3nA02LGLPsSmRvyrH91WlK8eIcTlwOPAXOBnWJlGbFg5U3+G9YFwWOxwJ9adlTOB+bHjMrDyyv4I+IUQ4mop5Qd7uOZxWP+vX8QquPAP9qIksBBiMFZBBD9WkYa90dvnINbvo+0CWiHEQOC02P7E/zlb2epgLQpbQD9KwylfPZLtM7h0+P118zZv/uyjdevf8IXDV8Y5nacA3nX19dh1nU82lD/6neeef+Pw9FY5CvRnUdj/FHSRUrYJIV4Aro1zJ/3k99e9mgNiKshUdl65Z3eW7dB2p93mMLoDHXrvttS4THRNz+noaZa9H+oAAmEfjR3VBMP+Ln+4e+HSTZ+2CiFOyk0tzq1t3dwkpQzF2oyw+yleinLw3Z3Ym7YrwN2de1XE4EASQkzAKvLwKnDVDoUUKoUQL2N9UN1Rj5SyI/ZzC7BWCPEM1ijta0KIEVLK3S2anCelHB3rwyl72VdbrK/vYsVW5+zNeX28AVwuhLhVShnss/16rAIJG7DWBCi7oB2kdj3suR608hX28foND2xsaqoFqG1v931SVnbL1N//8apfvPnWC9P/+KcL3l29embUNL5EiIq1DQ0Pf+vZZ79zuPusHDN2tSD1ISAh0ZPyQ6DObnP8EGgDXu9n+507bhBohj/UvfVxXdsWkjxpZCTliZ6gdXiHr0V2+9tXB8P+WZsbV1+8dNOnVWDVYa9p2VTdG8wqymF3d+Jo7k58HGuksQfwc3fi49ydOPoQ9+Su2Pdbd1YVTEoZlFL+3940JKX0Y43SeoD/me++w7H7knP358BA9n2q5ZNAHHBh7wYhhAZ8DStQ/p/qYrFjxgkhXhZCVAkh6oQQHwohztjhmHuFEA1CCIcQ4g9CiC1CiEohxCNCCO++tHkkOlgjtGcDZQepbeUQu+vss4aOzss7tbajo+7WF196RUopTSmjYcNwbGxqIsnj8U4oLPwm8GbvOT99/Y2lwHSw7gXJh/9xmHqvHIN2+sdISrlYCLGorm3LxU9/+ocVkWhoNPC3HQLJfUoeHzXCfn+oJ9rUWeMJhHw47S503UZHT0vZxoZVs1LiMkvq2jY/9faix5/fl/YV5ZC5O3FnpW+dwDXAtdydeC13dx700rdCCAfWIs2FB3CB+VysD6QnH6D2gK0jyT/Dmrvf0HtHpp/qgA+xRmR7X99TsBa7PgGM38l1p2Plmv4IOB/rA8h3gXeFEN+UUv4ndqgbawrEX7HuoP8dmBhrVwA370ObR5z+pu1K2s1uDUjHmuvxW6xVxcpX3D3nnjPmphnT38tLTs6KGgY5SUn3AXeOycs7eVh2dnrvcUOzs04XQsRJKXt205yiHG4PAU/M3zDrF7HHO043aIl979dcNYk01tcuefX9JU8/XZg+5J6CjMEDNtWvXr2pYeVP3ljw6P9MgVCUI5I1AvsU1t/zHaMyG1aQ+xR3J67l7s6DXQI3E6uwSsWBalBKKYUQtRzAKZFCCDfWa/bp3iwa24MngGeFELlSylqsObULpJTrdhEk/xXrjtRFUspwbNv3hBBDgD8LIZ6PjUyD9aFkmZTyydjjKiHEDOAWIcRtfaY59KfNI0p/R2j3anUg8B7Wi6J8xU0tLr4kLzk5C8Cm6wzPzroSuLOqra06bBjSoesCoKWnpwbrk5yiHAy7ynIQllK+2o92XgD+DEwAFu+YIUFK2SmEWADcLIToBrrYIQ+t2xGXM7Jw6ojVVfPX9L01KaUZWlD2wSxgVj/6oyhHktuwgtZdDTGK2P5bgW8c5L70zkk/0HN3TXb9/PbF77EWrZ51ANp6Het3zteEEI9gLYS9bWcHCiFSsH6P/a1P4NnrOazR3UnApzu039cyrEXcBUDZPrZ5xOhvQLu7xRMm1ujGp3taQah8dXQE/B29C7uipklzd3fPUOCHL7/yek5S4q9H5uZeFYpEO+Zs3Ph/O5vjpCj7KYIVhMLOsxz4sBaMgLWI6gV2M6IjpQwKIZ4Fvseuf59dgFX6djrgSPCkLvrB+Q/8/Bun3JX3/tKnmy6acvO9JTkjf7+2atEjQojvxILaV9nJYjRF+cqwFoBdyZ7jAhtwFXcn3sDdnfs0RWcvNWD9/z/QC8yzY23vt1ia0u8CP9zDIrO9IqUMCSGeB65j26LQF3ZxeO8d0rqd7OvdltFnW0RK2bLDcb3rAZL3sc0jSn/z0H7zYHVEOTLVdXa2nD9qFE67lV62vqvLB1snzf8y9sXYw9ZD5WgWm9+6s5HZnR1bs5fHjsSqDLbTeYCxnJa/7n38nbPuWxPvThqWEpfBNcf/GKfDg113MKJwyi0njbrkBawMDDftTR8V5QjmZi9SU8U4Y8cftLtysQ+fXwCThRAJUsqu/W0zFoCm0v+FoLuShTXae48Q4u4+272ALoToAL6QUvYn48ETWHNa7wZe65OtYUe929N3sq836Ox7V313A069I9b9bfOIcrCyHPwPIcTfD9W1lANneHb2oN5gFiAzPj77MHZHUfaLECIPK3/ls1LK/8lWsJPjtURv6uDMpHxS4jPJTx9Et78DAE1oOGxO98HtsaIcMgFgbzNthGLHH2y/wwqcd1otRFi+vzcNxTIG/A4rA9MDB6h/H2GNbhYCRX2+PsDKSlDEXn4g7yWlXACswwogn9jNcY1YqbzOEv87wfYcrPdnYT+vfcDbPJQOWUALqLRNX0HlTc2L/eHw1nQhLT096raq8pUjhBgghLgWeAZrVOnXO+wXQgjPTk6VumY3+hyHzWZHSklZ3bI331/6zEcHt+eKcohYeWafY88pN6PAswd5ugEAUsqPgNuBHwgh/h0rXIAQQhdCTMOqFPbt3bUhhHALIU6NHXsi8HUp5aoD1L+olLJjxy+sqRLEHu/LQukJWIHyh3s47qfAEODvQohkIYRHCPEDrOpm9+7Nh/ZD1OYhcSgDWuUr6NvPPvfqc4sW37SwouKVD9au+/tjX85Vt1aVr6LeRRvLgeP6Vga7cOrNE++4+J+rf331860/OP/+98cUz+ydT4aUUta2bn7KjE0Pb+mqb19btfC7Hy5/7sIH3779YimlyretHE3uZ9vCr53pXTB2oEY490hK+Wes+ewpwDwhRAjoBp4GNgFX7eS094QQHUKIHqxb5H8ClgIjpZRP7811Y+d3sG16wl96twkhBuzPc9oTKaU/Fgzv9kNDbEHsBcBUrDVMXViDh9+TUv56N6ce0jYPFbFv+YP34UJCSCnlTlcWCiHelFKed0g6oiiK0sf/XfTI7MKMwSf2Pl5dNf93j7z705/1PhZCaJfPuO3qeFdSelVL2buzlj6z/vD0VFEOgZ3noQVrZFYAhyQP7a7ESlaHd7YIWQjRO7e3V0hKuU9TI/aQprRrd4ugY8UKbHs5ram3z91Syp0WT+jTpr6rucRCCDug7axASyy1mGPH/sTO8e7q2rtr80ikAlpFUY5pP7vssWU5KQPG+EPddPnbME2zpyfU+f4Xa9+6ccnGTzoOd/8U5ZCz8tHeijX66cSaM/ss8MAhyD+rKPvkYFUKUxRF+Uqoa9vyXHpi7qguf7uWlVwIVvnJS6LRcBVWqUxFObZYQes3uDvxm/RmMzgEc2YVZX+ogFZRlGOSiN02evyj3/zhkmnfWV+cOfwvQEnvfo8zPucwdk9RDj9roZjvcHdDUfaGWhSmKMox5aKpt3zz9gsf9v3sssei3z3nD2UDMofFv/zlQ282d9b+2zCtaWThSNCobdv83mHuqqIoirKX1AitoijHDCGE9uMLHnqgKHOIByA7uag0GPI9BVzwxOzf/SEUDdanxmcPa+6smf/8nPtfP7y9VRRFUfbWoQxoTz2E11IURdkZl8PucvXd4HUnZsPW6ndPHpZeKYqyR7F0WTlYuaQrpZRtO+zPBwb32RTEqn61UUoZ3Iv2R2BV/1onpazdw7FOYDhW5ofVe5MJYIf+zdlFRoLhWOV5g1LKL/bUprLNXge0Qogh/W1cSrm+z88qAbmiKIeVlNJ/4+n3rMlMyh+pazqBkI+alo0qiFWUI1SsYtW3sQosJGFV0bIBI4QQ64G/Sil7/w9fDPwVWAx0xo7LAEqEEAtix762Q/spwA+Ay7AWhOYAtwD/2EV/NOBnwI+Bqth1CoUQv5NSPrKHp9PbP7AySGyX/iz2XN/BqjxWC+TtoT2lj/6M0K7bh/Z3mqZLURTlcHlt3j/G+4Nd/07wphXUt1U8+/r8fz56uPukKEekj+7UsLIcBDjl3l3mXT3IngIuxQo6/9VbzCSWJ/bnwB38752VH/Qd3RRCpGEFoa8KIR6QUt7W59hMIAyci1WAZU/VuR4CzgdOlFIujbWfyM4LPOxKHXA9OwS0wElYwWxdP9pSYvoT0H59J9suAPKBN4FGrH8Y52N9anl9P/umKIqy34QQWt8k6C1d9RGsPyaKouzMR3eOBm4DrqQ3D+1Hdz4H3M8p9x6yPLRCiG8AVwPflVI+3HdfrMTsj4UQs/bUjpSyBat8rgO4VQjxnpRyVmzfOmKlsIUQBXvoz3TgZuCi3mA21kYnsKfR2b6eAm4XQuTuMLXh68AirOpcO70rHivRPQIrflu/k2kXg4BcKeUnQggdGIOVAGCFlDK8L21+Vex1lgMp5RN9vwAdqJJSjpdS3iOl/Efs+zig5mB1WFEUpa/JY6fHP/Crxx5/+m9vrHjwN48/ffrx56YAzBh+XvaPLnjww7su/2/Ljy986POTR19WdJi7qihHvo/uvBJYAlyDFcwS+34NsCS2/1D5PtAK/GtXB0gp9zSi2td9se/7WsL9G1hld98UQuQKIWYIIYbHpiH0x+tYQevXejcIIRKAi4AndnaCsNyFVY72OeCfQIMQ4t+x6mm9vo1V+ncw1tSLR4D3gS1CiNH72OZXwv4sCvspMGMX++4FPmMXb4yiKMqBcvl5X7tn4uip18cejpKm7AFuHlt8/F3FWcNPiW2fYZiR32D9UVYUZWeskdmnsAa7dpwyaMMqh/sUH9259mCP1Aoh4oFRwPtSysiBaFNKWS2EqAUm7WMTE7GmA7wEnAiUYS3yahVCXNePRVxB4AXgOqx4CeAKrNf9OazAdkc/AO4BviWl/BeAEOIkrDm3Nra/i65hTcc4TUrZLIRIBuYDDwIz97HNI97+5KHNY9dzZDXUZGZFUQ6BxISk4r6P4+MTigFcdnd63+0Om2u7x4qi/I/bsILWXf1tF7H9tx6CvqTHrtd0gNttBVL38dw0rAA2GxggpZwMDMAa4XxHCNGfYixPAIOFEFNjj78OvC6lbN/xwNhisf8DvugNPAGklLOBx4Cv7XBtO/CYlLI5dlw78B9gRiy43Zc2j3j7E9CuA+6KvShbxR7fxb4tIlMURemXyurNn0aNKACmaVJTV/kZQE3rpteCEX8YIBwNGXVtW17bTTOKcmyzFoBdyZ7v3NqAq/jozoO96Ls3zdaBvvXtxEr7tS96R4p/GpvD2xss/hRIwBpx3StSyvlYcdL1sekBU9j1Xe08rDVKOxsB/gIrlhu3w/aFOzyuiH3vnSe8L20e0fZnysEvsOaBTBdCvMO2RWHnYH2COW+/e6coirIHK+dvXt7T+uab2Xnpnq5A2xu/eeCnD/3ijz/i2c/+/Mwl077Tkp6YO6Glq37lS188+Nbh7quiHMHcbJszuyfO2PH7GhjujQagne3zyu4XIYQdKAL2dbpEHdZC+NU7bF8V+z6wn+39F7gTK3ivZdcZFtyx71072de1wzEAISnlju9NaIfj+tvmEW+fA1op5VtCiHOB32Llh+u1DDirdwWhoijK/hJC2OLdSUndgY7WWAEEAC6ffus504ae86LHGec2WqKyZkv17L77X/7yoVmA+l2kKHsWwAp69iaoDcWOP2iklKYQ4jXg60KIIX3z2vclhHBLKfe2L+diPb+397Fb84HJWPlwm/tsT4p931lwuDtPYcVQ3wV+L6U0dnFcHWAAxTvZ17utqp/XPhhtHlb7M+UAKeW7UsqxQApQCqRIKcepYFZRlAPlkmnfOeFnlz5W/vPLHm+87by/fjCmeGZy7768tJILPc44N4Cu20R2ctEFh62jivJVZuWZfQ6I7uHIKPAsp9wr93DcgXAP0Ab8J7ZIbDtCiCLg6b1pSAhRDNwPVGItjtoXjwMmVl7cvi6PfX+nP41JKetiffkk1vaujusBPgAujRWCAKwP+lgZGyqxMlP059oHvM3Dbb9L38b+kcwAUqWUf4lt2zG3mqIoyj4ZmDXqvuyUoiKAgvTBpwzKGf3nEYVT7lldOb8yEPb1HSUhHA0e6AUkinIsuR+4ll0vDOvd/sCh6IyUskoIcSrwCrBGCPFPYCXgAKYD3wSW7uTUCbG0UzasxWXTsfLZrgau6Z3/2ksI0ZsNZWzs+5A+277sHQGWUq4QQtwN3BMLsBdgzX39MfDIvlRElVL+YC8P/R4wB/hSCPFnrOkeN2GNpp7TW3Cinw5Gm4fNPge0sbxrDwHfYts//L/Evv9HCPEHKeXH+9k/RVGOcbpuSwDwh3roCXYwc/gFXx9fctJF15xw+03LNn92n9PmHhLvSZ4RDPvL1lUv+snh7q+ifGWdcu8KPrrzWqxb4ZLtY4Qo1t/6aw9lcQUp5TIhxBCssrEnAlOxAq9K4BKsUcZeVcDHWGt5zsGaGtEBrAdOlVLO28Vl7ujz88dYRQZGxB5/jT7TK6SUvxZCfIkVIH8La/3QhVLKvZmj39u/7j0ct5TtpzQgpdwkhBgZu+Y5WLUA5gNfl1Ju6XPoBmD2Ttpsil27cx/a/EoQfaab9e9EIe7A+lTyM6wXqVxKKWL7zgG+IaXcWS61nbX1ppRSLSJTFOV/fP2Un//f6KLp97b1NGqZSflbt9e2blr1u5duHAX/Ww1MUZT9YOWjvRWrnKtVKQyeBR44lMGsovTH/gS0G7HqJb8Veyz7BLR5wDIp5V7lfVQBraIou3PR1JvPzEjMv3Vk0dTTe7fVtW1Z99sXbxh2OPulKEc1K5WXlc3g0MyZVZR9tj9zaAuwJjL36vuPvR1I3I+2FUVRtnp13j/eO2nUJWWZSfnvZiTlDQqEfcHqlvK/HoxrnXPbqcOHTR/0U92heypX1Pzn2V+8qtJ9Kccma6GY73B3Q1H2xv6M0DYDJ0gp18Qem1JKLfbzJOAlKWXhXralRmgVRdmjCaUnpxeklR7X4WupnL3y5eUHun0hhOMX7/9wee7grKEAPe2+7o8fmzPz3b9/fMCvpSiKohw4+zNC+xHwByHEJbEVgBIgtrLw12w/UVtRFGW/LS7/uBl442C1XzppwICMorShvY/jkr3x6YWpY4HlB+uaiqIoyv7bn4D2bqzSauuFEO9iVb39I1aFsHSs1A+KoihfGeULt2xprmxZnzkgfUhrbTtGxOhprWlffrj7pSiKouze/lQK2yCEmIGVt+4mrHQeP8KqAXyxlLLygPRQURQFyL4ie4Yzz3l6tD1aU/uf2n8djKwGUsrwKd+cef3YM0e8UTKuKNPfEbBnFKVNxKqAqCjKYSKEmICVtiuHbWm7PpFSlvc55iTgsj6nBdmWtuszKWX9XlxnHFZMY0gpv7MXx/e95q9ixRJ2POY7wEigXUp5557aPJoIITKxCmTsjX9KKff5d+1+FVaQUq4EThJCJGCNyrbumLBYURRlf2VfkX1S0oyk121xtngpJXqcPgS47WBcq2h0/uSB4wdkAniTPc6Ckbn3CCEeVWnBFOXQi2VNegqr5OyLwCqs2OU84GEhxPNSymtih4/Cyqn6J2BT7LgM4EbgKSHEi8CtUsqWXVzLDTwDDMaqCLbHgLbPNQEqgPt2aDMe+D3gBWqBYyqgxUr5tnyHbT8GsmLf++pkP+x3pTAAKWUX/a9hrCiKsldcBa6zbHG2eAAhBI4Mx9kcpIDWZte3+72oaZqdnVdNUpSj2sj/juxN2xVYdd2qQ/6BTgiRDHyGFVwOk1JW9Nn9eyHEccBvd3LqG1LKL3ZoazrwFjBcCDG1t/rXDn4P2IEPgZP72d2FwHXsENBijd7ase7yZPSzza+82CDnP/puE0JcAyRJKf+x05P2kba3BwohbLEav9s93t3XgeyooijHrmh3tLFvRhYzYu7x1uG+WvnxuqdrNzQsBwgHI0b1mtq/SimNg3U9RTnSjPzvyNEj/zvycaxb+z2Af+R/Rz4+8r8jRx/irvwMqwzr9TsEswBIKeey/RSDXYoFuLcDo9k2orpVrNTtd7BGc3cW7O7JE1glc6fssP3rwJtA265OFEKcIMT/s3fe4VFUXx//npntJdvSN70XEnrvCgiCPxQbKEgVLKCgWLF3xd6xC4oiggUQxAKI9N5beq+btr3d94/ZjSGG3tR3P8+TJ5mZO3fObJLdM+ee8z30FBG9SUSziCii1fHriegt38+9iOgFInqSiOJajOlFRM/7vrJPcB0REV1HRC8R0atENJmIVCe5VjciepaIniGiYUT0PhEFtzFvO9+xDid5fS44p+3QAnD5vlpvn+wrQIAAAc6Z6h+rXzfvM3/qKHOU2vJtmy0HLHddqGttXLytauXbvw1c/cG6UT+99Wv/D2d82VYEKECA/yRZn2eNAbADwFgIXcLg+z4WwA7f8YvFzQCOMsY2nGgAY6z6RMfaYCGEFr7HdTElIi2ATwF8zBhb08Z5p8MmCLm6E1rMmwygt2/uv0FEMiJaBmAFAD2E1rhDABwhogEthvYGcCsR3Qphmd4EoB+AXUSUSkR3QWjfWwegK4CtRNS51bUMALZAiJYyCMv7DwA4RETpLYb6rzUVQvG/GUL+bz6EB4HJbdzKbADjAOSd6MW5GJxJFLWtN/XAG32AAAEuOPZSuwvApIt1vW3LdtcD+O5iXS9AgH8CvgjsAgjBrtZpNiIIjtCCrM+zDu4bv++CtsAlolAIeZZ/nmrs6cIYsxJRAYC0VofehnDP953jJT4H8AARzWSM2SFEZ8sB/AzgnjbGPwfgCgDdWxRDvUxEXwJYSEQJvnkA4fVPZYyNAgAiehWCk/khgL1+LX/f/hwAjwC4psW1XgfQDkAWY+yob+wbAPZAcPQ7thgrAtCBMXalb5yKMWYmot8BTCOiuf6aAiLSA7gRwCJf+ukl40wc2uWMsc0tdzDGHjnP9gQ4S3iFRum1NTLGmPVS2xIgQIAAAf6VzITgtJ4oZ5x8x+/GhX/AVPu+m8/zvBYARv8GEV0PIRJ8NWPsnIqSIDwMPAvgal8B2jgACxhjHqLjX1JfWuatEPJ9W1f2vwXgJgiqDit9+3i0yEVljLmJaI3vGlNb7f8dQqTXfy0pgOsBfOt3Zn1j64noXQAvEFF7xpj/IYUH8F6Lcf7fwbsAvgUwFMBPvn0TAcgAfHzql+fCciYpB5sumBUBzomQkQ8+HjHhzWrj7Z9Wh/zv/sBDRoAAAQIEOCN8BWBjcOpAlwjATVmfZ13oQkl/zqnuPM+rhbA075eUeg/AN4yxc27YwhgrhVBQNgHAYABREHJr2yIWgApAHBG9TUTv+L7eBXCHb0x8i/EeCBHZltRAeMDIbWN/yzzcaAhpI4fasOOg73tSq/3HWg+E0NSm1G8fCV76bRDSQta3Mf6iciYRWjsRKRljgb7O/yDUnYZ30Q2c/CgnlvIAwCV3f1zdYdjypt0rd5/oHE2P6+PlSd3mcmKZ0WUqXVXz44tPsbPtgRwgwCWEiGjEzMFXKDRy1c6V+1Ye25IXeH8KEODskOOvnNlTIfWNv2ArgoyxOiLKAdCFiOh8fEb5Cppi8Fd0sSMAAwAREbWsuG8PgPPtO8oYe/UMLvMZBOkvGYDNjLG2nEhAUG4AgDIA+9s4vhFAy9xhdxvFqV4AXsZY65olL44PWPrPE7dxHUmrMQDgaJHq0Iwv+jsPwBO+grQUCI7wg23Me9E5E4d2D4CPiGgpfBWARDTiZCcwxpafg20BTgNOqtT7nVkA8DTWiFTZQ76KGP9aqb1o3yN1az7Z3PocRXKPeVJj2mAAEIfE9tAPnVGCf8ByQYAAZ8pt79/ydvagjDs4nkNCx9gNmf1Shx3440jTpbYrQIB/ITYImqGn49Q6cHZKAGfKBwBeAnAthKXuv0FEWYyxfac5350Q0iYW+LYPALi9jXE9IEQ+d0NwOM+E7yHImPaHEL08EYUQIqme8y1f1QZFPps6tXHMv+90X8MPATwKoUAsHUKR3efnauD54Ewc2rsgiBqPbrFv2SnOCWg3XmCsh/9cq0jq/rvUmHaZu6EKnNrAxIaoNABpJJJEE1FG66c6TqpM8f9MHA+RJjTlbxMHCPAPx5gaHjn7mzumcbwQiIhrH92784jsq/HXh1WAAAFOk33j93mzPs/6CoKawcl8AzeAhfvG77sYq3qvAxgB4AMiqmOM/eY/QEQchNzR2wB0ONkkvnzVqRAKpZZC8GXAGCtGK41U3/ihANqdjaPJGLMT0U0QUgq+Osk4LxE9D6EI7AbG2Dctrs8BuBrAL4yxc35A9+XwzgMwm4gu97+ORJQKwaFfyRhrnbZworkqfIHNqQA0AFYwxirO1cbzwWk7tIyxrUSUBCG8HApB7HjghTIswOnhqitzyqLb/U+VNWgMOH6Aqt1lN/uP8SpDEqfQ6CA8BTbjsZg2ioOjYwHA67S7XbWlJ5RECRDgn4rL4Xa4XW4nhKVPMMbgtLocl9ImIuImvjp6piFal1aVX7N1/v2LPw6k8wT4F/E6hCKjExWG+fe/cTGMYYy5iOgKCM0KlhPRYQB7ISyT94bwv9+WLbN94v0iCF1Mu0OQEn0IwGsX+n+SMbby1KMAxtirRKQA8BkR3Q8hn1UHQY1gB4BV59GsRyEUw630FY1ZAQyCEIUef4ZzvQtB2QD4B63u0tn+XoloOWPspCkHZzDXj37JiQBnj7b3Te3VnYav4ZVaHQA4Sg+vr/hidv/W/7zyhE5qdaerHuZkqkhXTdHK2lVvfX1pLA4Q4NyY8ubN92cOSH1aKpdIDv157Ju3J31y06VsgjD1nbFPd7oy+xEigsflwdYfd03/7N5F71wqewIEOFN8OrMLIDivLYNebgjO7Lh94/edMPJ4oSChhWxPAJEQnLFCALsZY44WY7IgOLp+HADqIejDHjnd9tU+JzqWMfbBaYz1X3MxY6z2JONGQOiO9UUbx7S+OcIgyHztYYyVtTjeC0KntI9andcDQHZrO4moO4CObUWYfVHZrhCUDA4wxra3Ot7mtVqNIQiFdTYA0Ywx94nGnuD8kRBei/OaqnDWDu15NSLg0J43dAMn9Zca025iLkeTZf/vc80H1lReapsCBDgVoXHBklEPDX8wKFgVV36s8rcFD3775emem9ozKU4RJAvavfrA/tP9wLpQzFkxc11MprGffzt/d9E3L1z91o0nOydAgH8aPj3auyFIR0khOIYLAbxxofVnA/zz8TnSmwC8yBj7RxSEAWeQckBEMkDID2m5fTLaqpILcP6RxbZP4MRShS132wHG2DoI6SAQVhgCBPjnM/rJq9/K7J86FQCiM43jxz5/neeLh749rZWDI5tyCs72ukTEh8QaQqsLa6vOR2TX2mDLgdDBBwDQWGO+pJ1zAgQ4G3xO66Ssz7OmwKdmcJFyZgP8O5gEIYXjvVMNvJicSVGYv6KRWm2fjEBR2AUm5OqHHgsdNedR4iUiW8HOz4ho8qWOUgW4+Oj66kJ1fXUfi4JEXTxmz76GrQ1TalbXFF1qu04Xbbimj/9niUzMhcUH9wVwQVNh/nfPFe0e+Wnm1wajLrOqsHbH4Kn9b/jlg3Xn5IBuXrL9AY4jmUKryGisatq6/PXVT7075XxZHCDAxWXf+H1eCI0IAgQAEc2GkBoxEsATjLHCS2zScZyJQ9s63BcI/11i5HEdEkKumfMoJ1WIAECe2HWCpu/YJQACcmn/UpSpSmXoyNC3REGiLh6LZ3/dH3V31W2oqznVedqe2seUqUp/Tns487BnANxyYa09f9iabMcAZABCcZeprD6XiBQXsvNdWu+kJ6LSIzMBIDYrqrPD4ngYwDm5n5uW7KiB0HUIAPDGv+Y3ECBAgACn5BiE3NnnGGPbLrUxrTkTlYNnTrYd4OJDYpmceHHz75CIAyeWnTIVJMA/l5ArQ55QZaom+jazmIdZcRpOFifjIlpth18I+wChIIBX88GeJo/pfBVg7f75wAzmZS65WhZ37GB+6Xb7/ntSX019Nu6euG8KXyucdCEKvUQSkbrltlgmDjrf1wgQIECA/wrno5vaheRMWt8G+Idhy9ly0Faw8zN/hoG95OBvlkPrA9HZfzF8EB9/3Lbq+O0TYS+xL/M6vG4A8Lq8zFHmWA4IzicRtdUd5qwwXG4wJjyasD7lhZTKpKeTDobfGN7lfMz7y4fril++4b3rn7ny9W47HAc6yqPkRrFeLFNlq26JnBg54XxcozVF+0vn25rsNgCw1FubCnYXB/RrAwQIcMkhovuJqIaI+FOPDuDnTFIO2sQnpRELoT/ycTDG/jzX+QOcGMYYI6LJ2n63fEtimcxycN0KR9nhQCHevxhHqWOdPEZ+LYkIzMvgrHD+cTrnlX5S+lnkLZF1kjBJF1eVa2/p56WL3x0zeuieR+e8rZJIQ5dPv2PJVe+8N+VcI51BnYLuUyQqegMAr+RTvE7v0wCGtR53zQNX9tVHatMr86o3LX/jl9PtQAMAYk7Caf0bRAReyWvOxeYT8cVD3345cvbQ/JAYQ1ZVQc0OENjkN2+aVpVfs2fZa6v/1mEvQIAAlwYiiobQ5Wsgjpft+g3AJ4yxat+4aQCebXGqHX/Jdv0O4EvGWMMprnUbgGcgtJq9YCtdp0ABoSXvRalD8vUYON33vImMsVM11boknLVDS0R6AG8CGIMTR3oDRWEXGF8B2IpLbUeA80Ppx6Vvg8EqCZd0dVY7D5R+WPoO3j29c53Vzj2yaNktimTFFdF3RndYnnjLddlGYyIAxAcbJnxyy9hNEFpJnjUkpeOW5UlM6tZjJrxy4+QBt/R6V6aUSppqzXXXP3rVtYufXrbmdOZnjDlj7479SmwQTyOO4Kx25ltzrN+fi80n44eXV20EsPGmp0dd1eWq9l8qtQq1tdFmvfnZUZO/nLM0oM/cguAr754kDom7hrns1ZbDfz7etHNF8aW2KcB/HyK6DkJr1a0AnobQolUEoC+AhyE0BcjwDZdDcARHANjiGxcKoZDpHgCPE9FNLTuOtbpWMoBXIDjCwRfolk6HlwC8fab6rudAPoC0VvuWA0gGkNpqf+NFsegsOJcI7fsALgPwIoD9+AffZIAA/xYYY0wRr1gm0ot2Nu1sOiNdVU0XzbuKJMUwAJBESLrypVxzdTIRQa9U6c/VPlue7UtpuHSUSC3SeO1el73Q/rdl+qj0yIkypVQCAGqDShffIWYcgNNyaAGg6M2iOyLGRawXqUUGa451Wc3PNfnnavepiMkyjldqFWoAUATJFbFZ0eNxgVUW/k3oB00drmp/xTxOLBMBAPGSWACXX2KzAlxg5hXM5SA4ibZpcbdlXlkAAQAASURBVPdddPUcIuoE4EsAPwAY3er9MJeIFkGIpramgTHmL6atALCXiBZAeB/6gYjaMcYKWl2Lh9BQYjWEYNx5aRx1NviKYS9YQWwb1/OgVUdRInILh9gpi5L/KZyLQzsMwAif7mmAAAHOA8ZJxhti7o6ZJ9KItLY82x/a7tqR9Vvq60/nXE7OpTT/LOLwU/Wh3MzQiGwiQpHJVL69sHDZyHO0r3xh+W9h14QNkEZIezprnYcrFlX8zVF1O93H9R532lzmM7mG70PrtBsrnA9cDvdxNrpd7jOy+b+OSBvRye/MAgAnV3cgIi4gEfjfZF7B3PYAZkJYgZUCcMwrmPsVgNenxd13MRsrPA7Bubyrrb81xpgNwL2nMxFjzExE9wD4A8AsCI0jWvIwhCjlNTgDfVUiegbABADxAJ4EcD2EVeufADzQUqmFiMZDiAADQic2M4TWs68yxta3GHc/gPsBhDHGPER0K4DnAQxkjB2XwkVEoyCsvF3tT/MkoigAD0IIOmohRGA/ON+duf5pnItD6wKw83wZEiBAAECRqHharBNrAUCRpOjnbnDfBqGP+Slx1bn+lBlliQDgdXjdr9dtfELzp0QbHhRk2FFYtOLpFT8dOh82Vn5XuRvCm3CbHN2c+5hUIUnSRWiTKvOqt+z+ef9cjD0fV75w7F97+Fm5SpodHGPoWFtad+Dwhpwnce2ltuqfg7u+fKfXZXf7nVqvrWl3wJn9bzKvYG5brW+lAMYCGDevYO64aXH3XfDWt75i1sEAtjHGKs7TtH9CWE0e1OpanSBIkd7BGCsXOrueNioI6QmvQfCJroDQWvZjCO1l72gxdhH+ShHkABgBzADwKxF1ZYzt9R1rnUP7PYC3ITQ0mNXq+lMhOMYbffeS4rvPY75rF/ju9x0iimeMPXEmN/dv4lwc2m8gLDl9f35MCRAgAAM7TnaNRCQ93XMrF1fezhysiA/ioxyljp/Lvij7zn/sXCOzZ8LSF37aRkQZEUmhoeU5VeX/Bsfn5/fWHCOirhFJoeHlOVWVFzF37aLQr8flGTKJTPnL+p92nM3vw/TrByuCr5w5VRwaN4o5bdXWo5ufOM3AWIB/Eb7I7AIIzlZrr04EwcldMK9g7sGLEKkNh5DuUHC+JvQVUpcAiPLv83U9XQDgT8bYR2c5tRTAXsbYJ77tPCLqBeA2IrrH3zXV971l4XYVgElE1A+C83nbCeyuJqIfAYwlogcYY06f7dEQnP6nWvxfvw0h4DiMMeZPBf2IiLQAniOieYyx8rO8z3805+LQzgLwGhHpAKxgjFWdJ5sCBPh/ScRNEb2lRqnUE+wBL+NhL7PnmA+Y55/u+bYCmw3AYxfQxNOGMeYCUHqp7TgTfHlk/yqbT4dn7n/1iSfueekRsUjCXzHgf4uI6OazUbuo+en1TwF8egFMDPDPYSYEp/VEIUryHb8bQrTwQuKXrDrfGtReHF/I/jyEdIH/neO8S1tt7wIgARANIVoKIhIBuB1CWkI8ABmE11QDoQDrZHwM4DoI8YnFvn1+zfJPffMHQQg0ftjCmfXzE4C5APrjP1ofcC46tE0QBN8/AVBJRB4icrf8Oj8mBgjw/wNlivJldTt1mMfsgaPCAWuOdfHFKIgK8N+lQ2aXmG4des+RSeU8z/Po0anPjXdOmH2uH9z/GYhITUQBPXY0F4CNwakDXSIAN80rmHuhVYwqAbghLMufTyIAlAMAEbWH4Jw/yhjLPYc5XW0UT9X7vrcsxn0PgoLBlxDSADIh5O3ugxDlPRmrARTB9yBBQl7EBAC/Msb8bc7DIfh1NxNRBRFV+r6qAPhzdEPO7Nb+PZxLhPb182VEgL9DRCJFWt+OXntTpS1/V9GpzwjQEiLiE4yRxrzSsgr/8sw/HZKQAQAkwRIAgKvWJbmkBgU4JxQaeZCt0W7zRasvCRxxYpFI1CzOTkQQiyTnrdHGv5UOmV2Uk0ff+fWPn64dUt9QVzJzykOTX//o+bWX2q5LjByndqr8SH3jL1glPmPMRkQbAHQnIjVjrOmUJ50CIsqGkJvq73gVASFCOoeIHmoxVA2AJ6IaABsYY6fK2jpZGg/5ri2FIDH2LmNsXiu7IgHknOwCjDEvEX0G4BFf0VcqhCjvgy2G1fu+f4Tj9Xhb8p8teD1rh5YxNvt8GhLgL2TR7ZRhN7/4vdSYPshrN1uCh99zd82KVz++1Hb9WxjUrXPsew/c80NitLF9dV1d/vQbRt389jdLN11qu06Fo9SxSBoufYR4grvBbbLl25a0PE5E4rDrwoZ5XV5H9Q/Vqxlj7ELZMvjW/rEdr2j3ljxIlmQqq1+/6IkfZlQV1PwrHgwuNUQkuvOTSZ8/+dt919ua7KZbXrx+xvwHFi8+0fjoadGzpJHSq7wOb3njrsaHa1bWFJ4vW3Yd2Ja3ZdeGeX26DryN53nsObjj169/+PSH1z480Wfd/w9u/N8td3fO7j4CAAy6kASP1/0SgG6X2KxLjQ2AA6fn1Dp84y80zwH4GULB1v1tDSCiOxlj75xqIl8k/lkIKQxv+Hb/hrYjlvMBDIEQPT1fD6Q8BJ+rvpVdAwCE4RQOrY9PADwCITKbDqAWLeqYGGNVRLQbwAAAsy9Ey/B/MufcKSzA+Ufd8cpJsqjMQQDAy4OU0ojkp4jokwvpwPxXGHVZ//RhvXps1wapFJUmE2LCw+I7pjqegpA4/4+m+N3ixyJujtgn1otj7KX23yqXVO7yH5MZZeK4B+J+UKYph4EB8lj5p0Q0+UL9TWQPyngtsUvcVQAQmRKe7rzfWYy29R4vKkTE9+02sF1dQ13lvsO7zlfl83ll7AvXTWg3IPUmIkJQsDrM4/K8SkRL2irGMo43jtb2077CiTghisNTKM7j36qvCOaOcdfeukQhVyqW/7pkVXlV2b/yweSuSQ8MzEhuN8Vqs4buO7z7m88Wv//Rmfz933T1xLiMlOyr6hpqa6MiYo/rPicWS3Tn3+J/F9Pi7vP6pLnG4uS+gRvAwmlx913wzyPG2GoiegDAC76upC8zxnJ9y+3dILwnRQM4oUPri4z2AjAHQjOGKX41Ad/qyd90VonI6Tt+3jRYGWNWIvoTwEQiWgghr7ar7x72n+YchUT0KwRlgxAA77exAjkDwK8AFhDRw4yxAiKSA+jgO3a3v7Paf41z6RSWdKoxjLHTeeII0ArixccvNXO8FEJezP+rp62zoVdWxlc9sjIUAMAYQ0F5BUS8SHWp7TodfB/O37R1TNtLO0yZphxGRAAB6mz1RE03zZs4iXzW2UJE3EPL7hrYcp9Kpzzl//uFpkNmF+W7z81fmpnafkhjU4N5zl3PTn/2zTnnpKtIRAoIWo17GGPnpfOVUqtQt5T9kcglGgjvtX9zJCWhknZ+ZxYAeCXf7nzY0BLf39WvwtZr53v6s4KIKDoyNqy4rNB0OilBY6+dkn798LHLQgyhSgCIDI8elBCX3NMYHj1txqT7nwkPiexcW1d9YPW65d907dBreo2pRmOzmf9we905ybFpz/I8H3fl5ddwCTFJIq/Xi7WbVi+prq2qDjGEhrhcTpZXmPPFhb/rfwWvAxiHExeG+fe/0caxCwJj7CUi2gRgNoBdvgYIBCE6+SsER7U1y311PCIIqRE5vrF3MsaOXBzL22QcgA8BHIAQ+d0NoRbpTDo4fgxB/gsQIrbHwRj7k4h6QOiqdsDn/LsB7IHg+NeerfH/dM4lQnvsNMYEWt+eBdbcbV+K9JHjJCFx7Znb6XVW5r55vpYOtH1u7iTWG3u4G6sP1q39dG3LY0TE6a+YPoFX6cOclTkr69d/uft8XPNiMaxX9+BrBvZrbi5ARCAGHC0q/ts//b8N5mGulh8xzMO8XrfXCQC6frpwWbSsl7vOXVT9U/X2c71WhyGZ7Xie0zLGQERw2pwoz60yneu858qoYWOmtM/oPAQA9FqDKiMl+2ki8qtADPd9z2GMHW59rk+NpbdvcxtjrNL3cySAZQBuhZB3ds4c25K31JgafkdoXHCS1+tFycGyBSdy2hwVjq2KZIWbk3IiAHA3ubeeDxvOlrGjpmTGGOO6lleWHvz0m/fOyJaJN95+c2Jsys2MsaLdB7Y/v+SnhW2mTvTpNlDz7nPzv02ISb7cVF9beu/URya+8sEzvwLA6JG3ZKQnZb0gEom59Vt+f2DV2h8PAIBWrb3S78wCQGSYEQxs4vUjxlr7drvsTo/HjfoG0+Vjr731Lo1ag8KSfGSmZg9zOp0oqyyFSqlEVEQsAIDjOKQltRu8YOmH/TpkdO5fXVtV+MbHL/zQlq3/35gWd9+eeQVzx+HvOrSA4BQRgHEXubkCfE0H1gMAEakA2E8grfc+gJYPJw4A5rNYyRoHQaHgdJgDwXlszU8Qoqj1/h2MsUIAQ3xqBzxjzAEARDS81bkna337rW9exhhr0zlljO0GcJUvzULVhuLB6TAcfylN/Cs4F4f21lbbBKEacTiAPAC/nMPc/68x711dococeJkkPOkyj62xsmHjovWnPuvU6C+/dYi60/DFvEIT5HXanMHDZ02vWfHah/7jIdfMeUOe3H06EQdJeNI92r7jhtavX7DjfFz7YjCsd4+XFTKpvOW+o8XF65/9ZMGHJzoHACaPHN4nTK9Lzi+r2PDVz78ePVc7umWmBxtDgjMVMllUiE7rXLlx8/IjhcXH5ZvpL9NHBHUImgoC17S76aPa32pPGh2s+q7qZ6lRuiSoY9C1XrfXa95jfqlxR+PB4GHBKSEjQlZIw6RJHpvHETU16u6SD0rmnWyuU2Gus9ZrQoPslXnVMo7n4PV40VRrXnUuc54PJGLJcbl9PMf7JW84CE4pIPRv79HG6bdByMcDhE5A318YK4HfPllfOOCWXoOSusQNb6w11y5+atk3701rO5BctqDsR+Mk42RZlGyEx+apaNjY8NSFsutUzJh4/4DRI8d/q9caDGZLk+3B6U/d+sLbj520Y9vo/43vqVKqdWqVpsfN10x6VCFXorK6HAZtcP/EuJTOuQVHjysaIiLxE/fMfbB9RudBAKBWBUXZHNYXAHQZftnVkcMHjdrSPqOziogQFRE7sGfnfimbdvxRWlpRrG1sakCQWsgUqKqthEKu8EaGRSUQEUorSyCVyqHX6NFgbkDHdl1RWV0OsVgChVwBj9cL/wMaANjstvolKxbu+3b5lxfVMfs3MC3uvq/mFcw9CKH6/yb4OoUBWAjgjYvtzLaGMXbCoqY2dF7P9hqnXYDGGLMAsLSx34k20hl8x9wQHhD82w2tjp+w9a0vdem0UiF8Y8/Gmf2bTf8GzqUo7ETRjCeI6G38h8PaFwPzgTUmCE9i5w1pZOrNvEITBACcRC6RhCb4lz8AAGJD1Ci/go1IpQ+Whif9D8AOANANnNRDFtv+TU4kDXOZSn6o/u7ZmedLMN+3JKIEYDmXnNAghSLJGBKM/LJyiHkRCisq8uavWH35kyc555HJt0wdPeSytxQymaSmvqFq2qj/XTVv6Y9nHSW79eoRne8bN/rbyJDguOq6egBAWlzM2tTY6Cv9Tq0iSaEyTjAul0XLOgGA2CAepc5W923a21R/onnDrg/rIU+Q93aZXPBYPBZ3k3sjAKjbqSdJw6RJAMDLeak8Vn43gHNyaI9tzSua9NqYB5K6xT8jEvOSvJ2F7y5//ZdfLvVq9dbdG76MMcbdEhedmOlwOrzH8g+946v89csuFUOoiE5rI0o7wXc8+mLYunb+xkIA7wIQmmGehNJPSudDKEK5pGSldZik1xoMAKBSquXpSe1uxUlaED913ytPThs38xGpRMpt2fmnq7i0EAqFEowx6HXBaZnJ2R0BbPCPv+fWOYO+fOvHj91u13G/A57jkl946K2nenbtf2VyfJrK73Qmx6cqOmd3nwLgyU07179+Wa+hD6hUKrFUKgNHPHbs3fyxXKYoYIwNs9mt8Hg8aDQ3Ii4qAQAQEWZEUWkBACAqPAY5BUegUWthtpor9h/eNevf0PDjUuFzWifNK5g7BT41g4uRMxsgwLlwoYrCXoRQmfjdqQYGuHh4XY7jnjqZx3XckxtzO6shLMGCMQaPrbH5KVAe1+E9SVhiBwAQGYwz9ENn7IVviVbZblCiMr3PKk4eFOExmw7Yjm4abt7/22k9QfYd0z3q/iV3LtQbdd0bqhoPjpg5eOzy1385cDb3V15buyEp2tg7PjICbrcHtY0NxrtGXzs/XK8fnxIbHZGZGJ9dWWs6unTNH805VMnRUVMUMpkEAIK1mtDspISJY664vLJvh+wX5TKp8VB+0c6o0GB4GfNs3Lv/rW9+WXNSXdiOaSn3RoYExwFAiE6LoopKZCUlDLiyd4+r4MuPVSYru/mdWQCQGWXtFImKXhCWqNpEmaK8XaKXhAMAQqCGkNy/jHlaSUJ5z09F7iezvnqTiD7UR2oltaV1De/fNh+hI0O7SEIkmY5yx9bqFdXnpY3umbB05delQ/oNH5iV3vHyunpT5SeL3l2TFJEdkxCWqcirPAAIFctDIDivzVI2RNQbQAqE4otHTudavq46fQBUM8a2nN87OTd8nY0851sOzOV2WVtt/y3q1MIGxdIPf50tlUg5AAgNCRfHRwtp1g6HHbsP7HBU1VYc97+SndHp+bjoxJjaumrUmKoRrA+Bw+lAVU2lvF+Pyx+1WM2w2qxQKoSUd4/HA7O1qRAAKqrKasdde+v/unfs/Vp5ZZli/+Hd8xb+8Olzo4aN6WK2mtNVclXvdukd4quqK4+z0+1xsbLyErdIJBIzL8PqdSsWv7fg1Zv+a53gLhTT4u7zoo3oY4AA/0QulEPrApB4geYOcJZYj258kZPIO4l0kT08TTVH7IV7jusqZS8+cBdA75JYGuGuK19Wu+LV94BXQEQUOeX9ZnFrIg4itSHSv63K6LdSntA5CQC8Dms35nF9gtPsutLlqg4PJ3SK7QsA2rCgDh6X52kAo87m/h5+58OHn5g60RRu0D0QpFTqspMSpTX1DaOfun3yCK1KqbQ5nKRRKRvuGzd6wtwFX38PAB6v57gPcYfLZRnQucP77RIThjZZrQhSKvuEGwRd7GCtZnC7xISe+3PzTrjkxXN0XM4REcHr9cLmcDQvg7kaXMUei8fCK3klAHisHpu7wX3SlAPmPf4DWOIVhz687O5l/+s4yPrLsfV7+QRxtqfRU2fNs563JWvGmA0+aR7jRONNwUODP+QVvMLd4K6NGB1xQ/nX5b+PnD20a0isoXNtsWnfdy+t3HCKKc+Z1X+sqIavy82kQY/OmTb06ceJePF9n14FCEWTXwAYR0RzWuSdT4RQRXxa6TNElAih37oXf+XmXnKIiJ6+79UXl3z4yx0ul8v+2KwXHn7qtQfPpJjkpGzYtvYltTKoR0xUfPvyqtKCPQd2PAXceKLhzP/6MsYgFv0lbSuVymCxmn/cvPPPspYniEXiIAAw6EJQ12DC3kM7YdCFIFgf5gQgVipUyC04ivKqUmjVWpRUFtflF+X6U0mwYMmHq4ho9YwJ900e1O/K175484enh19+NSUnpFNBUU650+EEEVBdW4kQQxhM9bW2jdvXzXpv/msf6DT6xLoGUwVjzPzu/FfO10sWIECAfxDn3aElIiOAtwCccy5igPNL084VxUTUm1Nogr3WBpMya3BI6DVz7mfM47UeWv+x5ciGPwC0IyJOWI57HIDwyRV2/ZM/ifTG8UQEj6W+3lmZ15xTyQcFNzu7nFQBkUqfero2+SrAmxFLRdqzvT/fB+yLC5959K6Y8DAdAFjtdmQmxDWrHBRVVGoyEuJmwZdDuftozuMKmeyLUL0uqqC0fOuaHbtfvXHwwI0AUN9kRnRYaPP8cRHh7RKjIjsCWE9E1Do94trL+rcL0Wl2hOr1A0J12lBTYyMIwMa9+z+ft3TZ8vd94+o31h+LmhJ1pzxO/hAIvK3Q9lLt77X7TnZv5v3mV3g1f7UsUqZ1mpzQiYOyojMi23M8B5lcuuHD1xf2ctW7isz7zRekdas8Tj6FV/AKABBpRAZFkmLimKevUfcf2/MLpVahsjXZ7WOfv27KFw99e9Kcy/NFcmT7+GlXPP24XKoSe7yC36qUaaIt9oZXIOhVDgawyqdicAOAJ5K6xnfP2ZaPgeN73Xn5pL57fvtk/d+i7UTUF8LK0i4A1/2T8simjJk+pF/3y2aLRGICoFQpVK+mJmb8cCT3YOWpzr1r0gO9sjM6PSkRSRRH8g5+9OPqxYvbpXboWmOqKv5l/U85ALDw+0/ziKhr56zuiTv2bSnw958HBLm0J+556e5gfWhScXnhesbYV0/cO/fZILXmeblMQY1NDYJEPQCb3eopLM3b1rFd19Bd+7dVAcD0CbN7J8Sm1DIwFhFqJIfDZvV6WV2TubGktq66LDUx/RqnywkGID0pE03mBsRExupGXH7NDABPTJ8wu0d2Rud1X72zQlJtqkJibDLEYgkYYygqK0BSfFrEus2/7DFoQ1JLyor4Q8f2F+w5tGPaV99/tubdz18FTk/jM0CAAP9izkW2q6CN3WoIbd7sAK4927kDXDh8Tli1Irm7RpU95GdeEZQNALxSd41IE3qZu6HK0VZuWdW3T9wafNXsPZxCE+KsyFlWt+7z5jxTj7WpGELXEjDG4Kqv2NbyXHlCJ7W644h7OZky2Faw+3fb0Y3rndWF1QBQuK94UXhC8EiFRqF0WB2ukkPlX51rTCy/rGJRVFjoLJ7j4PEefysccWh5f29+vWQdEaV0TE2O3nXkWN5lXTppausbHfGREZBLpWi0WBCkFIqrTY1NNSqFPOSzxx/av/CZx8Ln3nX7j/e/9f5Uxpj7kUnjJk8dddVbKrlcvu9Y3rGf/tw0J6+0/JjZZq3aeuDw4dbOb8lHJZ8DOG3JKXup3atX6TWOCgdEahHMOht39HAe0jKToAkL6lC/oX7HheqIRkTyuAfjHC33MQ+zxmZH3azUCuvDcrVMFpsVNQ4nybk8n8jECqVYJD2u4xXP8Txj7BARbYWQdrAKQu9zefdrOh1K7530bM62fKT2ShqkDdN8RUQ9W55PROMgpNF8DuCOf9qytE5r0PucWQCASqlW6rSGYAgtQk8IEcm+emf5lzHG+DgACA+N7BxqCL+/S/seaQeP7XN99toSh9PpaNiya8MMAN9v37v5byoRzz34xgv9ul8+m4iQkZI97eEZz4ief/vR156+//WZ4Yaw8IhwI47mHYLH64HT6aCJN97+0vBBo+6ZdevDNzWZG+uuHnrjj3qtsNSxddeG6sqailWJsSmy8qrSfd/+tPBtkUhcZbNbhg/oOSQKEKK4xWWF4HleDgAZKdk/tkttLwGAGGMcCkvyEBuVACIC50uh9ng8EpVSLZPLFLBYzclENB7AmvPw0gf4h0BE0RDS4qwAilo/cPo6aLWUGLRDUBnIO9X7o0+vNg6ABkAJY6zsFOMVOP1mHAf+q9qv/yTOJUK7uY19DQByASxgjJWfw9wBLjDi0IQhvFyVLdYLwVWv29lLFtuhJ4C16o5XRijT+j5BYmmIq6bo+5qfXp/vy9drsyzIUbjnIeK4RSRVir2Weg88nuNUGTQ9rv9cFpN9DQCIDDF3KtL6ukJGPji3+ocX5vy6NTFuVykqIkJqeHt54XubP150UkWC0+GR9z66d9ZNN2yXSyVdDRrN3bER4cRzHGrqG2B12NnmfQe3zWuXoS6vqdEYNJoMAOt2Hj56FADeeWDWh3KpJCWvtAxikQhl1TWQSaXM4/YcPVJUPHtQt87PxkSEZUrFYkSHhUycM2ncNgDvpcRGz1bJ5XIAyEpOSLY67LEffr/8vMhAAQC8IF7GQxwk+HCMMcDnIzdWN+06E2eWiESPznzhDoPWEHYs//BPb3/28glTBW59Z+xTz/750D0et4et3bbJVKkz6R3ljr2Nuxvnujq4H2451uVwnXNrytNlf9HmA4dLdizIiOk2zr+v0Wryp218CuA1Xx7sRAA/ZQ/KSOJFnAwARC4pDEZdF5lKqrGbm/30OwB0BHA/Y2zuxbqPM2HPgR0/t0vtsCcpLqU9AOw+uOPHLTv/PGUuc3Z6x+iwkMg4/7ZKqZZGhEWmFZUVIC0xU8zzvBiAiuP5xYP6Dmv4+OVvjm7e9eeUD798szmX3RgePcBfrCWVSLmYyLiB6UntNvTq3Ce8pKwI9Y31CNGHoqK6DO0zOgt5tYaw8MzU9g9V1VT85HdmAUChUIWMGDRqHBEhPbnd9Yx5u+k1huxGXtS80gMAIGD91jUL78E0KORKdctDHCdk9tQ3mCCVSHEk9+CWEEN4Ulz0X5lupvqaXqf/6gb4J0NE0wDcByAUwBEIvksGEe0F8BpjbKFv6HUQPqd2Q/BHRL5zYohoo2/sslZzE4CHIejcNgCoApBORIcAzDhJDn0wgCda7esIQIEWxZA+Hgew7gxuOcBZcC4qB6PPpyEBLjJERrHhr2JjSUgcwLxhAKBqd9nnUmP6YAAQB8eO0A++rbru13m/ApD4JEoQfOXMKZKwhBu9LodJEhrvlEVlCJ5WSCzvrNZMha/Snoj4yFvnNYv083I1vJY6sTyp20NB3UYVafvc/IpDIhMVuAEXX3YXEb3ly908Dmlkmiyo2zWzeEVQqLMi9wfT7x+tPdGt+aKhC4loUaexj47/fi/T6cUuVDe4MTbMS72y292XFhczLik6Kkwll9HOI8cs44Zf0eeLn1bveWXWHT0ZY+iQEg0iQnRYKEoqq8kKe0V+Wdn+1Njo9PomM6x2O/RBamhVqtCWl80tqYTVaUdtfeM5VdMPGNerhzxIplr17pp1jDFX467GAzHTY94J6hg0HTzgPuTaLu4uqTi6Obd2z9zVC4dOCOr4c1PT7tNRiXjpkXff69W53xQiQlJ82vQ7xt877N3PX9nYetyQaQN6/++eK+aIpSIOAK7SD3K+OvXD4cWbS35ljDkHT+3/jEwpzTZE6zqZSusPHFx/9InW6zJERAMn9O4tlohkqz9Yt+Z86Sn7OmBNGNn91iUc8QoIkkL+ub+G8KH2IID+AEZVF9TU6SO1LgBiD++Cq5yO2s2OBggfSgDQBEF3M+GvlJt/Fj+vW2Yafvk1Q3p06nOD1Wa1L1jy4fzTsXPvoV35BcW521MTM7oAQHVtlVUpVynMVjN4/q+U7yBVEG8Mj9ETUQ+v1/MCgKv8xyxWcx6ALv7tukZTwaGc/UWFJfk746ITOx0+th91dTUQteoJ4/V4Qyury/MdTgeTSqQEACKeb5bPIiLERScNS4hJ4o/kHkRJeRGiImLgdrtgNjeywmIhX/3g0X2HJWJJB5FIBKvNisLSfBSV5NfsP7LnZbO1ceP+I3u2P3jnU4cBGPzXDgRVzp1DaekcBJUDW/rhQ5fkf4KIPoMgHzYbwHv+YkgiMkBoifsIhP//lsxgjP3ZYo4w37gfiegVxtjsFmMnw1cwyhh7tsXcawGsIKJY/+deSxhjRRBazLa09U8AaYyxAa3HB7jwBFrf/n/F5djidTkYJxY+ZLwOq9trN+8NuWbOy+Lg6Mv8wziJTMwpNJMjb533OYll6tBRj8x3NVSVy+M7PUYcR7xEARDX/MHhtZvhaqyRa3pc16lh87c7GWOeiAlv5gPo6Dab4LWbQRIZXHVlBKlqInF8898grzYYJZFpRrSR76btO/YTeXzHMQAgDo6drBswcWjd2k//5oS1RJ7YNb0mvLOulheh1NGEm8OakGQMQ5WpDjq1OtwgKJihR7sMZYPZvPjFGdM2dElPC2eM4WhRMVJiBKfW7fHA62XugZ07Pp4eH9u8zH2ksMhxrLhkGQDsz8l/rskb/GlW9nUih9MOmeLPsY/dOmHXUx9+dsYddaa+M/bF6x656j6RhKf0PikrQ+OCr64qqHEWv1N8l36Q/mtOzElrVtase4kd8bxhjHplnFK5iouIpBFq80dENPVUTm1UePRwv0Oh0+iDkuPThnYamnWo39ieL6r0yuSaotqN825f8Ng1DwzT+51ZAJCpZJKY2MiGok3FTgD45YN1eUTUTRehCakrb6iJnBh5Y9LTSZ+CwWPLtT1f+nnpj1PfG/d6+8sz7uJEHNL7pvxARNedr6V8nzP3w6DJfTOwGWg3MO366Z9MckNQgPgBQi5tDYAV37200pXRN+UdADMr9tTuLD5YdovPKfZPtwDCQ9jnALREdMv5VhE4H6z47bsqAG8DwPNvP3pa5zDG3DdcNe7aRnPDbKlEptyxd/NPA3sNeUIhV7ZraKyHJkgLAHA4HM2OpkQiC2s5x+8bfn7V4/VkqOQqXW1d9U/vfPbyC755RyXHpn2QltJuSERoJHILc1BeVYqIUCMam+qRU3BkzRsfv/DDozOffzw1IeNRt8cl9niO94uIBPF2hVwJbZAOJeWFAAgRYVFum8Nmu3faI1cmx6W190df6xpMqK83oVP77sGFZfkHP/923noAePyel96Ji058XiqRcqb6Wmte0bFLpun7b+dQWnp7ADMBjIFPh/ZQWvpXAF5PP3zoounQ+tJGxkNo1/pmy2O+pgIziWjoqebxNVKZ4WtocC8R/cwY82vl9/d9f6vl3ES0AIJiUzsI+tYB/uFwpx4S4N+MutNwY/iY5z6LmPDG6uAR987072/YsmSTLWfrk676iianqazenrftfkVKr8sUKT3uJfZXdxCPrckjDUscItYbQ0Rqg0ye3H2qJDL1QUlwNIn1RnByNcBxOkvu9r2O8hy4aksZL5GlKzMHbtUPuf1JALAX7JpsLz28xt1YA0lwDMSaMEhD46GIa9/dXnrYay85BHt5DmwFu22avuPu0/S47riiMiLiwHH/c9WVwWUqBa/QqCWhcYNOde8es6ma7I0uAOjJF+OKRD0UMhniIiPA83/96RMRCBTTMytzPM9xEPE8EqOM2Lr/EA7lF4AjcjdZrd04jo5TbvB6GfOrF1i4SGuHjleIRCIxlAo1wuN68BzRvQM6d4g/k99XbFaUMb1Pyj1iqYiICKk9E4ddNrHPtYCvLcwvtRuqf6r+nTHmGanRdOosk80qc7moyOlEZ7l8yhS9vjkaLjPKxLF3xT6Z+FjiN9HTou/xLa3B7rCV+McwxlBjqirvP67nq+l9km+Nzogc0OGKdg9PfvOm2fvWHP69YG/xJv/YnK35qzcs2nrcGztjzGsqq6/UD9Knabpo5slj5F3lsfIeQZ2DPo3pYezfbkDaDF4sROTSeieNvOb+YVfhPNPhinavA4AmRB3UbmDatMlv3DQLgtP3E4BnGGOuAeN6RcuUUhUAfPf+smeXvfnz36ThfMuWVwMYCeB7X//z4xg5e2j7h5fdvenJ3+4ru2v+lPmhccGn203ogkBElJXWIS41MSPsRGNuuGpcTP+eg58LUmkyy6tK93248K0lH3z5Zr8Vv3034sdfvn1376Fd5eu3rKnSBmmdAOB2u1hBSe53RMQN7ndl74dnPPPsNcNG/9CpXbd2wYYwo83h6DB0wP+6AcA3yxYUhoWF6xNjk6GQK5GV1h7llWUoKM5FbsGxoweO7nkeANZsXP1mtalyI8+JPGKxGEdyD6K4rBDb926ut9qsOwEgMiwKR3IPOMNDIqEN0rt37N385KFj+8oM2pCB4aERzU8eOo0ecoUSIl4EnUbvj7DjyVfvf+n7VYtG/bHlt9nLf10y8I2PX/ztQr3u/2UOpaWPgaAIMhaCMwvf97EAdviOXyxmAjBB6ADWJoyxM2n68oLv+7QW+/wyjrGtxsZDaFd9UqnGAP8cAhHa/zjKjAEfyKIyrgQASUjsIMPQGVW1q95aCADVP7zwJBG9AMFXcoaNfnYuEQdOpYOrtgRel93jMpUekcW2b3YwiTiQ1y111ZWBeAlEQcGwN9Xm8CqdVRqRBADkdVjhdZh5mTHjfiJ6ijG2y3DF9PXS6HYDW9pGxAEiCSczCtMzT5zc3Vg1VZR5WX9N7zGzxLrISFdN0R/BVz80XhaTrSQiMI8LzpoiuBuq2myr2RJHRU7ljZPv2bnPk9xdIbVCSG0Cqkx1qKgxgUDgeR7VdXXgRfxxjgkRQSwWobC03N2rQ7YoJiJMfay4BGarFQ6XG/VmMxxOl6xDavIkfVDQCzdfPT6lRbQPYpEEHVNTortmpO1+YPxN0178fOHXp/P7Iu548QQhV/b4MZG3RF6lSFTM5KfpNQs2O2h/bxksSkL2VidovbdZNSLs+rAXgzoGzQIAebz8et/uV3fs23onA96WSmQRJeWFy59765EPHhk2c2LLe9dHaDOObcmztB+UMazLVR3GuF0ez/ovNy84UXRVYpAk8Uq+WU1CpBHpPUpvFFoFi8+lccaJkKmkUS1t14Spo3zLjSMAoP+4nsbLJvb5pSKnKnXXz/vRf2zPmUT0XVu2MMZW+CI+ywD8TERXtSw8yeib8npsVlQPAAhPDB139X3DDuKvD8mLChHR8w+9+X6X7B63Op0O51OzX378sZdnv9h63OV9hn6YldZxCAAkxCQNfOCOJ8rXbvplEQRpshUA7gSETmExxvi+VTXlR4tKC3Z88NJX+6PCY9Lzi3PAczx27NsCqViKxNjkrsawqN9eeWzeBplUdtRisxz3OaKQy235xbkPbtn557e+iDJGDRv9WPeOffyRMBSW5CFYH+I6cHTP4zv3bfumvsE0hYhozYafP166alGI1Wo2b9m1IRcA6hpN++sb6hEaLMgoOJwOeNwu5BflFu85sOPnltcOtLA9N3yR2QUQgl2tW9eLILwbLTiUln7wQkdqiUgNoD2AVeer4JUxVkhEZTi+mOt1AD0BfOv7PKwA0A/AzQBuY4xVnY9rB7jwBBza/zicTJXl/5l4MYm04VktjzNfL2kAcNUW/y6NSJnBy1RSXqaCs7qAV6b3y3CUHLTyCo2CiOCsKjBLQuJUnEwFj7UBtpIDTsv+3yZrB05Z57E1gpOpwEkV8FjrwQeFyAwjZn8VPu7lLvLErnFehwXM4wLxYribauH1uMBLFfjLPt+fI1FqUPdrf+Ilcrgaq6pcptLS5pw7XgyPpb7MVVtyWgn2Ma7yVyd2iFhgtpDE1NAIt8cDs82KjmnJUMhkAAC5TILK/YewYc9+9G7fDgzAkYIidExNxlGZTGR1OBCkUiI5Ogq/bd2O9inJSDRGwuP1YvPe/VO+eGrOrPJak+fgoQ3ISO8Nj8eDkvzNSApRg4iCMuLjHoZPOxUAjKEh6uRoY9q+3Pz9tfUNx+ULF+wpLpv6zti52YMyHxBJeO7IptwV677c9K2/9MBwuSE59OrQ+aIgQd7sj3AXICWIVCLsNEogtdi6wdfQRKwXd/H9jkEcgZNxo+Lviw9zeB07375nbnf/NR94djpmfDp5W1R6ZFcA8Hq8qCqs2QoAe3492AB/dKRl1lkr7CX2rc5qZ4EkRBIHAI5yx4G6/IYf96898lr25emzeDFPh/48tuT7uauW6TbrMkUaUYT1qHWT5YjlnEXba4pMv7YbmJYelR4JW5PdUXakcnXL44md4oaHJ4SmWhtsyLosDVmD0nsdWHfEACEdwQLBqSvyj2eM/UFEAyD0+LqXiB73O78SmTii5dxKneKEkdELzdSb7xrWu8uAqTzPQyFXSrt37PNUp6zui3bu21LQcpxaGdT8Py8WSyg8JDILwCL/Pq1Gr4yPTozafWD7n4yxtQDw7nPzP8tMyU73jyHioJApoVap4Xa74WVeSZfs7gPFYsnAssoS59G8g/aUhAxZY1ODZ/+RPY+++sGzbwrBNYEglab5oQMAzFbzwZWLP5gy/9sP/CsAzwDAbNwOAMdVl7/8/lPzZ906Z4jb475eKpHyBSW5JrO56cOcwp/n/fjLtyetRA9wxsyE4LS2dmb9kO/43QAmXWBbQnzXO98OZQ2AZP8GY8xMRB9DSC94CoJqSBqA5RCatQT4lxBwaP/jeK2NO+Fr98ncTq+7rmz7icaafnl/pWHIHdfzmrA7RJrQoQDBXV8OPihU0bjl22f5oNBykTZiLicTAnG8QgNWkeuQhifbmL2JMakCrppikEQO4kVw1RZblRn9rvfamgCOhyQoGK66MnisjSCxFJLgGLjqyuCsLQG8HnAyNYgXgbld4CXCaq84KDTUZSo9rnpepNRFBnUduU7T84ZhDZu+OXiy+587/6tv7h5zXUN0WGjP/NLyxvjIiMHRYaFD/c4sAIRotYg3RsLlcWHlxi0waDQIN+hQWlWDYJ0WReUV4IjA8xyCtVoEa4UgKM9xiAoL1WjUKmjUKi6nOB8FB2tRWlWFnpkJLQtfmlM4pt8wqudrs+5cFBFsiC6urDo88aphoz5dtvK4SvUP7vzi4b5jun8nV8vUv3z4xx8to6JigzjN78wCgMgghqPSAZFKBOIIllBRc9QxtTLCOYTvBAmJ8EXDGnjaKXvxEr63wqXwRk2N0pd8UPKef+yKN3+91+P2NASFqpMq82o2fT77m3c/u7fZ5zkldX/WlYdcFTJClamaBi88TXua3rTmWZsA3Nt3TPdFIolIsXb+xj+ipkbdqe6onsvLeamtwLZF010zvGFLwzm1yZ53+4JZE165MU8brondvGTHL18/8f1xHdfMdRaT1+tFQsdY3PnxJFQX1tbXFJvMQHPh0IjWczLGdqGN5iCV+dXLpSppqtvphtPqdOVsy9+Am87F+rNHIVcqWxZ1yaQyiVwmVwHAzddM6qnT6EN2H9yx7uZrJm2D717sdpu7pKK4WVbv3qmPDHrxobcWEZHe5rA5757y8IdvfPTcdIlYona5nDDV10KnMaC2rgrZ6Z2a/6ZzC4+isqYCURExiAyLkqxc8+P6/OK8BeWVJXs/+PLNv+Ub5hYd+zkhNuU6mVTGuT1ulFWWfNHCmT0pvoeJm31fAS4QvgKwMTi1XyACcNOhtPTJ6YcPXch2uH4dZOlJR505UgiyXwAAIroVwAcAZjPGXvHtMwD4EcAWIspkjJnOsw0BLgABh/Y/jnnv6inM4yrhZMpIV03Rytqf31lysvG1q99dpu44bK8ic+B+WWSaijgebkud1+u0/1n340urwm959WEAco+1AR5rA0RBwUoSS7dKI5IFD1ERBEvOFnAytdNdV75NEhrfn5MHwV64F7LYLPBKPbwOK6Sh8XDVFkMW+Ve6rCNvK5QigkV8XK8FkMsRY83bvpRXB48gkESsiwCJJDGymKzRAI7rdtYWb3z17c8QWjHj8VsneINUiqElVdWICg0BABRXViEp2ogDufmIDDaAAYiNCAcRobahEU6XG1V19R6FVMIDDMWVVWCMQSWXo2WagUwiQVSoGpzX2pRfVl6TYIyMb7JYrdsOHlr6VmaacduBw6XtUxLnGENDoiFcI61LRtp9ACY9MP6m0UnRxtF2h9O0fvfeJ9f/skVwOlr1gXKUO3Y6a53FEoMkGgCcpQ4Hr+OlAOAtsdfWmBwfAkBmQnzEC9OndtX7Ct9CsAuNkmoCAE7McdJI6ZUAmh3avF2FdgAPS4IlGpFGpMdZUL2s+gCAu1rvX//Vlq0AQPOJZHGyB3m5YK88Tt5d000zAcBptW6Shkkl4TeFvyTRS7q5ze6DdWvrZtdvqa/3KSe8fqLzFj+9bInBqHs3up1xvNPmbMrfXXxvy6YBrRmYdW2s0ZDQv85SXbBi22d/tDyWu6Pw07gOMdPC4kNUAMRul2cWES29FKoIazau/ikjJXt9Zkp2X8YYtu3Z9OXG7esOPDn75Ycmj5n+tEwq47t26LXzy6Wf3ORwOoqUcmV4fnHOilfmPd28LB8Xnfi8VCrXB+uDodcGS9ISM++cNeWhKgbSKeRKRIRF4fCxfZBIZMf9rTPG4G9+12hugFqpNt//7J0nlNx7/q1HP5l922NNscb4bmWVJQdfeOexzx5/+SQh/wCXAjlO33mU+sZbTzXwHKiAoCF72o16TgURiSHkyrZsZHMPBJ3a5vchX1HYoxAitGMBHFeQFuCfScCh/Y9j3v9bDYDpZ3KO19pYR14vc9VXwGs2gVNoOUl44jAAq+x520cT8D0D6WWRKQDAuUylspbni3VGOKsKrOLQ+H72qnwwuxUibShsBXvhtjVAFuzLveeO6xILcVAo3MFx4Boq4aotAq8OhbuhEtKYbLE9d2umVi4ps+sT4phISHf1Om1nvFz91Eefv/3qrOl3ikR8UoPZDLVCAX1QEOxOJ8qraxAfFQmF7K8Pb4MmCEUSMUQ8tzW3pEzXOT0tTa8RJDHzSsqcNofDUtfUpKtrbGIWm72xoLziYHlN7TP7cvK2xEaEXZ4aG33fDYMGPnJFz253Pzxx7O1J0cbjcnVFPCe94/prBl7dv89nSrlMCgAyiSQFQJ+27K9bX1caNirsGmWa8k4A3sadjW9pjEHDo1LDbkqJjYf7as9UIpozoHMHo0atCvKfp4MKwF+63l6btwwQNGkjw6NDyyqKK4xTjLckzEl4g1fyQZajlqUyo2y0vdR+0kp/v8RV3zHdoyJTwnvWVzbk/vz+2p0nO+Vk8/kZ9eDwXgmdYsY6bS7z9uV7Xt64eFtV2A1hjwR1CLrbN6QnGLwApp5qLl+E704iuheA62TSYcM6j2s3MPvanwzq8Giny+4ef9lD93/++/PN+svRGZG9deGa5lzhiKTQXsPuvOyO9oMyFvjSMy4auw9st3TI7DJscL/hIx0Ou+OtT1/6DgCXmpBxj0wq4wEgOT6t04Beg4fPfHzKjLbmqDZVhgfrQ6HXCrVValUQUhMzJnsZi/GrCqSnZGPtxtWOtKRMqf//wul0wO6wo6i0AC6301Vtqpp/Kntffv+pxQAWA6ev0BDgomID4MDpObUO3/gLBmPMS0TfAxhPRKmMsSNtjSMi2ckeUFsxHIAMQpqRnxC03UmuusXxAP8CAg7tfwxNj+sT5YldHiOxVOesyPmqdtXbX510fLdRcbKEzh9zUkWSq7Zka+2KV28MveHpl2UxWWoAYLpIuGtLwCv11yqSuz9mPbZlPQBDxPjXt8CfWE8Ej90MXqaCx26Gx1IHZVpvLRGBeT1wmUohCY4BgmPgrCkCcTy8DiuYxw3mcYN4EbxOGzy8BBwAsSYMrKYQHocZ4uBoEHGQhcSkPjR6KKprTd5PNh2i2urK1eY9q94Fnjuj14cx5r7n5hvuHdK968JDBQVKj8cLi82OospKDOvTE0SEwwWFHkBQemCMgTHm3JuT/6bL5epkczrSGFOBiBATESZ58oPPHrpxyGX3tkuMjwSgsdjsHfNKyxobLRZbWmzM9NiI8C6FFZWIDg1Vp8fHPrU3J292uEHfQ6NSqWsbGqv3Hsv7ICo0pKvfmQUAvSao08nepCuXVu5Ai/y1B5ZOn5vQKTYTALxeb+YtL11fOP/+xR8fzi9cm5kYPwAAUmojcn8t3FkujZHFeK3e3Q1bGx4bP2P8rZ+8uei5qOC44PyinK0ve55IEOvFQQCgaqcaZRhqGA+hc9bfkBll4vDR4R8nv5A8PPPRjNobpw1Xh8WFhtua7LYJL994x2ezF33WxmvPom+LfkGsF7/Ey4SUg4atDX8bN3zGoMz+43r+oAkNCgYAuVrWg4gGJDyacFykhlfxzduDp/ZPaD8o81mpQhJadrTih0/v+fpvEZXT+dBLjmw/zqAOjwYAiVgmigpOmooWDUVqS+uOOqwOl1QhdClrqG7CiLsHv1V6pGJs+0EZV1wKpxY+Dc43P3kRRMR5vZ7jCvfcbrcH8KmFAIrR/xvfzelyONuldujRp+tAY2FJ3nFzOpxOr1/KCwAkYgkiwqI8azeu3poYl9rN6/XA7rD/fujYgY8S4xwpRaUFm1//6PnjirMC/PtIP3zI65PmGouT+wZuAAsvcLqBnychqI58TERDGWPmlgeJKAbAyxDaW58UIooF8AaAYhwfcd0FoBcRRbTSLr7C9/1kD+gB/kEEHNr/EERE4be8ulAakdINAMS6yMG6ARNL69Z++seJzpEnd18ii27XCQDEIfExAPuRV2qDW8wJr9sBTiI3SqOz7gDwPAA4q/JWikNiu3IiCflTCsTBMeAkciEX1p8/yvF/FXtBKPwS6yLhbqqBq9EEh6kUkqBQMKcN0ujM5nEizguoDCAiMMbgJhHmfrkY3TJTuf9Fi1e88OaDVzPG3ERE+qF33SLShGa4TaVbale/u/RUr9OrX37z423XjhwcHRbS9VB+UaNOrRqfnZw0oLiyClKxBFabgz9SUASxWISc4tKiHYePXjuke5fHOqWlXOXxeJFbUoakaCPKa2rZzJuueyW3pAz7c/Igk0qRFG2URYYY2ifHXHZtVmJC3/omMzjiUFheCZ4nycsLvv5eIhItSDBGDLHYHXkNZksJAJHVbncqZDIJAJgaG/ecbsQhclzkEGP7iH5/lG9DZlgSunbpAL1RlwhA9MbX3945+opBwzfjcM/ctJohQUpNovmAebkt3/ZpQmLM+B4d+z6XamjHA0BKYkY3UYGoORpLRODlvOJE1w25KuROVZZqHBEhhY/Th8UJ/SXkapk8up3xLgCftXVe8fvFb+oH6teKgkThlsOWDW0VhYUlhvTxO7MAEJEU2ick1hDmKHdslsfLbyBO+Jtw1bqauxV2Gpb1SULH2P6+8QPGPH1N8VePfvfd6byGLXG5nce97l6v97gl1R9eXrV24iuj745ICZsmlonay9Vy8GIeMe2M3dsPyfwfhArxk+KTT+POV5OJljDGvI/NfOFJgy7kVZVSLd9/ZM/aFb9994n59sYr57/x/bsqhSqqoamej4mMRVFZoUmlVJNeG4zcwmOIi0pAWUVxxd7DO19qn9HlncamegpSa7Hp6CGszCmx7C6vXDQ098ATGrVWunbTL6sOHNlzulGxAP8eXgcwDicuDPPvP2N97bOBMVZAREMAfAtgHxG9D2AvAAmEVaxpvu3WdPRpzoogRFj7QLivIwBuZozVtRj7AITUgt+JaC6EorA+AGZBiOQGlDP+JQQc2v8WKpE6uKN/g5MqZWJdZCcAJ3RoQaIUV20xwPFgbie4oNAenqbabxAa3x0AGPOCE0khMkTBWVM4CcDz+sG3PyVP6Hyfp6mGnDazy91Y5SaJXO5uqASn0IB8qQQqRy1kPKHU0gCvPAgQy+B1CKtUInUwXPWVEGtDINEbhUhudT44qRJKcsNWkQ+XwwlOqgK8XnAqA+ocMvxWK4OzOGd4+IQ3rSHXzDmsHXzbUlXW5Y8Tx8NrTPcEXzlzSs1Pr392qhfq/SU/bAKw6bZR/xs9pEfX/jKpECDdk5OPuGgj9ColXC43GszmCGNIcFyntJSriAgiEY+o0GBs2XfQFR8VIW60WNEtUygGL6+txeH8QktxZdW2jqnJN9Q3mREVFgLGGPYczUVlXd2bD9wyZvyQHl3vEAnFPEkysfj9qc+9PPjBCTdPTYmJusHucJrW7dzz5K0+O29+7toxsVlRNznMDjO/3lwZqw4RHysuWfb6wsWrRGqRMvHxxM/tIU4p4MSWur1Q71N767dUORc993i+Vq0KPZhfuOpYSGVnqVam9Dq9kIRIRgR1CBphc7uwrmwN2huE7qASsQTRlfHHSvWFGcQT7GX2A+Z95m/beu10/XTRylRlL0+TB6IgEbythPLrzA1xCY8kLDLvNz9V9X3V3/ReTWtMe9H2hxAAoL6iMcdhc7qlcokIAOorGwuqC2tr8BFeJyKPJEzSzWVyHSp+t/hFvCE4iE/8Nrud/3yxTMwFR+uz4VN78ENEEggpByeMLG09uvpNqVh2uSqF7+3gmpqOHDv6KnDrcWM+vffr98ISQhbdu+j2Yk2IWgEIkXx7k+OUS7Bjn7v26kdXznpVLBNrbp83/sv3b5t/9/mWMnvq9Qff79Nt4C96jSF83+FdW/OLc13z3/jutcTY5FgACA0OR1FZASRiiR4AIsKMcLqcWPLTwg8/WzxvVn2DyXLvtEcinG7nQ+VmO7/UEwpmyAxR6jNe+SVv+0eVnz1x68ktCPBvJf3woT2H0tLHQXgwYzjeR3BDcGbHXczmCoyx7USUCiEKO9D3ZQVQCKGIbWWL4SUQWsxe6/tyQMjDPQxgOGPsuLbsvvl3ElEigNsADAKghRDFHc0Y+/4Mzd0F4JyKXAOcPQGH9r+F2d1Us4tX6bsBgNdhsTsqco6E3/TC15xC08VrNx+wHFhzW9Oun1osq3jhb4HLmBeOwxsd5i2L7w1Wiq83MUUwiaUQG6JARBAFhYp0AyddLovvPIdEEo657BDrwsXM6xHLo9JhKzkIsTYCxHFIc5dgwsihkMpk2LBtC745WA13Yw28LjvspYdBxMFVlQ+H0wp3qKAIQGIp3KYSuHVRkGVcBq6uDF6XQ1A+MNcKaQsAOH0UXDXFYrEhOkusN2Y5qwvBiaUAwHNK/dU4QXSwLZJjoh+WSaXNkYgQnQ4PHVLg3ngzUoJVkEkkYofL1bvlOV7G4PZ64PWy5sIyAIgwGLD9wJHSvh3bv19aWRXdIUVQhiEipMRG4b0lPyyecvXwaaIWlelKhTwVAPbn5v+skEl7hev1I0b27z1y3sP3bllZvfftAXf1+0SuFiQZ6iRVaF8Xi0Rj5ITpN4waLouSVYp0ovDmySTA77s2cOPl/Sau8uwKKzHXIFyrG0YecgCAy+SCzCikO3MiDvu0u1FaVQRjaAxqG6rcydUZM/cU7pCJ1CKD5ajlp7r1dX+Tywm/Ibx72DVhS8V6caSrwcWcNU7KURTi8M6c6tSOiSGVpdXYWbNfp0xW3sDL+Awi6nimncGWvrDit4mvjr43OiNyvNvpacrZnj+nRdeuNwFBW/a6r678cM7ymRETXrlxhbnWshUJGAYAdovDWVVQ01xpH9POKL/2oeHzn/njwaG2JnvpjU+MnLroiR/afMjbmbeurvdjiTXR/dMASNXKY6EP9bq+6y8bF2877rWozKs2TX7jpofT+yQ/L1VI5Ic25Mxf/MyypXj6xPdFRKInfpn9TnhSaCQABEfrZ9z4xMgNaCGhdb74c+uaXAC5vuvSwreX61rYAZ7jQLwIBcV50OsMKCjO/W3D9nUPzph438S3nv40ljH2+31P3SYNuf6pZxUJSQ82n6cJu+IElwzwHyH98KGvDqWlH4QgzXUTfJ3CIKS2vHExnVk/PnnJBTjFCghj7FsI0dwznd+EM81fa3ueNnPVA1wcAg7tf4Cgrleni9TB14aPnXsFALIc3fiHKCikwVmR+7UsOnOwLCbrRt/QRHjc9RBaCQIAOKmiBoAKELQmObHU6qzMddSZrR96xPQQ5/XAVV0EXqWD01TqEhmi5njMJk6sCQGnNsBtNsHtsMBWuBfMZQc4DiAOiWE67M/NRVZyEnp37Y4dlWuQ7w6HvewIXI01kIXFo+7X98Ep9RAFBYN4MbxOG1y1xRDroxA8YhYkoQlwNZngbqyCLKJZNhDuujJIwhObNWw9DiuYwwpRUDC8bmdvZXpfg+XQ+tN6SpZLJcGNZguCVEoAQE6tGWZtB6yoPIJkA4PF5sDg7l1u33bgMLpmpsHldqO8phZpcTEim93J6hqbSCIWo8lqhdPpQmx4aHJSlJFEHA+P1wueEzqSmW02c019fV1RReWfmQlxLoVMJgYAU0PjRiLiP5gz+zuVXN4jJrxZ1nRQHWeT+Z1ZAOCjFbCU2aFWKhTxkeGXWRZbnrIX2TcpEhQ9AcBV5wIZCJusR3WHoysAAOVoBL+balk4iwR8mrS+dBCvx+vZ6F3WpCzWmvJ2Fd6/8LMvfnkbc0/6eilSFHeI9eJIABBrxGTNteaYD5ifm7dk/tfRI6MeE/WUPMgphHsWB4vbSSIk4RCiJmeELwdWyHP7m3gW0H1kp48Su8QNBYCI5LAhv3/651Sn3ZUnU0lDSg+V/7DoiR+auwddcdvAGWm9k6/zbaYyL3sVQJe2rpvcPSE+uXviSP92RHJYZnLX+KEA/lb09PHdC98wpoYvlKllQXk7CvNOI9IqlwfJmlMpOJ5DULD6ghecMMbY8w++uTAqIuZunudRVVMBqUSG+sY6xEcn4sCRvQV3zLll8PMPvfly326X3UNESE3KmEHEXfd5aX1xy78Z5nIUX2h7A1x6fE7rpENp6VPgUzO4SDmzAQKcNQGH9l+OYeiMUerOV31GnEgt8qUdinSRlsbNi/s0bP52d8Qtr13dcjyJpQMVyd011mNbGgDAVVe+VRISFwcAXqcNEoMxSdvvlhFNRYehyugLsTYcHlsTHBW5EBuMyZxIlsw8LnBSJVz1FQDzglkbIMvoD3A8nJV5APNguSgJVGtD/LF1uO3K/s3L0pxUBbGawVEtNPpStbsM6k5XAsSDk6lgK9oH00+voerbpxB52ydgDjM81kbY8neBk6ng9bgETdgWDRl4qQIui5ASJQ2ND5Ya0/sDOGUuLQBwHLfT6nAMb7RY4XS78FODHtACjVY7/th1CNEhoThcUCjVqYNQWlUDnueQGGWE3eGk5es3LRWLeH5gl07/iw4LJbfbg/35ReRwOhEbEYY9x3LdxpBgt8Plsu7LyXugotbUAGDFfbeMGZsUFXllo9la/u3v657LSkpISIwy9qg21R9nm5JJ3bYmu93v1HqKbVDKQ+DxelFVV5/LGHPr+uru9Ng8W8R6sZiX8/DavO48qqhEizaOHpU3r+q7ijuVScp7vS5vR+JIyct5l+WY5YnX33v3+TNa8vbCq7DKYFSHodFsRp7Xklv6Semn+AQIuyZsid6rv5MDpwYAZ5Vzt7PcWX6qKc8GpVaR7f9ZLBVRdGZk/BvjPhTUPK7521gdADTWmGFrssFmtsXHtDPKi/aX/i1FoLbYVGOptzZKwgW9M4/Lg4bqphM+HJUdrazJHpQRmtk/NQnAsZPZzBhrmvHZ5KVBIerRRISaYlNh/p6in052zvni4RfvnjXr1jlbdEG6sMKSvLRB/YZPS4pLFRxVwl7GGPvirR+H+h1XlUItTYxNHlr7wfi7OakyQ6SLGMZcjjJ7wa5ABOr/EemHD3khNB8JEOAfT8Ch/Zcgj20fxSmCwqyH/9zTcglXGpE8A4ypebWheSwvUylJpuocet3j14JI56qrYGJdODGvBySWRQd1GfkOhEpWNG79/mmxNuIGEksA4iDWRYJEEqk8OvZeaXgSAAiOpNsJR1U+RHI1SCKHs7oAYr1R6Nxlrmsu/OJkSojUwUJbWwD50OPz735AIR8NBifAPODlarib/pKQEgWFwmUqhdtuhjKxC+zJPWHeswrWQ3+AlDqI5GrIooQ8VWddOYgAZ3Vh8zWZwwpxiOC/eZx2uJtqT0saCgB+3rT11r4dsz+QK4OGrapT8sXaDEjNFRioNaNfcgdU1JpgDAlGUnQUquvqERUs5MQeKylBh5SkBpvDURIRbBhZ19SERrMFQXIZ9hY1Ic4gAoBfxz/x3PWNFquzZevGufO/+gbANwBwHwAiclfX1Zd6mdfocDohlUhgsdlcpSWVH5UsK3o/pp1xjL3OzoUfEGnzlOXawvKKZU6X2/nijGn3RYeHur0ZYrGz0gmvwwuvyyuqcTaq1V41/MVTNpPjF2WSsltQx6BmKbDGfY2/Okodq+Luj3slblactXpl9TzrEWvJyZxbIuKHTOxTd/l1A5lGrybGGDat2NF8X5XfVW6PHBs5Tp4gv4W5mblpT9Nzpyp8aj8oQ9NxWNZ1TpvL8dWj3319ovQEIqLZ40bfZAwJziiuqNrEXW3YASASAJx2l6eqoGY7EYk7D8/Orq9sLMnZll/pP7dwb/ESTYh6qlwj14fFhyAsPkR/7cMjFhHRyNb3W1ta1zDh5Rvvju8Y87xIIlIW7Sv54IeXV/3UMnBNRPKwhJCgyrzq6slv3vRFhyHtxnjcHs/Ud8Y+/8GdXzxqiNJJr3/kqvvVBpWx7GjFqi/nLP3ef+7bEz8ZN37uDesUWkXQsa15S3/5YF1elxHtDd1GdpwuloqlhzflfP7ze2valCc6HYiIe/Lelx+KjozpXVdvOrpo2YJHt+z6s8l3n1/5X8toY1yu3WG7wmxpKv7tz5UP3/7QONhslmIAGf65TPW1pb7f33QiosdmvjDLmDn0wWcfeP3wIy/NerZFGkiAAAECXHLoArRWP3MjiH5kjLWxsBgAAIJH3DNFntD1dU6mVDpKD6+uW/f5PbKY7CtlUekKkiiukoYndnY31UCsiwQAuBqrKzwNlUWy6HbdAMDVUOnwWBukvFQJkS4SrtqiQ2Uf3ZEBCB9uwdc88rEsrv1EuByw5u3MFWnDqkHoIdFFglcKqXeOyjy4zSaI1AZ4nTYQJ4YsUkgDsBXtgyw6E0Qc3E01IIkSvFTo9MWYFw3bV0CZ1BkgDiJNGJxVeXDVV6D2++cR1P066AZMgL3kIEgsgzQsAZWLHoWj9BBCrn8SnqZayBM6gZc1S3/CVnQAYB7IYrJARPCUHIBHrACJJWBeDzzWequrqmCY6dd5Jy6Ga8XdY64bpNCGTDxYZdUPbxc9JDMmgvMf23s0F9kpiTA1NKKwohIujwdahZLtOHJkSrBWa8hKSnjJYrUhMdoIAHC7Pfh991HrsjWrhyZFR5X3ys6c6vV6vZv3HXz3m1/XFLW+9gPjb7ohNSb6OV7Eh5dW1VgAtrnSVPeuryHE33j6tsnP9evU/iERz2NfSX79m9oVHK8VBQGAvdjukkZJxc5yJxgx2PJtS0o/KL0hYU7C54pkxVj/HNZ8axMv55XMwzixVgxHuYNBBLur2rWk+J3iCa0dUSISvX7P9CWSLPX/uAHN6ZjI3V9ofu+hzyOb9jUd183tRBARdboyu4OlycrX8Q2GiXfd8Fx8x9hOjDEc/OPokrcmfHxDW00KHr91wv2Xden0okjEw+ZwuH/ctGkGd4UuW6aWRpQfrVyx77dDS4ZMG/BDbPuovuZaS8O+3w9Nm//A4ubc1Akv3/BMz+u6zvFvN5ksnmeGvRpaX9nYZgcgX3c3vnUP+Qkv33hzcveEN2VqqfbQn8caO1+ZreV8aSUOm9Pz2T1fZ/UZ0/2+zH6pEwHA1mTz7Fq179Pty/bec+CPI397jYhI9MDS6b/Hd4zpCwA1xaaCXz5Y12/tgo1ntbT/2KwXZg3pN+JVv01bd2/8cObjU06p1QsAE2+8PbVX537vKhWquPKq0rVvfzr3tvziXBcAPH7Pi/cM7jv8FY7jwBjDhm1r597/7J33n42NAQIECHAhCERo/+EQERc5+b2neUWQEgBk0ZlDdINv2yfWRpCnoQJekN1tqTeRRKG3lx2pY07b7+Z9v30d1O2axa46oc25WBcpZW4XxHrB4fJaG/cCQGbHnspR059/YYdZOtptM8NZUwhFctdEXqZOBABnTSE4mQrM64XHUg9FQufmXDpb8QF4HVZ4zCbwKh3M+3+HJCwBzOWA25YPeXQmOJEYtqIDUKZ0h7OmGJxECuZ2gXm9Qv0sAHdDJcz7fwcRD7e5Buady+EoOQDdoKkQyYPgNpXDa2tqdmi9Lic81nook7s328JHZcJZuAciuRGSoGA4qjwKkSH6g7DRz37vtdZX1Sx7+a3W0SQiIsPwe2aI9cb+bkt9XkZx0bIgadmby//ctGdM58dMEPLG4HZ70GCxoLahAU0WG5KijahrbAJHHAVrtddrVEqvPkgNp+uv6UUiHnGhKsXLd9/+x+GCoqbMxHi1iOcRqtMNS4+P7XMov7CJiG4GwHpmZW54cMJNHxk0QreGML2O/3TZykcXrf59LwCMuWJQSp8OWfeLeF5xIC//4ze/XvJbXGTE9W6PGztlpXB05bUdDqSWbcvdv9MDr4WX872ISCeNFFQb3HXufhE3Rwyxl9p/lcXKxnASjmdeBk7CqaXhwhhHmQOyGBl5zB65PFY+Nmpa1A74Om8RER89Pfrp9EdSRu6Q5md0aUyHhDHs/fUg6isboUxTqvSD9I93Gpr17IDxvd9WG5QdmmotezYs2jp9y/c7m53FjkOzgsMSQrqMn3vDtG4jO17dUNWIP3/fitj20f7fB9J6JV3bfnBmJo7v4gMAiIsMHyESCcV0cqlUlBkd22/a2Jebm87erpnwsN8pDApRa+LaRz+JFsVW1kb7No/LA14szGE2WcobqpoaT/R/53PoWzv1/BO/zn45OFqvB4CYDGOzMwsAIjHP82JergvX9Pfvk6vlfGKX+CmhcSHxPh3N4yLQWZelZcRkGfv6t4Oj9XFRGZH9AHx5IttOhjE8pn1Lmwza4A6ne+6ni947AuBy//a9T93WfCw6Ira7f14iQlhIRPezsS9AgAABLhQBh/afD4Hjj+suxYulxEvl8EqVILtF5rHUk6sm/9fGLd+NkUVlRCuSuj4tDUsAAHhddjiqCz3OkgMfM6ctxmM2idyW2u3qTsONo0fc8smqIusQPiIFIgDM4wQvUzdfR6QJg6P8KHiFDpxYelzrS54XwWsqgTgiBQAglgeh8egWQQ1BGw5LzhaIlDrI49oL53lcEGnDmyW9LNZ6AIC9eD+8tkZBNsxpE1IZQuIAXgaRwQiUHQE4Dq7aEoDj4HU7wYnE8Loc4P0pB14PREEhcJYfgeXA70IjCHVwCieVP8AYgzy5x3RFYrdyZjXVp8YYVTK5SpUxauY2c2L/acTxkAKIiFbOviNTgT4dsj4uqaze73a7u4Ix1O/Yg8TCYlTb7fCGhzm9dQ2SBGMEAECjUl5hdThIIhbD7fnL92m0WKFRqfD7tp0QiURqXXUNjKEhiDdGZLdLTOgCYA2A2wG4DVKpWR8U1PyiqxUKWRDPtwewl4gknz/x8JLEqMh2AGAMCb5i7LDB/QZ26VR7WFydpOgXDAWA/hnBkcZtkX/Ovf7dG2Pvjp0njZBOJSLUrK4BJ+ZC1O3VS/Nfyg+HF1ZppLS3x+m5XJ2lbpa5Ag+4G9wQaUS+35+oOf82amrU7KDOQQ8REXahEJ4iL/jlcmxZvBtF+0sROzsWAAb0GdNdmtoz0e9gZrid7noAdwBCo4TrHh7+Q3CMIbHJZEbV+jK0bwpH95AR2LW0ELKrQiGSimC3OBzWRlt9W/8EVrujrOW22Wo7LjdXJD7+f4R47rhuR4ufXvajJjToOWNq+DiX020pOVj629gXrpsQGhc8v6qg5rgo7EkQiaViFQA01Zrh9XpxZFMOotIjIQ+S4cDaI19sX7Zn12UT++QBSAAAr9cL5mWI7xhz+ZV3Xf7ggz/MyLY12is3fbv9qa0/7KquKa4raqxuqtVFaA0A4LA53Y3VTYWnY8zUm+/q2D6j8xS3x+3YsG3t698sW1BUWlG0JzMlG37ns7a+evdp3ttJqaypOJSenNX8HmCqrz18PuYNEOBkENEAANe12GXHXzJcfzDG/qbE0ur8DhBkviLxl9TXGsZY/vm3NsClJuDQ/sNhjHlCrn7wLVFQyKMkEnNOUylESq1wzGWHNCwejDFpRlTYoMReXfYUmFnYUZOtWReKE8vgNdduGhQl+6xSZH2+1JDR3yVRD3JU5U9eV1if7JEZ4B/MSRRwW+og8qUZeBprII1MA3E83E21zV29AEAn9sImN8C/Nuwym6DO6A9OLIHTVAZpSAycVQV/3QhRszMLALxUiLhKozKh7TsWHrMJjDjA40bT1iWoW/02vC47VOm94azMgyxGqAGy5+9kEEt3OMqPGCWhCRGcSAJ3fTnEoQlwlB2FsyofnFgGMC95bU1o3LoUIm1EvCK1V3ycIhoJUUJahiO6U/YBz1/2FHpV4DmgZ3a7yUt/X/dhijG8q+bzRejsK2ZrXLfJuSgrbWGv7l0m+M9RKxVUbxYa10QEG7AvJw8ulwdymQTp8bH49vd1UCkUCNFqIeJ5NJgtruKKSr9j9gUArz6/EOX7DiIyW2gqUXU0B659B+0A0DktJTk2PKzZ8dQFqfUx4WGddx/NuSc0zrgiFHqt/5hMJY0CgKI3i+6ImBCRpEpXXVa/vh68moeun04uCZf0Lf28dDGAxVGToyYzJ3ufpCTy2D1wVDuYLFxGnISD2+p2O8ocv/vnDTMG3+IgIaioq1EgxKGGoljKlpoqycN5ITZKIAoTd86vLo7ObNFyXaVTxvl/TuwS91BwjCERAJRaBUKqPAgN0QAAeuiS8PumY0ycqrQe3ZL3yNHNuW0utf+5e++DIp4zqBWKdFNj05Zl6zc8c2+L4wfXH/08JM4wJiw+JMVhc7qLD5S+hcF/HfflkM7pNDTr5eEzB//W6/pudwKAwagbQUSj2kpzaA1jzHH7B+M/lamkM1x2FyKSwhCRFIbSw+XYsGjrJ0tf+OlWxhi7cvrltzttrvnasKCeHrcXEcmhaKo1W/vc2P1xfaRWBAASmTgWwP/KjlbUj37y6qnhiaHvyDUyVXV+7fplr63ehFdPbst1w2+Ku3nU5OVhwRGRAKDT6AcQUU8Ab4h4kTwqIrZXXYPp2Hcrv3p05uPnLhv70cK3npWIJarQ4PBu9Q2mgz+sXnz/rIAcbYALTwcAd0Lo1pcHwWcJBTADwEIi+grALJ/sVjNEFAngcwgNEpZAWPURQdCy/YCIvmSMjUeA/xQBh/YfgDyhk1oantLbY20oa9q98m+C89Xfv/CEttfotSRThYl04ePEusjhXq8HzOtmAChZ1IjbrhwAnucjC3MPgx0sQY4vYMgYQ4TIUXbVmNvWNFlt0t2Hj2BtQQncSl2a2cIAtwtelwOcWArG8bDnbIE4PAlehxUSQxSI48EYA6/QwF1fAY/TBq/ThjCdHCoZj0oIEVISScGJhSCZRB8Jl6kUsuhMuGqKwSk1cFQXggGQNOf5Cg/WIpUe8Dghi8mC21QKsSEKnFiMyi8fgKvyGJDRH7KYLNiL90Ok0kMa254s+37dyTixl3lzI8RBBohDhWg0iSVVqvR+r3ic1nGqzIHt4HELDq0+Etr+EzA2W4OYqBis3b0f+3MLREyubS5ei+KsABQgAGU1pq+XL1/tGZSZeltVZARYeSUS9hyQuGptalNjkzci2MABgM3u8FSZ6oqjw0LjeI6DVCKBRiWGw+WCxyv4R1abjSXHGEkplyMyJFg8om+vUQCeZ4y9DwD/02jilKt+q6vOK9SB48Dn5NmrvCwXAHYcPppbVlOTHxMeFg8ATRarpbym9sCny1buGPvctdM1trDPpXIJ7/V4UZlX/Yvv9+0JvSb0GxLTZf4nFUe5g3ksnqP+v6eSj0s+jhwbWS4JlXTii1nurVGDJ0nrJF0OFhbVrKrZcV/5wvJlAGCcZByjT9Km2MudUFqluCd4JELiNQBA7y//0e2EUwQATpMThZbS0I1/bEfPvp3h9XhRkVe1BhCis9mDM672X5t5GKQtdHgBIG/9sUXf3rNuSpPJfMJq6q9+/q0A+MtFnd7q+G+frM/vfUO3/tGZkf0ba5qKf3rrt41tzZPaK+mKqLSI5uYjyd3iR2b2T00H8LcGEG3x/rT5d1/78HDr4Fv7P+DfF5kajj8Wbv7M7xT/9PZvOQB6TXnr5keiMyLvrMipcpQdq9zVaVjW1f5zVHplV//P6mBVVlrvpHAiQmy7qGG8mH8UwBMnsyMhNqWn35kFgISY5I4Dew3J+n3Dz9vRQk/z3qemnc5tnRJfLu1s//bdj085L/MG+Icz7z0OQvqVDdNuP+VD3wVkKWPsz5Y7iKg/hC5e7Yiot7+7IhFpITRX4ABkMsbyWp3XDziZYnSAfysBh/YSo8wYEKLrP3GlJCyhs9dhdQRfNfu+mmUvv9V6XP3Gr9cCABEtSR9x2+3XDhl870+Nrpjy2hKI9Tx4n5MgkUhxY+8OWLJ5H+rsHoTAzAYM7ndVUWW1dP6uYthFKpDYCa/dBs7jKvfykghPYzXcAOTmMsgi42HjJODEgpIBydTgeBHEBiOI4+Ep3At43SiVRCId9SBHOZqcLtS3VcvOGFxN1RATIDFEwdNQDUutIEnK3MIqL4nEILFMWMrkRXA3VsHrELqNMrsF9pIDkEWmQKKPAq8SIsecQjOUJApdhF6DwWnREIs5rNtzAIdt5iOmlW+8FDbm+b6O4gPtSCJIexEnLKWX1Zmx5vCfOOjSgslj4Cw74nTbzflBUnGEKgRBDVbCR9/9uP67Neu7d8tIay8OC0FQfT2yszOwF5y3280PX1u191ccKy6Fy+1CaWXNrjcWfftQmF43xmyzWTqnpYRee1n/G5OijPjo+xWorqsHEbGvfv6N7A4n5DIp4iIjuvp+jzdDCBwufKhblw+sR44+4AHD5f+7Ujac4x6GsMzm+nrdmnvCVbr7CysqQuIjI5/4dNnKHUR0NYDo3z5Z/3VIbHBHbYRGGhKtj+kyor1h+/I9tdXfV39kL7bPcplcqZ5GD8o+L9tgz7dfS0SNEeMiTGK9eDqn4Limg00PXa/oPaeuummQu8KD9pHx2no0DQ8eElzjsXqqw8eEz4OKE4ltYtQerscPe9eja2oa2qckQc4kZIYV9jI7mIfBrnBiS/0ebP94H+RMenTfxwff+mQmEN8x5lp9pE5pKq2D3qiDud7K8ovzNoer9T3EYhEdLS7OqTlWf+/JnNnWEBF/4xMjb5AqJLLdP+9fuufXgw0AsOGbrRU4RZMCS721rmUura3JbrU0WNssDGsLxhgbNLnfQmujbYYiSK4AALPJUldXVv+3NIGPZnz5DBE9O+aZUTckdIj+pCq/Fg3VDQiLD4G10bbfPy4kxtC1uVU0EQxRum6nsqOyuvyY2dpkVynUMgCorq2sKCjOzTnd+wgQ4KTMe689gJkQOnEJjRXmvfcVgNcx7faL3lihLRhj64jofgDzAEyFX7camAMgCUC/1s6s77w/iOj6i2dpgItFwKG9xChTe0+UhCV0BgBOqpBKwhIfIKK3TySfxBhzPzdvWe/N5ZbYWm0qJAAOOm3YeegQOqWnw+v1IFgfjGlXDgQAlBQcIyKSrzlcBrtIWOZnci2kDeWm0Iaj9zfqk6fr5dQ9PVSDKy+/Hc8s/MHeUFUhk0emQaQ2wFa0F+KoTBDHQ2rPA+mUcHrkEMmUOMoUAFxgMsBeuAEkCwKvUMNZUwyxNgyumiKIVMHgpEqACBJDNBhjcFblw2sV6nGYxwN4BW/YY2uCWB8Fd73QFIBTaMDLVbAc28rUWZcRADhNpZBGZcQ4y4+xW/p1REJcIgAgIykFz8yb5wIA5nIY5Uldm51mj7Xe6ajIcX1ztLJYFJaYRBqIiDjw6mCJSB+V4JGrxWsA/L5h+4aiNes/ANBOLBaH1DY0YOfho5i74GsMGzCQG16Vg+7hMhAZYWpoxPOffpld32T+vr7JvAqAo8pUn1VaXcuevm0yWWy25sYKJVXVCNPrIRGL0Ckt5X+3XzfydgA3Q2gluTCiXy9+99EcfLZ8FVIAyMXiIbdcO/TKB76b/pAxLaLPM1e+5qorb8h3btzqLxRSAtDamuycNkKTYiqtE234akvi5X26jn7+/qkHOt+Y8c2ORQe/BmG6Bx6Hy+TaAEAriZC01/bWjuZlPFwNLtSurl37efnPrG/HbEhEYsxb9iNEMZIpUXdETTEfMNeIVCK1vcSOgpcLQCLC0bgSHMkrxqrNWxHkkDdWOeqUrMErkaXJQURw1jphFznAxfMp4aPDHwfwkKXKAoVahsZ8ESqONqFOXEnmRO/qed//+EpUSKjyYF7+qhUbNp80D64lRETTP530RWb/1NEOqxN6o+7pmV/curxof+kX1gZbeVyHmP9Z6ix1Xzy0ZAFjzHPdnBG3xXeIeU4k5UXF+8u+WPba6jsjksPmxrWPvtPtdNvzdhbOyd9VdEZaub9+/Mfe8XNvuCOmnfEexuAq2FP87J5fDx6nXhGVHqGJSApLVRmUORl9kj8KiTUoACAkRo+Dfx41H9mYO8Wvl9tQ1XQQwHD/uY01TQdPZcPni+dtf3jGM7enJWbe4fF6HAeO7Hkqryin/kzuI0CANpn33hj8vfWtFILU4zjMe28cpt3+1aUyrxVfAngHQgDA79DeDOBYW21u/Zwq9zbAv5OAQ/uP48Q6apqeN6ZFRcdNuq5fj54FDU7hLQYASeRYvXX3Lp3I48jLOWJvamxI0AeHRtosZlF4VCwKcw7DYTUDJG+eKyUmWj9p4vWf/fnL908aQkPLkzI6/K+qrMhkP7xuoSzjf3dxUqFzljy+ExwlB+D1NiFUU4sq7Qhw1gY4qovAEYEkMrjNJkh04XA3VsJRUwB3QzVctYUQaSIA5oCHI0h9bWuJCJxEBk4p5FA6yo6Ak6l8agoe2I5tQtP2HyA1pkOe3BOcVC0UmeXu9HIikVcaliji5WqIDeEUGxULm92K3UdywHMEbYgxk4gkkVM/Sm75unEytUQaniTxGqJT7MUHyuSa8CgA8LockASFiP3jXKqwTABfMsbY47dOMF3erfOLPMfhl83b8NTH85GR1g5ZnYSpH3n/Y9Q2NEogLGk1R8YGde/y6pptO6bces0I9b7cPKgUCm7GjddCxHPQqFQAwHdJT5sr4lcccXs8TQBwtKjYlZWYwADQ7qM5mDxyuNpg0CzO1dkVhzfkoCq/RjxgfK9mOxljXwLAnR9PnJN9ecaYpiN1qEsoxvOffim/sd+ALtdm9u1Sc79lZeFLhYUA6hhjDwJA3D1x33vtXrgb3Cj9qBQukwvXjR9YN6P71fpNlQdx7Ppa5D6Wi6olVQi9JjTYVmpDybsl4JU8Ot/eDePYNbDw5Vh7YCfytpYrvG5vg9ggCfFHFyUGCbw1XjAHg0gjSgGArMrgzq4fleifMgjQA3sLtuDT+ndnNg43K7c3FZVayFIK4Le2/t6JSARAyhhrjt5m9E1JS+2ZNJqIUFtsQlqvJCOAaZHJ4TfWVTRY49pHRzLGEBSi7pfaK+nR6x4e8VZMO6MIAIKjDbfXVdRvmXf7/PuJ6AkAbr8sV5cR7Q09r+tyn0wp1RXsLflm8dM//s0mIqLu13TqzPEct+nb7fMZY58DAK48ftz1j17V5/YPJnxtiNIZS49U1DdWN6pAQEiMAbyYh1QhpV8/+qMYHwrjV77922PEQaIJUXesLa23WRusZZdP6hur39vQMcagfYKIJGV1De8s3LL7nUfvfn5qfEzi8CZLU9megzsef+6tRz4TZrkOAQKcM0JkdgGE5frWet4iCE7uAsx77+A/IVLLGLMQUQGANAAgolAAETiL9rcB/v0EHNpLjOXwHx/zmrBR0vDE7l6Hxe6szGuzc5O21+h2yV0GrJ02rJ/BZWmCrrgJfs0hxrwoMJkjnvt6+YM1K177nIhozNQHrho6avwXDrtNHWaMwRBFECq25qBJaoDa3YhBHZMhkcr45MxOU+++qV9MbGJ6eGHuoXppdFbP0Oxr7/Jfl4jAKXTIVMig0qahvDgPpDMC3hqIw4ToKK/UwVlTBJlPWcHTVAtnQyVkkYICgjVvB5gh+q/2mW43eJkKsvhO8DqssBfsAu+2g0nkEAXHIXj4vZCn9ISj/BgclbmQRaWRy1ROzO3keLkgCOCRG7ybt/xZu6XaFVIMnRD5rW3SKbMGhzGXrQxAiv8e/JFaTizlvHbzYUf5sQoSS4OdFcf2ibXhV/kL3eB1KbX9x/cgoiIApYt/XbvUoAmKVSgUHRhj/MEjBzE4Iwb5ZeXYeywXI/v3dn2/9s/jlnlTYox8YnSUWin/6+FBp1ahvKYWGpUKVrsduiC1UioRq9w2T9NTt016atTAfg9Y7Q7qlJqMFRs2Y+JVwxCm0Sn2HjmMfesOQiwVIb1vinfkvUO7h8QaulQX1e768ZWfC2PbRweXHa1grhI7hZkVYIzhQF4+enTMhCJUMYxEdJS5WZ3fDpfJJZEnyuGt98J6zAr9ID02Bx07lLBp88Yj2rKZ4kixWN9fj5pVNQi9NhTWw1Y4yhwIvirY47a43I4ouVTST4srbxiMDb9vl9otDiXszAxf62TGGHqmd4BMLsPKrWt2AAAjPqtz4sDm1yI7rjtUOV9pLGoboiURsQnDo7+btXDakh3L9zz4x8LNzc0QjJOM1yU/l/wmJ+f0sbNivy56vWgyY8xjabA2OCwOu8fllqkMf2kTa8KCtHk5hVrkEuISo2BMi7gBhCXa8KDm9ziVTongaEO/PqO753Qc2q5658p9zXnFA27p/WVyt/grACA8MXTM1fcPG/T9Syu3+o8Pnto/9bZ5t3yRNTC9CwhoPzjzEyKa0tb/alLX+EeCowWNvKi0CG1lXjXUeiVMpXVgDDDXW9a0LELL21VoBzDzzo8nftxhSOYkIrqiMrd6utm0XRsmFbqc6RXyV2+9fpLmphtmPC2VSDkAkIglkQBGtr5+gADnwEwITuuJmtOQ7/jdACZdJJtOhQWA0fezXzHGfIlsCXAJCTi0lxjLofW1ktC4y+TxnXp6rI0V5n2/tlmcIjWmX9M9Jc4QrA8G9MEYZrHg6417Gmu9MpWHMU4W1yHc67C8o2p32WbG2BEAP46Z+sBAkVh8/dU33/mARheMB8PCsXv3VmRnd4VaHQQA8Hrcdt+HcjkAENEaW/7ug4rkbhlEHJw1RVCSC5XiYBx1aMGH6sBVH4PT+9fnuMdsgiQ4unmbVxvQXWlGnbMc5U1WkFwNZ2UuSCwDc9nBvF7IjOmQ3fAUHBU5EAWFgFdo4KzMAyeRgleHwFlxFO6mOkjCk+AylUOij4DbUg9bwR4P87o2eK0NX3+5x+SWdrv+A5/dkMS1l0itdfMsRzfNAegrCBE+cDIl3E21IKkSIoNxkNdhK+NFEjNJlDZLztZGhT4iKFwtRa/sKPGyPUu/rAeiAWw8VFC4H0BOt8x0PYB4KXOgtqER2w4KikUKmew4Z5aI6I17Z0yOiwhHec1f3VL35+Qd4DgujjEoGRiClIomh9NlAUCpsTHTpRIJx3M8+nfqgFcXfoPth46gXVICk8QqaMeKveh0ZTa8Hi8/YHyv3xRBcuUPr/zsAsAV7ine4GCOivCI4AixS+gUV99kxj5bIaAB4xRcMHOx5vausjiZXKQSoXGH8CjkrHF6Sz8q3fYSvorQ9tSK2V4Gd50bzMVg3m+Gq97lBcBpOmt4a5yZ/8P0k3OIqq8EACKSw1BysEwqr5Yud4pcIyEjxCmM6DmoCzieQ93u+qMA0NDUtK3JXB9vqSoFx4thiEqADVYE23S4ZsgV4HhODWACL+I0HVOT7xXxPL/90JG8pGeTXpOESyKCrCpIU4PHczdjF4A3CvYUl01+46YHE7vGPeswO5SaEOHzy2F3YnfDYZgtVvSo6wBjUJip5EDZ73UVDVZbo10BApiXQR4k7zL2+Wsn2c0O+6TXx9z/ycyv3iIi2XMbHm7WjlXpleqIpNC+ALYCwIBxvaI7XZn9e1KXuEh/7m325emTBk3u+wUECbbj4DjuOAkxECBTyXB0S15BY4158boFGx9Hq1otIlI8v/Hhm/wPfWGJIfH2OC1QLjyMScUiSXR4XDe/MwsAmiBdp9bXDhDgrBEKwMbg1H6BCMBNmPfeZEy7/dJ3ZgK0EKS8AMD/AK9rc2SA/zQBh/YfgLOqwArgt7sfe2va61+u/crr8TiPHtj5xPsv3rfcP8Zjb6p3uv+qvEpNa4e0A/u3b+ZjL/PXjPMylZJXGaIAHAGArz54cQcR7c3s2Kt7arvOA5RKFcL0+oOFOftr07K69m2sr60/dnD3I4JMnwBjjBFRu6Beox/g1SEjJSGxcS67SddgSGzW9fToYsEX7oTHaQMvkYN4kdNlKuU5iZxnHjd4IvS/rAtk5MaC7bmw1dsg1hvBGIOrthhiTRgANEuB8Qoh/YB5PQAvgaMqH9LwJEjCCfYioYEDiaSQCZq3vKu2OLN63fwvFUnde0q8HoAI7tpSMMZAvKSXp7HyeXFIrAgeodkBcSK4TGUQqfXgeAmkMYmRACAJiU1x1RYjUurECF0jvA0NyN+1Ll6jC/643lTdXMZt0ATNB7CfI84bFRbCadRCZNDU0Li61a9SIZWIZSqFHG6PB06XG41mC1u6dv3AxChjbKe0lDk8x8l3HDryvsfrfTAi2JDmcrtV35dvQpm0Do4EBxQyqfez5asahk8cmF+ZY+lkbbCh9w1dIZaJ5YogubIitwqr3vld3HFY1rGdP+3tbxxvvN7ZB19V5Jt5/A7sbszDVlkBbHk2EuvEek7G6SLHRV5dtqDs+yCXPNINwK+15q5z54qCRO0VaYp+RARXkwsgQN1J7XVb3b+6G91J8OmpAkCpvULiL6gijuDxeL32DNcwcgC39LwG2lDh9+j1eGE3O8wA8Cn9ksc+3YnRZQ64QFipNRw0ja7RZ6qTwzn+rwYACrms/4szph3jOZ5bt2vP+19LNuqSvXEYMqwvOI5DXlThA71v6LZowzdbKz6+e+EbSq3ik143dO3TZXj7B51wZeytOBxsUdpAIOwuPOBsqGu4x1JvtY2fe8Pi7td0Gs+LeJjrLJ6YTGO2y+FGXUWDLDIl/JXb3rslBsDDZpPlmD5SmwUALrvLW1taf8xvW2xW1EB9pDaS+L+CVsQRRFJRs1zD0NsHjsy6LG2GRC6lgj1FWw1Rui5KrULdWN0EiUwMl8PtNZXWz/7qse+WoFkf4TicDquzHkC47/8QtXVNuQZIEwGg1mwtaDDV/OxyOf8nFksIABqb6i/5km+A/xRyNCeynRKpb7z1wplzaojIACAGwEoAYIyZiCgXQGciopO18g7w3yPg0P5DuG7CzK7XjJv+hkKplgJAkNbwWVp217TDe7fVAEDjpm/eX69WXhmtU16RkZRCBXlHiiuO7ZrjDJZ8KAmOaQcAzuqC3c6q3K0t52WMubr2veLqgVfecKtIJJbs2rxmwaqln5V37j0oo6aitKwg52BNa1t8bwIv+L6g7X3TFZrYLqtIJASeyNYAjzIYzuIDVuawvO0x1y4nqfJBVXr/KzmJDJy9AQ63GzIJgSMevDpYcGQN0ZAEx8BasAe8TAnmccO/8uq1mwEieOxmyCL/0jPlVXrYq4ug8jm9ACDSRxnUHYat+T/2zjq8jWNr4+8siRksmdmOQw5Dw03TtGkD5ZSbUsrMzO0tQ4q3zNw0hTQNc8PgOImZbcmybDHt7nx/yHageO9XuL3Xv+fJE692ZnZ2tZLOnjnnPYlA+w2hfetWcCbnZIUjP1kUwOQwyGHfvER7XSVvTivoHjsq2DKVrNqAhLf5kHNVSRHcXijBpFFhxZbtoJSisP+wQzyvXn+gEAD21TVsEEVpbG6qkwDAyq07Drl2lNLQI1fO/6HJ1T42PcUGjmXg7uysMng6wqNa3DfYt+0eE5Ll6kgoVGE3GXNSzCb7jmA1FhfuBmEJ7DYDmHy+aVdZtcNS4XiwflfTB7ZsC5fezxms29W0D0BK8/42UEqRPSi9FgCa32z+OG1emuByxW4D0K9e0Q67yg51rhpUpiAsIcp05VFXnXYSvaB0WsHbHSsRTE2+jwlv4u38e/Jv4s18r2EWbY0CIhhZkidKHZIXSFYSUzgV8MCLTz77pnNM/yFltdsbhsblhMCqWAEqYNn29TiydCwEJY+y1ftf362oOCfnlpznslSKnNNaYmAIgQLA9E53v09eaj+hY45lTnx44ixByRMA0Hs5k0alIgBw5Iihl7y/YfW3oy8pPaanQEDugCynZ5x3FoCXCCHMhQvOvMGeZZkc9kdrv9i0ZJemVHM5AHARFiPSBsfSRzrfuOnzyy/PGJBmY7vtTq1Jw4a6wuho8iK1IAWJWIJXahXXn/fEaZE9q/afK0vyw7yCMzfvb/vgo3sWfuksSOFnXnv0zaZ00xGxcExuLG9hMkpSQQjB7uV7v1j8/Irl5HnCXLTgzPenzBt/SiKWAJUohkwfOPTrZ5eebk4z5dszLUebnAZN5abaz9+/8/NPe65zSeEgU0FOcf/Glrrybbs3eSml4lkPn3wVgKcVasHYsKfl/R9W7LlFyk6/jCVEUd3e8frSr5fvu+Pqh7jczIJjguFA6/K1i2+ff3NvNeM++vj/EgEQw28zamPd7f9qLkEyDOKdg157BcnfrtkAPv+pToSQ/pTS3yTV18ffhz6D9k/i4hsemZ1XPOjsRCIe3Lpu6QOfvf3s/oP3m22OnB5jFgBM1hSL1Z6WA8ADAHFPQwLAMYQQw8Dh47N2b1mzn1Ia0w2dcaw6f+SFlFIaqdjwUqRm24/qxW9e850PwGPJrbMBvA4AP9K7/Tm61r33nfX46+9TOvIuI5IYj7jrV7M6c4Poqv6wc/VbWwDAOe+57xhBCQCQlQasLa/GaROGY3JhKt7b3QrorIg07oEi4gWjsYHwSnCSD/C3IuZSAIRA4chHpLEs6WntibdNRMEZbJDCvl5Pruh3Q1MycSiVxe98m744hzc5JpHuDgwngLdlnylGQ3F4kzUM4u11e2NN5ZtVucMvkuIRylFKCCGQ41FksgGYNMnleqc1+f/Ozat669gSQnTorni1u7pm6cfLVq4dUph/ZUFmusrV0XlHXnrqouqmll5P2cOvv3vrNXNPmrOnpi6vxdORGopEudOcqc+O1mhO6W6SIgOPLYpHVAAQN8ogXPJc3fDBNMkkBMuCwoo31o0DwKYVOz/5/pXVj0iS7NMY1R9oTOohAMiyV9dsSD5uAC2vt3xJOHJZ8vwZSCEJseYYeCMPsUuE6BebUizmglJbHsmNONCk8eCh1Hfk2pbWeVJY4ngzDykkIeFLgCYoovURHD1loqL/rELnPVuegGeRh2qcajJt8AQ4TFbt8tfWGsK+SILVsr3fH63KdlR8vQszTaPxas02q2647njRL4Kpih8SjMcShqS0SA3fPLTunHMfO3WDsyDlSG+tN3ECP3guVVA0utwghGCMq2BNNBgbD/uB+NxwVyQAAOc+furlQ6YPuKPb2B13ZGDsouW1GzYqM5SjS5RFkdLR/XUAYM0wT6zZVtd08L3sbelqMacaU33tAXhbOqHSKmHJMN3UsKd5xUOznpkGAJiebHviLTMeHzC5+ApCCBKxBK3cXNu+Z3VFqGVf61ufP/LtvZRS+ZQ7Z9095JiBp/Tcr54mL5RapdFg1zMf3/vlU+guIXwwl5x1zfB7r3/sk9SU9KxWV3PdJWddc/ILbz+55e2bP/6IEPIpkolwYSTXCO48uO99T93yLIBnAeAKnHf40H308e9z8SVytzTXmfhl20AE8N5fGW5ACGEBnI/k52MhDpXrexLA8QBeIYR0UkpXHtSPdPe7FEBfyM5/GX0G7R9E9wdHQSmNnn7xzSOOOfG8t7V6oxYAVGrtQELI8O568QCAuso9610t9fUpqVlZ3dub1y1b+KMlRUqpDwcZo4FtXzfisB89Qgg7burswQF/Z+eOH1bWHraPXP/AKw9n5BTOiUUj7t1b1l7z1oL7Nv/SudidGYpLb3o025qSFo5Fw/XbNjTd9/7Lt5YBgCK1WCnYc0ZrBh55yL3k93eC4wQoSQLKuA9+iYXCngNlSIWrJpWiqroK0446B/FEHP945yM0+mKyFI8yyrR+SLTXgih1kKMhxDqawfAKhGu3gdNaKHgF4fU2MAo1AHCO4hGX+8KhOgA5Pcfm1AaO1Vk4MZCMY+X0Nsfx4vbnhnKRkdochXNPW1XDG27jTjDMWJKiL5FlGQzDwGExo39eTqi8pu4hQkgBgACAowHcBWAqAIzsXzwrLz1N9dBlF+GmZ18SGtraNhBC3gXgBjAMALnz5dePBoD7Xn3zbABvLvb7BzYlEtAxDOaaTFAxjDMUifrNer0uh6RgRXQPoEwaRKyGXQsgHcnkDKmL87+7/LN1e6Mt0RAhZITOojUDeNbvCd5ECHH0zJGK9C4An4lBMaJwKFQKhwKBskDcs9sjND7fWPCE4cNwfWtb9OwZRytLVBqcPePoVfe88oa6+u5qh2GMAQzPQE4kk8W0/bQIyhFojBrMf/FsPHn6y3Lj841YPGwZG/XE+bgcH6QboBNDNSEx2hDtFFIFk61Fi1m2MTAIGog62cwD4PQcWswJvJURw9mNCsgAVgSDr34bCGwHgDeu//BFAC8SQpiCq/S8zWg8KSfNCZZhcMpRk2/9fPnWBZzAXazSKrXVW+re/+CuLz4MeqcNT+3nnBXsCEHfHT+bmp2SW3NxTammWFMw85EjnwVwZM+9EPZH99btamxSqITcztauLrVRneKu84QFpaBW6pRgWAZqg1oYNLXkE0JICqVU7OlrchrH9hiqvIInVJI3tOxrq9DbdZ7+E4t0J9w8o6T4iLwbDy4JLSgFuOvam9sqXVt/7vNUOmDEDakp6VkA4ExJyx4yYMSNSFYwQvd3wl+6jNvH/zRPATgLP58Y1vP603/inADgGkLIaUjaLDYAo7vncSeAxw5OsqSUxgkh0wD8A8BiQshuJH8zBQBHIBlz+wz6+K+jz6D9A7johoePevLtFS+qtTrHXU9/+KXNkb6mx5gFgJS0rFKLPdWO7kQsAFjyxdtNJ55z1YxBw8fPE8VEbMPyRc/0SAr9K2TkFPF3PfPRxwOGHjErGg7Grrnn+ZufvOvSp3r2z7/p0bNHTTz2xu5CDAWEkJfwK0+qZ192x7VDRk8+q3szncryUwCmavqNt5inzV8kpOSPSXgbEXNVg9NakOhqo3t9LveV/3hiJdFaGU3ByJN7NKeCQQXWbd+Js05M6loLvIAr5szATS+/FQqVLVugSO93EcMKZiSiEGyZgCSCUaggJaLxhLv2U4WzaC6nNffOza5XjVERubm1Zluc05oFEALe5AThBCDYAf2ok8DJMXZY/4LvB+fnpgBAfjpS9Fu2f37Hi6/O3zTs+PlvBR1zBtiU2U6zOe2lW67TrNu5Gx8sWT5w+/7KjwHMBNAE4BEAawlhzgAAh8WM1++8CY++/cFni9asr0PSa/EYpXRpz9wopW/dYk+5vk1MDPSKIsBxEClFdSy2qMPnbxtSVHCFUzYVH107CK2GLrg9nbs3rWq4CEApb+UvN403TbfNtH0ea47ttEy1zKKU1gPwpJ2b9qnoFwujjdEJ4erwt2KnONN6nNUYqY+0GUcZHT3HT5mTIoTKQw+yWnZKJJhg9tXVt9Y0t9iC4Uh7WXXttZTSHYSQCcGy4FxNseZEbYnWZp9ph2ATEJaSNlXukCyc++ypDV+tWpYTDETAFXNwTHHCt8nHqfupOVmSedEnIqCOocnfLu9urnkumAhXG/OEsYQjRJmhxOuW9ue3tQWaU1rkze90di49PK6NUioTQk57466b61mGSQMAk16nLW1JVbzz+HdjCkbkzIiG4vVz75tz0oiZpa+p9Sp1oCOInmINXS7/D92G6N5zHjv1Q2e+faJCreCiwWi0o6nz1WfPffXDOTfPmDPtwgmfMSwDMS6iYmMNzRqQ1vuD3UKpuXhcQSGAXg3YsC9cgeRDCrqlwI4/anwhadnXBnuWba7P7Vthz7Kq2hs6YMu0gFKKxj1NlXU7m05f/8mWQ2NbDoJlGP7gbUII/3Nt++jjT+XiS3bipRfOwo91aIHkdxwBcNafKNm1Askytz3EkEwAuxtA+cFOoYOhlIYBXE4IuQ1JIzYVyQfFFwFs7akq1sd/F30G7R9Av0Ejn8zK75cLANaUtNMWf/ZGSyjgC2t0BjUAdLhbMO+a+x8mhJx38JPlp28+vQdAskT9NXP/rWMfd+qFpw8aPn4WIQQanUHRb/CoewkhL3d/wGGxOzPYg0qPqtTazF8LnjeYrM6DtwWlKhUANP0mXKBwFIwBAMGSiZi7DmLQAzHofbnjy3/MBwDLtEvnSNHQLFapEagsQQp60Kg0Rimlyh7PliSKgFKn9S/755MW4xVxRe7QXo8zo1SDN6WChLrE0M7vHqCy7OXE8HmszqrWxTrQqM8GsQtpajsgt+4H40zG31JKQcUENAOm4FK7y27WHnp6EaIYZZp+xSfKtJLZ3+mt6Irs9V1tNysB4IjBA5Fut+efccd9Tx90XW4GgNvPP/sJq1H/RFcgqPSFQu0eddrelLkPpcixUFdw15IfebpLVarmQSrzwJZEAglKsTQQWHpda8tdlFKabrf9s8nd/uhAY/aozI7g3q/XbbjOt8XXCWBF/n35j6oyk5WolOnKwbpS3aUAbrLPtA+1Tra8PrJ9gFZfrMXGKbt0m/+x7XbDcMPn5olmB2c88JEWQ2LEeabzElWmyjTElY35Kcf07NKCkDsBnEApXQ1gdealma36Efp7CEMgx2SYBQMFQCL+iFTZWttomWrJAYCYKwbCEBhGGWAK6aEQBbZT4UNcJeLxLV98WfNC7dUAQCXqU6QohsXd8R3uj9yvL+m+jm//zD1GKZX+efuN1Tggv4Naf7s489qjv7VmmLNlScbulXvrN+7crvZEO2FWGJDBO+oby1veW/HmuvvR/bj15vUfvnLqXbMaLOmmQe46z+ZPHvhqJQCYHHpLTxKaLFGoOM0h3icxIYnNe1vr7NlWYdJZY2dKoiQ2lrdcB0BWapXFYlwszRqUzjIMg7R+TrhrPWPqdzWElDolKAB3nQeuOk/i+5dWDdu/oepHYT8HU7Z/5/MOe9p4s9Fi9XZ1ePZWli34pfZ99PGncvEl7+OlF8qRlOY6HT2VwoD3ADz9Z+rPUkp3Avi3j9e9ovnN7zejPv6T6TNo/wA4XrD0/E0Igd2Z4V/yxdtXDBs79eVoNMRyvAKZuUVnX3TDI350P30SQsiZl9x6kzUlrbiloebdsm3r1k+YfuLdSqU6q625viK3aGCstbFm/WtP3fmTIvQ98IKCP3gJlON4YfxRJxTd+uhb00NBv7+tuW5lfr9Sv8Fk1QOAu7XxRx6zw6mt3PNVdmH/87U6o1qWZbQ01HwNTAIIwx7cjuF4cKYsiN7W3nKDHUue/9w89aKZnMExDww7iFEbXBXb1i14OB59mjc5nHYVga/LC0ZQb5P87Z5Yy95PeGvGBZzelkplCWzMjxxOh4iKqkMmZ0nn4meuOOn6h6TiQWlXLt8ro0w+oJAUFxPteQmXKUoEzkZCdBevIgpGxhGZRjS63OgJLfAGgtK3tGiW0skk43MjAdRFieHg2N2EKHb91HW5/9W3Xrjn4vPGHzli2NxYR8jWXjTkfqWquySvQjMUwHEHt98UDt+pZph8J8/l18bjmzZHwvN6xm1yt8eR/NEAAFyJQzjks0nYpAQZZ+YGnF57jPZcdbLM1L5oTfqdg56Z4dWFinkLj2hTFEQgkGNyTNHOh6dPnmrR6TRItHUcMrjAsTmWKZYJkYbItnBVONj4QuN9zpBTo7AJx5yunFSUrrIKoc9aYCFaVvYkRtB0CsIQ0DgFlSlyxHQcO30yGJZBa7Mbi3YtRfGIgbMnPjHyldev/fDC5tea3wTwpnmSeYR5qnk8IWTtwQ9vh5wbIUoAsYvmHH8NIeQllUKR6fJ6l4UGs76iDHM2ADAsg8Zwa1ot2wwiELhpB1qq2gLr7vjhVlx46HhiQooCgCbOX3n321e+k4iLgaZtzTdlD86oSMmxFUYrgdxEKeKxVvAKDvFoAp6GjojRoVecdNtxe4rG5GdTSlH5Q3WYMGTZwscXn3vu46du70kuI4QgEU/ISp2ytXlfGwQVD1mSoTWq+WMum/wkgAvwCzz1z4eWnnTcGWPSHZmDm9oadn7y1bt9JWv7+M8iabTOw0svXIAeNYP/DImuPvr4Wch/gqoFIeRLSunMv3oevxc3PfzakyPGT7+aZVl4XM2tS7987+it67/33/3MJ7WdHW0kPbu74EAwIC1Z+PbRbz57z7Kr716wbMT46VPUGi1uvmAG1Fpd51V3PWcymKzo7HAh0OWFNSUtuub7L05/8ZEbPgcATb8JRsFRMFmO+F2+jR+vB4AR4482nHr+dYt1BvPoRDwGr8dVo1KpFfklQ9IAYMcPKz+pryp/Jrd40KyAr7Nj4XsvPFlRtvVXl1/mXX3flIzcoiM7XC11Cx685lVKqawbcqxTN+y4bwVr1mApFqbxtsouSOJC98d36QH4KKU/Kbydcso9z6pyh1/esx2u3rI7Wrd9jn/zF9VAsiIab00/TqHSX3fxjCmOgUWFoJRizbJFHyeioaWTpp/8EstxWL55K75skkBI0vMWbSpfOI5rujUzt9+kuury5h+Ug17gdBbnTYZyDHTo0eRuRyIhJl6u42gtnybwlvTeOcU9jTiT31U2Oi+1xCeGabng2rFhU9nMtR/80HL4/N+57/aanFRnzhfVAXwsD+x9XfS5w80vzrMcvpxFCOGzeSG1LhFvPjhG8+e4LSXleMnBn79lvGK6a4RaEXfHqztXdx7nXuTed9qcI287MeOY+53EgWxVFgDg492Lr3629P2ZmkLNFCpTBPcHRW2RliMMgTqowAljj0GiMgRVZRyLmM0IMTEQNxXDAyUu1hzb4V3unckZuAmmiaaXFDFWMzSci83OGkAmmNCShyFdm5GGEFYEbeJW2bSpgra4zzj1hOm5/TOVPXP+8L1FcFEPqAZItCd2dmzoOEZXrLtdO1R7CeEICZYFP6t/vP6Ug5cI1QWjDPoRc97jDCmTpEigJlq/47zOFa9t6VkxOO/JuZeNnjP0uZ72b3/2WcRnCaqApKaspdlQNTij37vN+1oXf/bwNz+c98Rp1yh1ypMLRuQMVxtUXCwcQ1ebHym5NrTubA18/eryocOOHTST1qqPOWfslVMrunYiovRD9AJtaXu9LVVt20bNGTq156FGlmV0NHbCXe/5IBaKtww6st+1nMChflcTbLU8aptaPik4v/+JgjIpo9VS0QZKsePeox8f8mvvcR999NFHH78v/zMeWkLINzhIUxNAAkAzgNUAnqeUdv1ex/rHLedfe+F1D242WlIcNft3Lv7kjafLCSFky7rv1w0cdsQ4ALhx3nQMHXskm5qZX5qRU9R5wwOvTFZrkmG27tYG5PUrNRlMVgCAyZICr8cFtVavzM4vmU0I+eL0y+66/KjZ59xaK6ocnbKCjrnwoRVaV9lZm9d813LUrDMuPe3Cm1fbnRnatKz8XI+rGZFQECqNFtkF/Wc9fvtF54eC/scBfPNbY4lee+qO5QCWA8BzD1wNAAhs/6ZVlTt8kjKj/wQp1Nns3/LlVgAg5K4tOCB0/SNYjanokG21oabHmAUA34YP9+mGHOsrPeLIcwYWFTqSYxIMKB05e9fmtc5YLAI1p8Pk4UNRXfdZ29bmrgYp1OmKNu6+7JMdi5vRHQdpPuqSkDK9370vtsu20/0NIpOIBjZXVH9Wl3niLaAHuXYBADQWHR3f3DSCDOCVBuQzpmGig7sHONz/B8TiiVYAOXZBAkJxgO0eKtzlHl860AngkES89IvTL+ezVTcXAMiYn/FI44uNT/zctXnA6Tz3RIPxFVWM4U5dIsnPr/S88Ik5em/n6s62uy4898aLjz7+PoHnEQ67UVGVQBafSbui/jrvCu/pNE5vibREJlomWUoJkzTKwtoY6hqaMGh4MRaUvRknecnJUjvltHVKTBg4orSC1q6tk5scvJEXwi1RbM6qBemWy1qVXomB7SFAMxwzx87mZjPM2GXNO9Ds7UJS/jFJO7xg0pMeTNbEDjYGDC+qBqhnMnxyHO0A7Qkpp6QcD+CLnj7awdNvUGYOPBYAOIN9AGTpHwCmdGshk5nXH+0uW7FvR+bAtAFhf7Td1+RbRc3MabaoCaUpJTBk6vPVetVdmQPSrlZolf8cMbP0urpdjQh2hhDqCsOWZUHPdbAW23Q+l5/9/pXVb533xGm3bqtajSGW8YjEw1jPfk3dDZ4XtWbtKbIko8cTK8ZFsBwDrUk97dlzXrXefPXZeYWZ6bMm8RnQaFWw6hSF33+587384dlnyLIMS7oZdTsbd//ce9tHH3300ccfx/+MQYukMcsgmeQDJOOCBiOZ7HMeIWQIpfR3KZfXvaT83uGv3f7YO+u8Htc4s82BlsYaZLQVoX/pmJseefXbxxqq9/W6ym948FWIYuKQMaVEcjscCrivu//le0ZPmnEHy7Lwdnrx/PIdpJ23TZk65bh1RQOHD5ww7YQ8s9Xem4RmsaeirakOKo0WoYDPEwr6w0iWht32/z3XSM2WLgBf9myTpLv0F++rRGfrRt6eexQhBJTKEDtbNh7eRlMy8amgyj7g4DCAWDTKjztq1jiPqwWSKEJnMCEej7QI9pzBhC9SMApVByHk/J6lbe/3LywFsBQAbLNuvkuVM+42FE8cHqvZuoazZo9IdLWpeKMDshinifa6R7VmTalCfcDOVemUjsPnBQBb9+2/igAL0hRCen7L6ra9Qo4mjY+mX1yCbOfQM3bcfM4ZFz785rsfAYB5snmQ4zTHw6wyaUhyJu4h82TzUu8K70/KphUqFLNVDMMBgJJhmaODitxXylrbACAn1TlT4JO6rWq1ArVsU6CiqvGJe5Y9u/AePAtCyK3pl6V3igERgiV5HnJChkahxJ5l+8S4VoQC3cvmDEGn6Ed9azNgRybjS6ocEIb0GoEAQAQGzyuMeDz7aPRowh6ZVoqH6z6ByqCCQa9H+f4KRJkYlOh12MJg0o2Ik0PzNQYXl1x266KrLmmtcnmd+Smm46azBesr2xEltuSxOMEMJEMQznnslNtHzhxyG8uzaNrf6m0oa14+uXSsZ8P2bZ/NOn/aHJU2KQvRVu2GPdtqSMmxTuts9cGebYHWpEUiJqK1ytV773RUeIKVm2prh80YNNCSYbLQtC6srv0QrIWgrGz7Qx/d++VtV751QVFLhSs/JdcGKSGhcU8zcodmwdvWpXOe47xmDVeWqouqUKhPBQAEwzHf23d9fPaFz52x35ZtnVCzra56wydbb8W/F/7eRx999NHH/4P/JYMWAOKU0n0Hbe8kyfKorwKYgUO17P5lTrvwxtLBI8bfwLCcoqJsy4uvPnlHb8b74JET1INGTIgNNFul5voqlsoyOj0uaeDwcTYAcGZkk4o922BNSYMoxpGWmQ+PuwVWeyra25rg8bQGxB0bV21Z9/2nRx4/96OexC6zyYximwbbYjH0Gzwq+4gpM29pa65/o8vb3mE02ywA0NZch1g0jNqKPf6KPVsvoZSKB8fZ/l7oR8zKcZz95Ecdi58ZDCBkHH/mgK4175Qd3s6z8OF7rDNvDHF6+8BEV+u2jq8efyqpsJJk8rGnOBXOcSNaGSM+WLoKRw4qQjwaohzLEY7j4UjLwu6ta+s8bvcP++Gczar1CgBQ5Y041zjx3C+Q1CXsRdNvfInl2KvvYHglCwDqwjETvMtePlUK+TyqnCFZctjferYzGI9v0wyN59tlQSUwiWhCaqloW/RT5/n8x19sATAKSGZMPHHNZQ+NGlByc89l6JeTdSuAjwCAVbMpPcYsALBKVmDVbMrhY1qnWTOVGcqJJxooGRBT9b4ekmlbz9+RWMx1cB+X3PrydV88f3fPtrpYnSHYBAEyEGuNAQyQaE9gfcvWsN8ZVstRuVfjN9GVAGNnUa9qASpkKEoUiLZEARkI7g1C208LSimijVFwWSrE41Fo1BoAyYS7EB/FUu96oB2ItkepFJKIZJLAKlmIQTHs5BxuLaNxVoh1AAvoWtWYdda0qSzHIqN/Kqq31aN4sAF6c4X8+QYTA1Aqdi3ZNP0fn7bfvfJ6KxVltDd0wJFnR3qR0ywo+DPs2VawPOPpMWYBQGfRIuyPwNceqDU5DQMtpmQ8M6/gkIiKCaklGmhqiPh3rdl30czrji5KL3E+VrGxOm5yGAVzphE+d6C+tdL1AgCEOsOV5lQjGnY3IeQLQ6VTomZbA3ZU7ekwTzQ/7mPieDe+Bu1VAQw3DEaITZO7H57u631T+uoc9NHHfyWEkHsBnE0pzf6r59LHT/O/ZtD+FN7u/39VOocQ8jmAft2bIgAXgO8BPH31Pc/fPXrSsVexLKcwmCzo8rqnKpSq5fFYNJMQkhg54ZiMo2aemZZIxKTrzjkqFgmHhP27t7BXnDoOopRAVl4/zDj1QojxON594SEU9B+CuRfdhNbGWjx196UASGzUxGOeOWXetV8HfJ29ulXP3ncldu8tx5nXPwaVSoOV3358aW1l2YmLP3sjbDBZdRabUxgw7Agcf9rF0qbV31760j9uXP7SP27cB0DHMOxZBpN1riSJUiQU+E6SpLkHnetYJKuw9AcgAdgA4BFKafNBbQiAi5Cs/61VpPdXGMedOYAwLBiFRqPKLr0bwEmHX8fuOMpHDrzyWO9fJ5x1Rb9Tzr/uq+X7GnM2BxhsCmmxfmk5vazU3FHcf4i1p12Xt/3pl19b8JX9lHtOPTAfBoyi2+o6+H1jBQ1hD1TDIgwLTmeNBrZ+tRwArjn9lGOOHj3qK51Grdr8bgUEhSrKiHKbtYY0/sLt0AvTsz5/4LowAOC0WvQ6naIxXBNer85VjwWASG1kQ3BPcO3B7e2z7P0tR1u+EaxC5tKRktjxcWDv6dW8xSfLu5YFAnee091u3c6ym0FIikLFl1aHWj3vtSzfcc/QdwoIRwzagdpjHXMdN8ghGayNBVERxNviIAoCV1u7OlNwwGWTEdofChOWKDkdxwBJD65Oq0aoKUIFu0AS3gRYHYvA3hAEEwdlhhKKyiA2eb6SRpWcIKuUSv6D+pVoULdDKSsh+kWZypTh9Bwi9RGIAdEVa4idrDUqdcPGDPyykOay3vYuIIXGWI5VAEDLfhfSCh0ghEDN+xhm34cLJk3XlOzU1p9z7MyTBYUyaf+HfGH43H4Y7Hr4PQFQmaK5o81qdVlgTUl+BFz17TToCb35+tXvzz/n0VO2A+hnTTeD5VlIorT0kYtfmmE57vqreOP08wqYxvEDZU16OpONcKcPFU37PeWr9h+35v0fmgBAbVAlnPnJZ41gZwhdbT7ZmZ/CQEXMK5s2Iq5NgBEYuO0CcnKPAxqqftKD30cfffw+EEIuxMEPjD/mWkrpe7+w/1893m0ArqCU/tRnW4/u0tR9/GfyP23QEkJMAC4H4EPSMP25dj2yVtcAveuqKgClAO4zmKynHXHkrME9XtP3Xn4Yn735jEFvsprjsegtRx5/+nRnRs61Cx68Fjc+9Cp7xW1PBu6/7sx4TtFA5UnnXM0rVSpY7KmwOdLRWLsfrtYG2BzpqCrfDmtKGvoPHYuF7z5vHT9tzm0Gk9UsyzIaavajy9uOlYs/wbQ552DC0FIAwPGnXRR75r4rZ4uJODrcLZr07IIbvvnk1eO+X/jOXn9Xx7svPHw9D+BEQpjNIyccrTr94lsIAFSWb9cfdL7zATwH4OXuc2YB3AhgKyFkVLceKpAU4b4UycIDS3lLxrOeRY8CPYmGLN875m9l8MgJ5zvSsnNPsjmh27wDVS3uzvLqsmubDdkJe4rzeb3Roq/Ys+377z5785VY055wtG7HG6r8kecSwiDWWrEuXLnhR17V0J7lWzUlEz9W5gw9mRCCaNOeZYHt33zXsz8/I22GTqNWtbR7MDg9BwLPKwFk6xSqVwkhub8WZ/zDnr2vOCzmWRkOe1EwHA7vq294/NZ5Z53z/M3XPq1Tq/Tr9uz+8p9tS68jHJF9P/jejNRFDikZqSnUnC1YhUwAYJQs98NkJfvusioHpZQevHr9zrdLKnNuzmnWZGqOIIRoGJXwWtrkNCL6RE6wCuiJVw1VhMDGAEWJGoQlkH0S5sbGY19jMz7s2i2C+mO8kagEmwApKoELcCg25JLyQDUEqwDCEXSsC4E3UsTdcdAcDT7ND7Fvrl2wXmlXjueLFRjYORmDE0fBnp3F/LPsGiTUfnCsCvF8KSUgB8ZtXrD9oazZmcdaC8yXB6Ih17iSEVnxaPyo1Ss2wtAqQNQFYBhqBSuwGDkiPFejUZk17WoICr7Xi6zSKVFZXg1vSxcyB6RDUPLYVbWXfrltKckzZSIWj2NPfUXH/jsrzr/0lXPfHDCluB8hBDXbG0QC7Nq7tuJm6/HXX6fuN+FRQhgoE1ZMMw8Fx3JJWTeeWFfWr+99ACpfXfGqNcN8kiPP3s/n8kupRQ628X0RpqpxwtHyYKzJ+hRdea0w06SIicvTuuZfvb/76KOPfwkNgBQAswBs+on9vt/5eLru4/XxN+R/zaAtIIT0hBwISGpe1gOYQCl1Hd6YEEJuePDVx5/9cN0ZT76zouviG/9x3YuP3PDVQft3DB83bc6WtUuOb66vRGZuMVwt9fjsrWcxZsrx0qRjTlVwHHtCR3tb7ZQZp0IUE2AYBilp2RIApsPVvIlh2ZHFg0b2eodTUrOQiMfg6/Jg0IgJAIBhY6di4bsvoK2pdvye7RvACwIopfh+4dsApRg2ZgqqK3Yj5OtCVn6J5r7nP79r7fefX7v4szf3ATiNEDIjitBXs06/9IkFH60/F4B89ZmTeb3RStKzC3oOPaj7nDKRrKLyCqX00oPOdS2A/QAeAHAmIWQAgCutKWlvzb/p0SliIn7UNxs2f90c7zew45unVIr0Ejnhrnm7u68CyXCPX5XUkGU5AQCCoMDxR4xCbWVZzerHL3hDO/Ao+0dbKh5WSlFV67bvH050NIa7xz7fOOm8hYygUocrNyz6qdK/3cL9c01Tzv+QsDwfLFvxhehzx3r2+4JBV/LYFAJ/wFFv1usc2U6HBcnkwZ/l/e+WVh05YtgReempYzp8/trPVqze9+59dzTZTUYDABw5ZNis6Nr4Vw+99O4/f/KcRfkQA1cdkHWpHCcgqf14CJyBm0AIgRSSIJgFnlNzkAJSrzELAKyKhVmtRZhNCiowBhbP71uCoO8s8IbT9XL0fQi2pLQjq2QRNyYQF0TIIRkJfwJSUIImh4UyLsBqMcMb8UEVVUAeLo+X/BJIBw+G4fBx/D7wtUoYugRcZzgdJpMOi5o24RPl2iwAqP+iYQkh5HvHqY7J60JbP9/88S6M4/rDNDwFCo0C7Z1d0Bk0GDyln9mSbkamOxX7N1bD5DBAEmUkYiJ0KQZUVdYia2A6Qr4wUlUpJNgYiu+TaoSoEKOh+vCmQUeXjO0/qejMnhjf3CGZ3OLnl9/95RNLdjnPfuJOM9eI8UOaYVRT7PJEMNQwEYQQ6CM2GO36PAA/AMDy19c2+9z+8ZkD049IL3beznp1I5wN48EoGJjgwLiaE8Wvup5fl2XOr1u54fuaZ1975JFr77n4l26NPvr4W7Ng/nIGSedN5LIXp/yk7N6fhJfSA+FXffTxU/yvGbT1AGZ3/80hmSh2G4DPHenZp8676t7pDMuyW9ctfe3bT19vPGP+LeemZuZdwxAGLMvarSnpLxFC3gQwFoBVZzBlN1Tv1QBAzf4yZOYW44dV30KWJIyaMJ0VFMJokyVldCwaebdiz7Y1hf2Hjvd3dcTbmur8ao0uJ79kyNiAr8MT8HdZdHojAwAeVwsIIZBlmcqyTEKBLqRnF6B01ERsWvMdc9zci8GxHCz2VFSVX4rUzLy4QqnycizvGDh8HHydHu365YtO27Fp1ZGEEDcAjhBGTamM3KIB1zgzkkIPLMvhYFnQUNC3t/vPOUiGX7x68IXrLif4DcOwZ9/+xLt3OdKyM9qa63DDA6/MLeg/lAcAk80x7vNvv76mg2EeZbqamkqju7euOlfzZe1V2ineCK17dJpy3g1Loj/1lN3LhhVfLTBa7Edn5fUb0uVt91bu2X6/puhOk+GIuYsFe84QALDYCoYTQo6nlErdMYxf/Nob3x3m8OlP7Xv326WPqhSKIrVCcSTDEFOqzaoAgMrG5u/rWtt+JNv1UyzbvLUDwFdA0oAXeK43KY8QAq06WSThcAghRD9Kv1LNMGcyJeo8dauIS1YSp+RwvEgImXfnBefckJFiH+31+yteXfj1PfK5QgUAB5Up4oE4pIgEKSIh7o5DsCeX6tVBQbLodWwYnb3H8Yb1YPTFyQ3WdMgc4pFEooY08nJMBk1QqLIOxPBmKlMxSl2KUGsAvuZ2BNkYdtTXYf/INWAYAglRdMoRaHkVGIbBrLTRqN3fzGRcknGFXW8ef/VHF43e07rfVONv0kb8IoThemQOTAchBA7YUbuzAc6CpEPEYNcjGowhJceGWDiGxs0uGFpTUUDV+OadLQjF03H07HT0H18ktFa7Ubm9hmSeknbs4s9XjBYTUq86AZUpuiLS06NOHteQiI2tmn66gOxiIwBAjHWhev0e5Jn7wxtrl0Gwb/DUEsPUCya8fd/KmyaFfeGq7aua1xtTTcOj+yUw5MCDgoG10cZXm+dcH5rfCQC3PtwrIdxHH/9VLJi/fDCS5bfnoruwwoL5y98H8NRlL0750wor/Cv0xLgimfB8J5K/ZSEALwB4CMA0Sumuw/qcCGABkqFxZ3b/AyHkYON5HKW06qA+XPf4JyOZaP4NgFsppYc4Jvr48/lfM2gPTworI4T8AKDJaLJ9l5KWZeZ4AROPOemao+ecM6F01KQbsvKSRkDQ34U7LzsxFcAsluUeOWr2WUcVDRxeEvB58dqTd6C5vhL7dm3B/t1bAACZeSWQ5ARaGqqh0Rpnx2PR5rJt6zY21OzzHHvS+ceBEGi0BpKd399WV1lOrXYnZFmCSq0Fw7AwmKykvqoclFJk5BbhyONPx2O3XYiyresw9fjTUbZtHVwtDTjtwhvkuy4/Kfu2x99532JzzLlx3nSoNTpMnH5y6KNXHzsLQOS4Uy94ZdEHL2f0OEglUQQIEAr60dJYA5/X07Fq8SfX3nzBDADI6r42bxNCJCRLHRIA4Dg+UxQTmsEjJ949eNREqe2zOjjsqXzXkk8h8wJUOcXcuNLBk+o2ZPJ2R3r+6Vc8uCllyzxNNt+MbCP6yxSPApj4U28MIYQMGT25SBLF+LP3XXVEXtHAoR53a+32jctbPtxadVKPMQsAivT+x6iLx5UC2Ppb3nRCCHvd/S/f6kjLGtXV0b7vvZcfuaNm/67eL589NbVRdH+RzZt5bP+B+bmnR2Kx0MJV6579Na/ybSkp0/MExdR2UWy4ua11QbeRHbv/kgv+aTMZr+ZYFrUtrXv2fbts+4vpGbf5Zcn/nMfzUkM8HieEkMwrMl/QDdZdPP7bCD3u6xhsMgMdw6OakyfcccE5V04dOewRhmFQ6w1BmHLp3ECjOhJpWFch2DeFBbtQorAqBCCZBBauDYNVsMjoNO48xTZu6JvNK9DJBWHv0qOLZB2YND0CgfJN0BaHIPskTAsO5kewBXhPsRrV5NCFCp8vgEHOIgypsCA9cwQA4J3AMqxlKnvbSEoZ4XgMCkGAJMuoSGsbZ+xvvDAOGRvdO2BmDFBJSjgz7HC3e1BCCg+8N4eXi+/eVKgVyAj2x/D05CqFRbkSO2kNjDYN2hs6oDNrMOGk0ajeUYd+xQXm/d/sQ/ExxWA4BvVlzTjtuqNy2ut92xY99d3pNufxvXXpOQWH2sA+tEWa4uWdWx5a/e7GbZf987z7C0fnHZ88smVIKEwGpBXYiYt2wFVWhRTkg1KKeve+j7pCnk700cd/MQvmL5+LH5e+VSD5HXnWgvnLz7rsxSnv/1Xz+wV6YlwXIPnbcBKSqkafIxlCdymA+Yf1uRJAHMB6ALuRlPO8HMlwwh7aD+vzBIAyJMMgRiAZmsd39+vjL+R/zaBlhoyenH/yedc8qtWbBvm7OnZMOubki1d/91m7q6XemZaZD5bjgIxcQzQS/lSrNeT1dFy/fBF8nR4MHDbu/rkX3fSi1mDUhwI+qNU6AEB6dgEYhkGPdqyYiCO3aCBUKh0Cvk5NQUlpIQBk5hZL3vYDD38Mw8JstRNnRs5B06QQBCVyCgcgFo2grnJPZOSE6Sq9yYLV332KqcefjmWL3odWZ8SAIWNlSmnskpsfW7hmyWezPa5m8sTby+FxNX9LKd0OAKdfdLMeAHqO625tBMOw0OqMSM3IRWpGrmXfrk15SH5Ie5bsLwbg1uqN2lPPv/5Oi905QBTFWHZ+iYZlOej0ZhYAEg9ejbGdbaCUYlXeAOiPO6M4Fg2zAGBy5mjKHafA2voCqtlCtDDe9OE/8aYQQshND7/+QumoSRfLkiRt27j8wcduu7C3/K0c9nVQMUEJl5SskmOhsBTqcv/WN/3a+166YeyU4+/tVnaYQRiiwKH1wXt57ctv9iDptcetvzLuHSmOY2fpDZ/qWFZJKYWOZfPRXfDrjhdfvXb+ibOWm/Q6c+3yVfvOZ4WP07TKDAAws9wEACdbplmO0JXqLiYsQZuFkGzKgemWzArKck2azTq8Zxn9lXoBgZSCTAEAlXMQ3Bl83Tm3sbRnLgqnAjFXDIoUBWoDnsrGanfZxZnTTu0I+MWPNesVCmUZF3XvB6ctAhUjgFJAwtMFRs2gRu3CyZbxmOsZj5exAl7ZB8IQsBEGToMdUk0Y6cYD9+coUzG+b94NVZoSlFIoqgWoCgQKgHxetiYhDWb69ZipQW0Yoe1BnHHmbJisRkSCUdTuboDepEM8lgArsKjaUov84Tnwt/nQk7vn2teB0ZbxAIBoPIrtTbtRJ5SB256HVIMdWlMy9DWvNBtavQa2bAvqPqgAZxOQOzUHsiSDj0QY54j8N6u3Na4cNLloMgB4mjqhHsejtbJi9Yrn1zxCbifk2g/m91b2AwAxLrIAkFJoQXCeCxs+bsbeWmXHtsW3nfPCr94VffTx96XbM/s2kp7Hw6VwOCSN3LcXzF9e/id7ahcSQhI/8fpoSmndQdsKAOWU0he7t/cCACHkfQBnEEJuoJQGul8rATABwL3dK30+QkgIAH4hvKFn/Je7tysIIaMAXEQIuY5S+qMwsT7+PP4nDFpCCKMzmNLVWr3m1Atu2K9QqpiMnEIAyI1Gwq6V336sFxRKynJc7wfYaLKlBgM+IkkSWJZFOOgHAMw687LnigeN0ANAbUUZflh1oEx0OBSIOtKzlQCwZ/sG5BYNhCMtC/HYgZUIvdHC7i/bCkFQQEzEEY9FoTWYUL1vF7IL+iPg8wIUCPi8YQBqhmFpY+3+R/ft2uwZPGLiUxuWL2K2bVyODSu+wuhJM9DSWLsBAF54+Po3c4sGTgdwWtm2dQ9/89Grdz1wXVJDaPnXH0QAQKs3ob5qr7hz8+qFHMefKEnJGMt4LCoH/V09tVGXI7mckkcpXX3Hk+89OXTMkccDQFNdJXpibosHJU3TzvoKQK8HIQRjqnbj8S1ruro63Mjorobmi7OJ7wa8wKtzj0AsGs657r6Xbn38josfPPj9OWXedVOHj5t2cXdSHTv8iKm3HjF11gfrli4sB4Cude+vsM2++QHBUXAlJDEWa91/R7Rh929SIAAAuzOj9GCZMpPVMfi39v0l8hWKaTqWVQLJsIIMnp/Ws6/bs7sIAJ5MS7s8Tcln9OwrVChmEkJ01mOsArpXtCtHK/F4VxjTNstVVMK+lcHgNWkd3hP752YDANySove4hGFhzxt0nuxrAmNIOpDjHXGZ03JMwptoCu4JPvvGoBX3K21KBXEQRWh/qJ1wxKDr94aQ8OqhSAmBRkMQ7ApIMYpabwwNvB9GhZbmmjLiAwyFimAihKycdETao9i0bRdGF2aB7Tau3bFOiOEEYixJ/rwNAq7d+IlPb4gb21MDPAkx4PTJrxY5ISPPmQGT1QgAUGmV6Az5IKgFpOUlE4YT4RgSl36M/k0B7BydDtfcIZB9AlRC0mh9p+5lbM5YBwBweTZjiKcfUnJtB94IAjAMA9UwE1Q+grgvAvMdizG+ohODWUnxUHFkonvrHr9uULbW5DQyhem50I7UTJ109hErc4dm5iRiYqKxvCWSUZKqEuMi3bcrtsvV6SnNyePQ7uHwAwoRNXokAH9lDGEfffwZXI3kp/rndB1J9/6rAPxkJcg/iPPw00lhh3tPgW7JxMNYAOB8JEMSFnS/dimS5/L6vziXw0PXtiFp6GYCqPxx8z7+LP4nDNpLb31ywRfvPKdhOQ4FJUOYhpp9cLc2wGR14NtPXp0GQJOamV8RjYQKlarkj6ivy1NvNNv61VWVg8oSetSgflj5jXnIqEkAgO0bV6ClsQYAEA2HErFo5NX8fkMu7D9kjPDhq4/B7szAyAnTEQkF0dJYg/XLvsRRs84Cz/MwWuyo2LMV8XgUtRW70W/wKLS3NUGj1UOmsrR769qvV3/36fcd7W1Nbz1377cAcNalt09cs+SzE995/gHEY1FY7M7tzz907fQFD14DAKitKHsCwKmvPXkHACS6ZbXOBRAFgJ2bV34Wi4Zfff3pO7/55I0nayr3bMtobawNV+/f9dRnbz+7FgAopasIIZ8CeIwQ4nn4n99kAkAiEUdtxW4s+vCVyMzTLgoplJoflAxT8lR7e06xQoE8hQJNiUT40/dfYsw2pwSA9biam/a1M5vHHXHEHEkUEfS4SXp2wXwAhxi0gkKp6lGIAACOV7Acxx8iv9X+xcN3dMdIyQeXT/0ttLc27iwoGXJqj1Hb6XH9ZFGDf5UOUWw+uPBDKydFAKBUpdIOU6tHtoti45c+X2W7KLokSsF2t/NLkhtAZN4Woqo3huWyaWoGBGhiJdfc2oYiSqk8FwAh5DGWZXSpNutoVUiRFTFk5gMAjflw/EwVEvQIbNq/i7o63Kt8u3zPUon6Y02xMipTm32mfRLhCKhMwWpZW7w9DioFoMmXQViCaDOFGCII7psJRjUGN1dvRkpwo4cl7d/OPnPa2Zp+BuzfU4nVri2IZcTx3K6FGG8dAJ8YwlfKrRDUAhQOBaSoBLRSZPUza3ieoIuNIdoRBRtmwChYDLYWo3BoziHXTfZJsA7qVZ4Dr1agflY/ZL9XhpwyN7qyrUA2sPmHJTB4nNgrHni7GIFBfVMLhvoi0BhU8DR5oTEmw5NjsThibVHIq3fhqMougBBkyxymNSuY9ZM0ere3AR2xXYiKMahrzBh9wtCRPXG3rpp27+ZFO+4PekMVyx9fuNB41CXXqxw51/DOfjaO+nH0ZK+dGXrmfQBu/z3unT76+E+jOwFsLn7dLuAAnL5g/vLzL3txyq8m+v5O/NakMAlA6+EvUkq3E0I2IilFuYAQogFwFoBlh3l4f40EpfRwI7qr+38z+vhLIb8h8fyPnwQhX1JKZ/56y9/Gpbc8flZaVv5oV0vD3mfvu/LFexd85nvxkRvU7tZGpDgzIYpxyLKMLm87CGE6Z5x8fnzanLNS2tuaQWV5byIe+3rRh688fexJ8543We0z8vuVMpRSvPjIjeFViz9WC4pk0sygEeORUzQA7z7/IMZOOX6rTOmpqek5Rp3Jcqu7pf6EVYs/hSQmwLI8tHoD5px9JQaPmIBoOISA34tHb70AsixDZzAjM7cI515xN4L+Ls8tFx3HyLL0OaX0gsOuE6NSa/dGwsFCQpidsiyV/sS1vBzJAPh490tfIxk/9AOAsyil73S3m4zkkyyD5FPuJkrp2d37eCRX3C8hDGOy2JxCwOfFoBETYbE7nl/86RuXd5cndaRy3A+tophpYlkaluWOKKWzCSELeEEpDR4xfsbEY04+e1Dx4Ee0T9+G7NZ61Gn08TVN9Uc80e7e0jNnZ3qOcPntT31VUjr6KEoptm1Y/v4D151xxm9RRfgtEELY6x945Y6U1KyRXV733kUfvHTHzk2rw7/DuPx9hWmL0lWKaS4jyCdTWTmwI3jXw1sVJxQplEN8khRcFgxcdntb29u356W+P4QoZsSoHCgPRC+8z9X29fPpGbdN0Gju36RNgACwe2nXcXW1FkqpPGr2UPOoE4beozGoM1oqXUs+fHrPm/oRs69nOGb28ccHSmV1OzjCYvDAftj4+bZ5b934Ua+XQZGqMOXckFPNm3lTpCECKh9I9ApXhSHYBIlsEt9Vacac5DWfpqaxD6EbuA2EJQhWKFD0gx0hezk6j9SCcATx9qSeLa/nQYLAAFKAfU01CCpC0FA1JgwYCavVDE7g0OJqgy8YRLrVgYzCVDAsg7A/gpo99cjIS0UkEAXDcwh6Asgdmozr7WzzgVdwEHc2Q2gLoHNIGhiOINwVQXuDB62dLWjK7sSglgzksCmIyBLM49ORiMbh7wjCaNcjGopBZ1LDkmFB7Y0f4ZxdyaJ/u2xG1N48Aab+yVCgTSu3oaW2CyfkngZ5ohuUUrjrPEhEE3TR+52bGEX/QgfahYEDulp8ilgwKgpDzCkq2DP0CPsi++49+vF+6KOP/0IWzF+uAfCvVMvUXPbilP/39+gvQQi5GsCTAMZTStf+StunAMynlCp/Zv+ZSIZTTERST/5FAHMppR8c1OZhADdRSn/kof658Qkhs5GM0x1DKf1R1cs+/jz+6zy0V9zx9IWTjjn5JV5QkOJBI8EJitsS8Zj6wusfSlY+ioTR2d4WiUZCH8mytCo9u9DmSM9+xGxzIiU1C/VVewvee/nhR3f8sMJ9zhV3fTFi/LTjgeSS8oXXP6geOelY8BwPncEEjuchSRJGjT8GZptjmMfVvHfT6u9OeuPpu06cd839W6+8/ZmhwZAPjrRslAwe1TvH+uq9Hf5O76Yr73w2sGn14nWF/Yee5EzPLQ0FfeVb1i05T5alBH7ii6VbfmocAAul8k8mp1BKnyOEvICkJJmXUhokhAhIfoBbDmq3ghCSAiAd3bIsB+1LALgHwD2EkNQxU447ZfiYqbnutqbdCx685p89hmb3E3OWhmGyvZLEAajpnuOseCwib1rzXduQ0ZNfyFv55ZXDXY1pYBgUR4JCTK2+EwdKEKO1qTbuTM857tiT581MxOOJt5+/f9HvZcx2z1MCcHfP9v3XnvF7jZvIuyPPrc5X93z5MePXxC4sUigzAcDAstoBSuUtzjOdbZ+M1h/3uYbVgELr3yKPug/4ujkR3xqj6sSYkMADwA45sq2nbO+400a+UDg67xQASO/nnCnFRf87t95/j25I/2Vb25WrE5Y4oZSi+tt6qmzhK3rmdPM5p5/x3LwrT66sbtn1WfX6/IgYt5lGmYQeL7I6X432xe0LXR+4zrHOuiiiUnVdrCnYCsImwwm0hTHsjdeBUIBvj4GAQI7LUNmSBjHVAhVNdYgXiFAwSogxGRzPwZ5tRSwchyVsgo7XwN3hQRabnuxDKDZV7oQlzYzVe35ASIpAH9Ui0BmAM88BpUYBrUkDV7oB8VwzLBYdAp4g8oZlI29YNnatLkdmlQ9nZ07p9YZvqmuAeoIDKaKEys214AUOloxkKKz9ksnYdtWnGBoX0Di+pNeYBYAhYwbCvW89Uvkc7KttRIe/HWY4AQJy6qWGUR8tUmOPOAFaYVvBkdNVqNvVCEHJQ4pL6GrrimYPyrAb7HrHrmXlewAocjLzjbUNVa2/5/3aRx9/EREkpQIVv9awu93fLav/YyQTui4FUIxkUaXPD2sTAZLOiu7fwT7+RvzXGbTp2QWTeUFBgGRcXXpWvoNlWGR2qxVQSrHm+8/jKxd/PL+ibGt0/k3/uCqncAB4Pil5lJXfjxt31OxTADxnMFmOlUQxmSgGIBz0Q6vVISuvH5QqDar37UJe8aDeY2fmFvNtzXUPAfjy9afuGHXVXc9dqlJqMkN+38mSKGb2jBOLhHc+dvuFxwIAknGuzxBCWEqphPOOBl574mfPr3u546fihg5uIwFoOGg7DmDfT7STD273M2O1IFlAAQDw3ANX/6hNSJbrDuvTU3gB2zeuCLyXmbUSanWvFckTosVhtDbVxgF8AgBvLfilwjC/Hw84necXKRQnR2TasTwYvON1b0fNv9L/WL0+W32yUY38A6/xiUO/5AkIo0xXzuK0nKb7BSicitkA7nzA5Vp8v8N5UZFSMScky573JPHZT4+cOKGmubVs5rMzh/aMwQkcsefYhgJ4xzDUl5+wJDPHCCFoEdzE69W8nHZO2p1zIqN8syYe8ZoIWfhEvQGqNC3QFIEsymCF7pAOGZDD8hoA4A3fW+SICTRxQJqKUgqOi0GdqgX0SeMxVBnqLXYAABIrg3Qnr6WxdhQOTkrBKdQCCCEIBIMQiYSvly2DilNCIfGYWDoaSzethc+WfE4L0Qi0fjXSuVTobTpQSpFIyFAIHL5bvBKzTjy6d04Dx/dDqKWl9/gAoIvwkAC4aj0oGJGDus29txw0OTa8dKwRmqAPowmBKiaCUyQ/e353EE18I+5tvh6acg1mWE/EmJwpAAW2l69BTqobnY3Z6PBrAMhw5NkRC8UQ9kcQ7Ap3XPrPc6u0Jo2u9ivPrlHqael6ncFYtn/nZ4SQ0/t+APv4O3PZi1PkbmmuM/HLtoEI4L0/Mdzgd4FSGiOEvIpkkSAGwLM/kcS1v/v/sQBW/Znz6+P/z3+dQevzeuoP3o5HIzBZ7b3bhBDkFAwwHHnc3JPOv+b+poL+Q2YEA10yQBm7MxMAICYScQBIzciNNdZVwGCyQkzE4WlrRr/SUWhpqEYw4APH8gj4u6hObyQAEPB5odboGQCglIpIFiiAzZF+68nzrn0+p2DAMDERq928ZskNuODYQ+b9r8aF/p3YHYu+kcnzx1l43uAXxcT2SPjtE//iOd1sT5l+stH4opphOAAQCMkGcMSv9bvCahs0Wq2+UQLNvNBkHmxfJ+jvZULhugJOlsLy3k3+0E1VMfaZfIVigF+SImXRyGNSWEjt6U8linh7nKSdl3aRf7t/TyQU+VhsE984f+axk+ePH/t1itmU2tLuqV2zt67GWZCSDwBSQkJ7vWcXAMQ8FhuVpV6DUgrxYNXnlyis77ypale8rFYqhW/dm9GSliygo0pXIbg3CFWOCoQlCFWGYDvW9o+0C9JCjCanRKn5DKnhfLiVDSAKglBFCBl6Jzr1B+pTKFIUYNoAOYVCHVYh15aGMqkKhCU43DEpyxSbG3dhcMYAtNd6EdFFYdTrkWFIg6g8cIsTQsCYGOz7oQa25k7orTqkFqWgeV8bXL4OhAJhaHTJ2NiwP4L2uP+Q4+xqrYZyhxlpBU6wHAsuTLBx1TY47TZ4wl3wZ4lobJDABPdh6lIj/IUcEpEEluxaDzFfhogIguYQyrs2g0EMbIxDnnIofLuWgU+oAeyCGC9GR6MX9hwbosEYUgtSSg12vU6WZQzWjh2UYnGisaUOqSnpJ827/NLivLvy6hKexKbG5xsfoAeLPPfRx9+Hp5CMLf25xLCe15/+E+cE/LzKwfOU0nv/hXFeRNKgBQ7TWu/mEwCnAPieEOJH0ng/RIe2j/9c/isM2iGjJ+umzT7rCqVKo9u9de1CjhdOTEnLKvC6W9Dp7YAkS7A5MkAIgbu1AQqFCkF/l37i9BPfs9hTnQDg7/TA63GhpaH6m8WfvfEW7r0C9dX7vp5w9AknU5nyVKmEv8tLgwEfEok4Kew/FLIsY/nXH3xX2H/YkRzH8aKUkDraW58/fH7tbU1xAAfiYS86/s+7OP8BbAyFNxfxQnOQUoOSEL5IoTyNEPJ2t9H/l5Ap8IN7jFkAMLHswJ9aZiKEMOajLz+X1Zis2L9m5Vt6/btZgpAPAF5RBBEpnlqjUK9bHHr5gsaGi3E3ME2nm1CsUI5uExONH3V1lT1QpNEwSqY/Z+QmJboSrG6IbgAh5CV1oRoJf8KVe1OO98yiSYXxRIJt7+xCqs2ak7/fu3Xf+qp/qvWqjLZq9/cLP1rynX2DfTplTi0M7A5AmboFTBiY/X0YE1zP4K1ck2anqTZ8dGxEAiD8wefAm3lIQQmUUvAGHoQhvGBXXzJyvbWkYUgnZs0eizcWNiEixKEp0sAU1MMb94MIBFJEgtwq0QnDxhASZ0AUQH1XM2KeKNScCnGSQNW2OuQNyULYH8Wu/XsRssewumwjmCwWjMCgAz4s2bEGqVo7atAEAKBxCr1SC2ehHfYsCzxNXmz+eidyBmVgVOFgrFq2EWl6O/RmPQhDoJtkx6b6BujCPGq8bfDbZSmwyVWnCrI5clxmOvkQgqEgtu9wo9HhAlETKHQKeNUxfNS6HPpqNaq5FvA2Bbjurz19TINB0/Oh1MgA4ti44StMPa0AphQJOzYDT770T9AYhTZbAxqj4UJljqDWq2FM0UNglKhvrkVORh4IITgn5aIBrprmAXU5Vcelz0+PA3jkD72B++jjD+CyF6fsXDB/+Vn4sQ4tkDTuCICz/kTJrpcBfPAL+0MH/X0Hkvkjv4QbQBjAfkrpj86h+zfphO4wPSMO5Jj80vjfAnAC6PiJfX38ifztDVpCCLlvwWcf9h869hgAcKTnXOtqqiMtjbXU4cwgA4aNQ1dHOzau+kZUqdSsSqMnZptDHjB07PUMyzl7xtGbrHj3xYeu+/TNp5/u8Za+8PD17827+r7s1IzcI10tDT+sXvLpSyqVxjDnrCuurJXKclsaa1Y//+C19848/ZLszNziCR2u5tr3Xn6kb5niMEaq1VNHabUlPds2jps2Q6cfAmDzXzWn+nhiS1CSYlqWVQCAV5K2/dSSse2E259X5Y+6mBACJZU7Mve09mqWmjkO9fE4TACEg5bDlwQCnUh+yQEAQvtDIQCnaEu0/bKuzSrvWTpXpiohx+SUmczIlKPTkjJoXYEgPF0+KDhefPL0py+0z7b3V6QpLrEcYynT5GvMic7l4UjDOYhuzMDbuz6BjeEAhuLGGg9uFz07lyu3XWSzGucqw0xpNF+2ixExEWuLVfEmPgWAeXBqPwwtGYhAenBg6959SO2M4rV334dcyIC6KOLtcVSJDciR0+H2dSAghSAUKchK3yZoahWwpVrQwLaiOCm4gD17KtC4pxWKbTyivhi4PB6KDgEOtQ0eoav3moTZCMYOHA5pnQRZQ6EKK+BwWqHWq6DSq6Cz6IBaF7zNnaBhGUMHDoA9x4ouVwDeZi+smRYgM5nCnBpTY/czqzdOvnDMWH9HgKxeuyHSkeZTETWBKqyArloNiRFxwqRpSM11oMPdiUXrl2Kwsj98NABX9++OhTdDqTmQ38HaJZhSLCCEYMjIAahzN6NBaIGsAKSwrN5WtwetX7UjNzMDGn+1PEk/h+l5LzmOR5HQH/WkGoJVKP1/3Jp99PGXctmLU95fMH95OZLSXKeju1IYgPcAPP1n6s9SSsNIGqC/pW0AB3TUf45jAWgB/GQZ8oPGiiNp/P7q+N1hC31lef8D+NsbtEazzZyRV9wbcOdIyxI6O1xQsSx4RfLHymixwZGaFW5pqP6sdNTkcwEwtpS0nOp9uxLhoJ8nDIOgrzPoamn4GoB87X0v3uhMz53c5XVz46bOmmCypgiRcHCcoFCUL3jw2nfQ6209Eo/ddiEA1HT/6+Mn6JTE9rgsy0J3lYCALId9svSLccB/NI+4XcvucTjnFSsUJ0ap7P0uELj3tMPaEEJI6oUvndhjtEQzBlgqyz7pKiQwAoBXFKmWYUhzIl63PhRacPavHFOOyV1yWIozBkYAkiVaAWCoord+B4w6LfbW1AV2VlYvsM+29zdNMC0VLIKDUopoYxSqTJU6sve7CGUnqd7KHIm5TduQChFqhkFJgI0++Po7HwN445YspVKVpZpCGZqj66ebKyklXYpgVRw1ZbyGEAKr08RJ8wjW7a5B3BMEv4uDUKgAp0p+JVQ210MTVIErSjp7CUsQFMJAK6BUClCmKnDkxCPgbw2gw+kDG2RgsqkQb4nh+ClHYf2OzRD9Yq8erdqvQMQfwXGzp6JmRwNSsqyo3FwjZw/IZKKhKLzuLoyakQwbrvyhBvXeFny3dzU4hkMen4GMSBoUqmScu789gMKhBaMDHUFidhrh1ntVHJ88TsQaQ6E2C4JagdTcpM6txW7CwLRiOKw2mGxGbNq1A5FYBPGmOKKhaK9RGwvFD4nTZQgBq2AhhSXEPXFwZg5+RwhbI3vQz5TLrGtejsy0A1KcbfFmUEoR74jv+JVboY8+/qPpNlrnLZi//AIkk4bDf7eY2cMhhCgBXIukrNdbf/F0+vgD+FsatKfMu+76tKz8cb5Oj2v+zY96uzyuLr3BbAaSeqkmsx2O9Gzs270ZKamZCPq7EI9HdVkF/ec21u6HyZICrd4IhmV4mzMDgqAAMqA9Mhy6sXTkxE1jp8x8pEcXtbF2P0zWFKjUWiGncMCpAN75K8/978jLHR2rn0xNu7dEqbxGojS2Oxq9e00wWPdXz+uuttb3kPQ64Jyf2E8ppanznvMAsAIAVWrxD33ey1e07ylkCYSNwdBncaC5Mh7bttjv732azxQE4XyzZS4ByOKA/wc9yyqXkvDe1DNTz6A7Q/vlQvVAWUWQ6BLByhRtMS9ykVwsECUJ2yuqbn3hky/WHXFabqXPIjiA7phTBYNoCweimKsiOU4szRmKSmMGFuz+BPtisR8Wy6H175+ZeooUlexp56Wdyxm4UikksbyJh9gpQmvTHppYZRAgBkRMGjYGnd4u1Kl6RTDAWTm0uzpgTNruUIYFHDdpOhwZdvi7gvhy/ff4Ye12WM1m6PxaTJ44Fiwh2LOpElu+3wqfOQAqUsRcMUAGHCYznPkp8LZ0QqkW0Nnmgy3LGt+1fG+U4xhiyTAb2hs6wCs4uLzt2MHtA3TJuW737EVarQMMy4DlWMRCMRhyVWxbtRtunxeydGi4qtVugRg+NJqFMjL8gSDSchwYWtAfsUgc1klm7FheBo1eA4ZhwPEsosEolFolGiqaUR9thhiVQEUKRmCgcCSTv1kVi92N+6HJ0mBt82JoZBN2123v3KhYsylRn9jY9ELTY3ge0PafbNYOnvYUo9IPkIKdW33rP7g62lgWQh99/E247MUpMg5d1v9bQghZCOAoAJ0Azuj2/PbxX8bfxqC96s5nL84uHHB5PBrJGz9tjkqhVEGhVENvNMPd2oiqvTvcgqC0gYBk5iYVDdD9PNne1oSiAcMJuuVImuoqISiUCIeCSWO2G5PVPpLjuOjBIv8sdyAcMRoJe//4M/3v5JqW5nsIIQ/i3yiM8EdTolSqrrbZHrOz3FCvJJV90NV53ZJAwA8A0cY9VwD0ecKrbImOpi/Wb/3m1nXd8z/5oDHuTHHM7q9UnhqUpa6brbaCyXr9kXsiEQxU2CjHMGSkIdH02VB9OuEIhJ2hxLxFIi87BNi7QL+yrPyGPYIp0fNqtrWt483nP/liwa1HTXnxe6crr2htBGoR2NOfQyQqI9Zullits/cGrc0sxT/Xvvbx6rDvisiVKR9YCjRToy1RKFO7l9LNQKwlBkW6Ak1Nrajd2xjL6ZehkGUZW3buRpYjHbmZGfiwZRdAAc6Q/EpItMRBOIJIQwSKFAVyVRlwZCSTK/VGLQbYCpGW6oA11QxXTTsgUYTDMQyfOgglIwuw9tuNqDAni7lRShF1xbB+5VbolBoIhKNFo/JJJBBVagwqpclpBAAEO0PoavOB6FhAOmB4x9UJBHwhMJTAnG6CJcMMrUkDW5YFa7/ehEIxG7UdjaAGArvbhMwcJ1Y3bYJ5vwH5RTlw1bejudKLTqEKEiSoJCXyhmShpdKFgeP7gRM4NFe0QWfRIBKIormiDSs3b0ScEREXY0lj13Dgq5JKFDzHY+yUYSBEAuCBb3GTKac6Tb1tT9knubfnfp1zc85A/ZgJOsE6KFkb25Y9hEpiF4Abfr87t48++viNnIek7n5fnOt/MX8Lg/akc68eMeesy59Wa3QKAOjscKPD3YL8fqUAALszA9FIqLOmomzx+KPmnA0A8VgUhGHR0liDwxUiE4kYOjtcMBgtkGUZ3SvhCPg6y1ub67YXDxrZK9XV6Wlr5zhe0+Vt37F57Xd34ZLZf9JZ/30Zr9UaByiVI9sSYt3nvq5ejdT/VFmjy622u8ZrtJd2b46Wk0UpLgOAzqUvLj9aq71YBPxLA4GtB8nZ9nKdzT7uFKPxXT3LqgGgMhpFWyIBniEoVCgJpRTxTjl9y/YIGkeoER+s4V/d7f4SmSgKZSssYiKm+HbzB1M833rqAOCOF1/FK1fOnzBjSyNOcScfqLZvi+PO0nCrqiTojLn8IIIeAKBFK+pP6f9Vc9OusXo1OzXmioEmDr3hEwETWEMIIiPSugcXLi1xZM7Ypgxjb4kf6QoH2r1ecHYOCW8CMVcMVKTQRJXg8nnEvXH4d/kR6xc/ZExWZmBLs/TKeYV8YaTkJMvRqvUqDBreH5E9CVQF60FB4VYl0LTfBcISKLVKsq2jHMOcA1BQeqCKmNakQdgXQUFeNnZv3wdRk/S8JtxxiGYR/UoL0byvFfbMpK4swzAo6JcDZ34K3PUdaCxvxuATS5CIiuAjHOoamxAvJxirm4Gp/c7F/vY9eGnPkzgiPym1x/EsOCH5OU8rdGDP6v3wNHuh1egwZ9AJYFp0eLVlAaIkgkxfBhr8jeB1PMADyoiAWCQGpTr54KC2qiDUMeMnzBi1W8OrsTdejY6Y49BrpjHkoY8++vhTIITkAHBSStdTSvucUf8D/C0MWrPNkdNjzAKAwWRFQ/XeQ9rEopHWZ+65/NxIKLDVYnMOb29rWmq02K9QqzXDfZ3t8WgkxCpVGjYaCYkNNfuXZuYU6XydnqqqvTvcmbnFI0MBX+3KxR/ftOLrD9sFQalLzcybFPR31i/76v071y1dGKGUxnD+MX/6uf/dONtszrrJZv86T6Ho75OkwP1O5yW3t7a++1fP65ewsWzRwdsmli083WTKKBQUc15MS7trnEZrjssyHktN/eD6lpa5h/fPEoRRPcYsAGgZBi+aDbg7kFzVIoQgS6EA/LGkt7Ihitg0w7FUppzoE8Eb+anqQvVLAHpjwdv8waaj2lCMbonYITEBg+uitRVTws58sgLecAkETsLEI0KIeQsn//DVHpnRcuA0DMJVYYhhCZyahRhkIIZmoGtzXRjxb+dP9GlvGdHuQQEkVOplVFraUBjMARdmews38h4WsbwEWIGFSq0CIQS1TBPKdu1Hv375qK9tRuX+OgwYWdwbwpCI/vhZZdbMaXjp1XdpmInEZZ4qeD0PRaoCiFNoWTU6/J1gtzPIG5oNAPC2dkFMiGAkBmPMQ7F232ZEhBj62fMwaFQyp1CpPVTzvef4VJYx5OgBSW+qwGHqMeOxeUkF+mtHI8OWHL/I1h/HRo6DO1iFQEfwR6EKEX8UBcNyoDFp0FbdgO87N0IxSECmKxu3ZD2Ax2rvRpMzqQpIbcDypeswdep4yKDYX1ODsDaMYpUZRSV5yIlm4tPmRoSpDEIYUFlCoqNpzc/ehH300cePIISkAsjt3tzUnax1eJtCAHYAMUrpwYnGVwGYD+AnK4f18d/H38Kgravcs97VUl+XkpqVDQAN1XuRU9AfOzevlo0We0c8Gqna8cPKq7ur9TzT048Q8nbRwBG5HldTx+wzLhvrTM8Z1tJUs/3VJ27/6qeOc+flJ6JbIeTJ7n+456pT/+jT+69igkY7P0+h6A8ABpbVDVAobwLwH23Q1ibiG0qUytkMSeqq7o1G9pxlMi91JeKFI9UaEEKgZFlM1GhPG6FW37o5HK49uH9zIlEWkWVR1S0DVs0qUJ87E9KO9wEkdW78soT9RrpDKg86tMVaB2EJBwAJRQKMkoGKVU3OvjZ7FW/l7QlPYkXhPuu1Qxlmm6n7MypSCl19/M1YW8xsy/IVzxrdY0CqsHZ7iAFz+QnhmhwQ+hL0QzzwbS0AI+RADGvACnGAapQpmiNv2Zqxud+kasAIFg98T3DJyDA2mLehgMmBPxgEz3IwqXTYeaD4GKhIISllLG/fgOXVGxCLxDDEXoLmva1QaBUIhyPYs7UCkigjc0Aagt4QOIFDl8cHySaRrrW+x2wzbLfFXEkN8yGa/jhibFLVwecJoHprLbRmLap31sKcYoYlzQg1o8SJ44+BJEtwNx1YJbRmmLF/YxV0Fi0SERFGp6F3X89KCwDwCg6VrRkYYKPAQY5SrVGJVXWVcAc7YNaYEOwKQaFToK65CSk2C1ILk40NNh32eCrR6fchQ8yCSqlGlDu0MJItqIT2yxDeD6yF6JQQs4goj1RB26pGZm46JpZy+G7vC0gE0gKRKuE275LnnwMe/5fvzz76+B/mFHT/FgM4Fcly7b2Q5BPtt0gavc1IVr7s43+Uv4VBu+SLt5tOOveqGQOHjZsXjYSY+pr9HZFQIP7FOwue7n1imzf9R/26Ddzq7s1vuv/18QdC8eMa2P/p3NTa+qhMEc8U+KHNiUSZkmEj2YJQ2C4mDs16B9A1Uj214L6Cy8FCHW2IvtT4YuNjj7hd3z3kTL20SKGYG5Cl+CeFR41vzR6mvkJcCt9AFyBRqHZEdlc/0zwk/fz0cwlLXu8Zk1WziDZGwWpZXh2jE9g0JRSpiuJ9UXft1s8Sp8WVykeVDKPdH4u+8WaL5xXDF4nPtxTuPNHCmC4yWHRpzTXB2qXb+52qSBugoGIcSmcHmAiBXmYQjBihzV8EwRqFGATjrZzZb3FWf6jjr2OoR0KNmiI9Mhyt1e3Yr6qGMizg1HNnQmvWoHNJAPV8C2icQgyLCO0KJYR0gZdjMhLtCbSSdtjMZsAN1FU1wqDRIxqIY8/KCkghioz0TCyrXIeoP5YIN4YbEr5EAAQ6MSgib0Bm7zU1WHUI+8IIy1E0xNuQorAjEoghvV8qVLqkYyXij2LflioUlOYgERMRiyTABaIwp5ogJZLh2BzPom5XE7IHpUOWZTSUNyPE9MfORC0Kuuxw6NOxs2ETvtr7GdoLu+DSdQIUYJoZ2EMmNDCtOC7rSLjrPFCoBWiMaqgjShQV5SEjzYk9ZZsxhIzG9+KXAAdwAQbDuHx4TDHMOWUGGIbB+vVbsZnuwsqmTVD7dqOIywGrqUCocstjHd+5nwUW/El3dB99/D6sX1jOoLs0+thZJX9lsZA2AOfiMIMWwEQkjdk+2aw+QP4TSpATQr6klM78q+fRx/+fM0ym7LlG09e5glDik6Tg8lBw/m2/Y8gBIYS5J8Vxrp3jnPti0W+fam/f9nuN3cPdDsfZpxiMb7aJIjyiiAFKJSQAywKBnS9cp3UKVsEOAHJcljzfeo5yfeZacXD/9Nk3v0oynPN0A/8JtnuFXAyKkeZXmwcQngRtx9vWqzJUeZRShCvDUGYqwSpZyHEJmu1hBPqpEGkMV2XoUiNCmN9U+13dVTXbGkI9568uGTIhf9ig0y1Wn6qec59MtBGFGMqGFD8ZRsMzOO6IkdhdZse+1g1Q9T9QOC9QpgYRMoFEBVghCE1ciTOPOwE/1O7EPloDphU4a9oJ0FuSpWjr9zaiqbIVO4z7QWWKqYYxIHEGIhHR2NCKlHQrdKwGecOyQRiCpr2tSCtyAASIf6/DqtBKVOjKkdORCq1GSyu8tbKnq4M9bvSRvSEEYkxE9UcerDAthRAWMMTQD7ZsC9KLksXVXLXtiEXiEBQ8PM1exKJx6AwasDwLjUGNQGcQ8UgCaoMKHMeCUqBpbysop8HmlnGYOLwBKYYgGJlDNBFGaqEDLMtg6ao1qODqQSMUU3SjEInGUDK8EBqjGr72ABYu/w6+lGRyd2rYhmGOQchoGYztnk3wRmtwnG0Y1FQJz0yhNw4XAF559z1E7HEwAgOulYHolMHsRvnOx3b3/73v0z76+KNYv7B8MICrAczFAR3a9wE8NXZWyZ+mQ0sIuRpJD+1jAK4BkEEpbT1o/5sABiCpXlBMKU0/aN9TAOZTSpWHjZmP5LrNPkqp548+hz7+PP4WHto+/j6829lZ97Az9VMKOCRKowHANqVf/pGtXf4de1vd/+8M02dS056cotVeyRCC/krltdfY7Mc82e7e9HvMvYd7XK537Rw/ZYBSOTdGZf+HnZ07OmVp3Svm0Pu5BuO+nnaMwLC8ic86vL+3bMVVOkVmKqtA77IBq2FVrIZ16kp1p3IGLjfaGkW8LQ5Wx4JVst3jseCVHCKtCZqhOjo/Oz0Dg0sxcJV+zeT0C9MfC+0NrU2/ZMQ7LH/RIK+cQEeoCUJKB9RZCQCVCJR9j2LrKLliv4Upc5UCqASQNGilkARlih+8LTn9uJdDoCuChd8vgRud0BAlTp1xPCL+KHyuAAQlDyIShIVo73lFgjE4U+2wpJvARJNJYeZUIxg2udSf3s8Jd50HKTk2dLAtaEETRugGYfRRQwCAFFblsh9u/wrrN2+HOZYCmBLgBQHpOekw7LcioPJC79Cjs9UHlmXhyLPD1x5A9sB0CCoBCo0Crtp2GFMMsGcnE8PEvSJUGiXS+yUNYE9jBwZPLYFKr4R1y1YEukREGBayTJE9OAO8Iplkd9TkCaj78n1YBRPMKSawHAuNMRkG7fZ44EsJ9XrnW9TtsLU3YRG/DEO5AsQ6oh6dU2OFRCHGpF6DVpZlUB5ghO4kUzEEFVSwm+x56hx1Vrg2fEhZ7j76+E9k/cLyufhxpTAFgDMBnLV+YflZY2eVvP8nT+szABchWZb3HwBACNEBOBHALQBm/ZZBCCFnIllU4S0Al/5K8z7+ZvQZtH38rlxitU642Gy5TdEd0Gji+Sc0BVkkLImVR5bkz15WXlX+/xk/VxDmMN2GhpXjzP2VypkAfleDtltW7Fw9y14ZkOVIjzrDs4Sw0froKnW+eiIA8HvCLRcuo7l3pDhOv9/tep9SSgkhvE6tJpGKvadFBtiXqzJVQwEgUhVZSRNU1JXqLmc4hvB6HooUBUJ7D5V4lDviXZLyDEOjaRwa9wObtr4AflhLrinV9LwyW9kRc/W3xAPLwJu3Q8iUIfmNEIMiUtkUpNn9oiqR2N0UyxgCAFJiEsK1tVBldSDSHIG2UNt7HMEsIO6Ko03TAcEqQFRTLFy9BKccMxMqjQLbv9sNX1cQO/x+UNaOLC+LjbYdSNQlQLsoHV86mhBCeotDdF83dLb6kIiJqGitQVDpw8gRg3v3p+anwLJWD396FGqDGuaBqmS/wgR0+xQodgyEIPDo8EdhchrRVt0OjUENobuggslhgLu2vdeYBYCUXDs2fLYZUkJCPJaAzqKFxqhG8/42FAzPREdTJ8SYiPYmL1jugBxfS6ULswZMgyRKkBLyIfG3HMcli3z2KPaJFFWeOpB0gnrOFcyZkml+oXox7IwB0S8kTDzhCAgCjyVfrUaACUEBBWKuGFg1C9IINBlbFFk3ZFVlXp75UMNzDXf+u/dlH3380XR7Zt9GMsLq8PAxDkkj9+31C8vL/0xPLYAIkuEG56DboEUyvpZHUkv8Fw3a7ljbewDcBuBmSumjf9xU+/ir6DNo+/hdsbGcQ3GQdWBhGCLG47AadAWFKbYrAFzy/xk/Smk7gAwgaUB5JfHfXjK6zmYfMkajeUlFSEZzIvH9/W7XBQ3xeG8WrV+S/Ae3p5RKhuGGOcZxxstT2uSMBzYLc9KV+jskBYWGIbMunjpp7UO3XHzXRq7KWBWK+F3b7ctM23Y0GsREQtgavG9jAaMizEFBuQSQEjr4y0zg9T4IHZxUtTvtFs20cS8AgJyIAjl1IEyyiypdZYnUl8MwLAJOyyPRBcgKP/qRPEw7eiIIIVyX25/n+rrBR+UCA6uwIRG8GtFNL0Cf1gA2wEDSdUthdSWgTFdCjsqItkahydPAy/jx0bJFOHHiMahpa0y0ugfxou58EJmgQlwNo+lbFOpzwJgYUlNfh/z+GWirciMlzwaWY7FvQxWKx+aDYRhojGrEFkXLfZ5AP1OKgQBALBJHghMBE0VI8MGMpEFLCEGKikFJgAKD9UgtSEHFxhoUjc1D897Wg98CyBJFPBqHoEwauT6XH8NnlKJmRwN0ZnWvYcoJLAIdIagNKmgMajjy7ajZVo+cIUkj155tBcsy2LevGpFABA6TDTW7XUjNNSLUIUBdoQgH8yJqyECiNQGSlxyXJqBNUVphytdjtWszoro4Qm8sc+f3y7YX5eVC0SCAj3EQORG7m/ZBKpbBciyoRDndIN2thpGGj32bfLv/3Xu2jz7+YK5G0mj9uVwI0r3/KgDzfqbNH8UbAC4ghIyklG5CUlv2S0ppx8G5DofTXSHsdQAzAZxIKf3iT5hrH38BfQZtH78rO6OR5SNj6j09SgebeBYanQYypZBlmf21/r/GD+HwVQR4QcUwqY3x+Ncvd3QsuPHfHGu0Rv1Mf6VyBADkKhRnXS3LuwH85JP7MXq95Sitbu6tVCMtfMXz+Llm8w3pGsEKACwhGKxUnTK4seXku6d0knCaDAKYHDb/SQ++ySGdKtGsUo78YHfn0d/vDLypG6w7BwQI7AwsS3TOH6RwDLKJISChoGzC+Hm6FA3GWKVWQVgeckwAkFQ0oJSCVUXBaZNeUd4IxNxaFGfniYQkVROMdr0+21H/SNPWN66l1Mmrw3WwjIlhSP9paK5qRa2nCa0BN3gDD87IATpA7eKRkCl0ITVYK4evv14O8AIfUE/uXXbnTRPQXwojQ51AwaRcEEKwb0MVWI7B5kXbAcpg2HGDeg1Kk8OA4lGF+TXb6jsduXYzIUCX25/gBJ4HEihv3Y/04hQQQuBr9uLErxqR3VmN8oV70fzoDGjNGtTtbECoKwyVXgWDXY+mvS0wpuhRvqoSpjQjOI6BJMuIBKPoNzYftdsbwPEJtFW7EQ3FQAiBwZb05hJCkDMkE9s+LQejkaAanYdvN65Cmzr5PCSvUMMfuRKI1UCRvg7atIRyZtqRERGSahvK0NHeiYA/BIdgRnNzK8SEjIyQE1u27dx54hnTBskUaG1xAxLQHHeDKAjCXAysmwXDMSACgRSQWMIRNfro4z+Q7gSwufh1u4ADcPr6heXnj51V8qcl4VBK1xFCKgCcSwjpBHAEgON+pRsDYDmAbAATKKVb/9hZ9vFX0mfQ9vG7stDn85xiNE6fqNGe0SZwRTQv9wSdp8uQ1+QWB0ny3KfT0sJXt7RcQ//NbMR/uF1rAQwkhDCUUvmi/8dcFYRxuBKJpFYoCFhgGn7CoB2n0equsdm+Lek2ftN4fk5TIn6IYgYlQJdCIuG0gxKBnUCdXka6D3ByXKaJY+c1PNfyhGnKFI43WAzxDtUr6jzzSz3NE5560GjITNe9sRkZg8axCjX6BYtQz+1GQi0jY62IQGomAFfvIfggC6Y1nEBJ8rPc3tCB8jX7nWOm5PPqxWsxtCYIW7kCK4rWYse4OEaZhsAfC4Oak/OMNkZhhwk5nZk44swRYBgG2zaWIdIZR017CJQQJDyNEKR2KB0+6Cx2RANRqPQqFI/Jh6u2HbmlWfh+4Wp4Gr1I65a9CvsjiMaigj3bYjaXtcG4x4WFKl8ga2CmubXDhTauHV9/tAzQAWe+1YLsrmSp2pKWEPZ+vQvsmDyY0+zYu64KIEDAE0DWwHS013tgTjcCDMDyLNLynKCUwlXTjkggiuqtdeg/uQg6ixZ+TwDt9R7YspJGbe32BmQMtSMlzw53Qwf8JNBrsDMlYbDf3wnBzkLLaxDXSsy6TVvqnAZbpiIuaKL+GEqU+Sgdmszt6mzpQpSNQ8toBr+z4gvIMQpFugKskoUYEJNlcvmkioVgSXqTqZFCkapI+bdv2D76+GNRobua5m9A0d3+zy4h+yaA67uP2wpg8a+0J0jOsydcoo//YvoM2j5+dz7q6moC8AgADEhzPPGYUrMuixf0YKFN44WrbrLZVwH4/P9zDErpL0rIXGa1DixQKCa1JcS6h92uRT/VZn80+s0gpfLKHEXyO9zGspOuttkmPNXevvrgdsPVqtN7jFkAGKpSHfVhV+d9Vo7/IJvnT4iDCkrCIDPOQNUQQyQzOR7rFqHplHGXuw3fBfyIyPIlvEp/edeqtSpGUEJddMT0cN32JXqT81jCsGh7+wZKxeh5xhS7km/bjXAsisWdPtgMehSAxf0mI86K5SJiDEHh8CNer8M1y33YW+lRRI3q/eFOv/HlS9+2SQn5bK+/C8yxHJbPUEG5wg/IDNrXR/E1nwnOlAOt7gtweoraB2tRFanCXmcl1MpkEQVOYLF79x7I8CCyNw8dS5I2Ny05Ec78FLRWuSCoBRBCwDAMWJ5FXCVi4fvfIT81G858O9zBDlSzjUjsDODRTwGjzGDPbePMVCXAxOmgUAuQBAkbK3ZA44ugJ2BVphRrG/dg4tH9wCt4pORYsbe8Mumh9biAKMWgUf0AAIlYAu31HTCk6NFa5cIPX2zDjsV7QFUUY44ZDqPDgC3LdyHTnQpZlBEPx5E3LBsAYM+0YICrGJvDu5LnJlHklqShPa0TMS+Fs3EYFCTRr3FzBXauKqc8w5OwIYhNr29De30HjA4DBBWPoC+EhCyC0TEwjDCAN/OQIhKijVHEWmIQbSIifATqfDV4Ew9Oz5n+xVu9jz7+LCJIqhn8FqM21t3+z+YtAPchGRrx+G8ooy4BmATgKwArCCHHU0pX/3KXPv6u9Bm0ffyhhD2d7cZMfW82EksIzBxr+VfGuDPFcWypSnU7AL48Gn3m9rbWt3+p/XU2+6hTjaavbBxnjcsyfSw17fbrW5ofPLzda53ep9/NzLoyJlNUaDMgg+HsgdDzC3NynQlZDnTKcsLOsqo8QTBGJQk8w6BNTIBSRKOUtl7Q2DB3ilabd7XV9rlTyQ8MShJO+ziG78awaNRZIG3mw5fWrFFbWBbzzOZqmeKmldNv+KQrtRjhig3oXPYyp8ganCgwSB8UZ2We9BpLObvFLr57/x29c6xpasUPG37A+0tXYKbfB/WofDDreffYtp32U8NeNCr1WJE+nWl++ft3wru/uosxCIzkicIT6wKWAh1LOkB4AmVaJ7iwHhH341Dq1GD6j0BKiR4s9oMoCDpbu7DkpZVJbVdRQk1VPULNZeD51RBUPOKRA5XArBlmdDR50dnmhzFFD1eNGxte2IzOPV3Yw+/DU7vvxUBFPwz1dOHzzUuwuJ8Xwxt46DOtsGdbIYkSmspbULenCfPmnopVbUtAl9bBIBJ8VCyhaawaa77bhNHjh6K12ot9sRrEFAlQmWJ25lG98+AVPBIJEc37WjHk6IEQ4xIi/hjSclJRuaMWiUgCE+eMhqBMGsvV2+oOef81VAV0Ag6lFSZJj4knj8ZL37wPYpFhtHdi0rDRWPc5xbiTRhFHrh2SJKFlvwtPn/UKpl4wAdmlGVj0xHdwhTsgczKiDVF4vvWAJih0pTpIIQmh/SGwaha8hYccJHK4Mvztv3Lv99HHn8XYWSXy+oXl7yOpZvBLtoEI4L0/M9ygB0ppEyHkJQCDkIyL/S19fISQaQA+AbCYEHISpbRPk/6/kD6Dto8/lNp43L07Gvn0CLXmZEII6uLxyu2RyG/+UR+j0Tgecaa+aeM4KwCk8fwL55jNO9/0enf9XJ+BKuWpPe0FhiGFCsWZAH5k0O6Lxer3RqMblQNPGT12YFIG2bzv+/728o+gYIi5OZGAhWWRp1BgYygIPcuhWKmEVxTpJK12FICq5cFg9TSdbuIglWq8way5z3zyqEHHaQTollaKV6/dEOcJUd9hsyOF5/OaE4nn9nvr4UvvD03xOAiphQguf6XpugkFF+o1Gu5NQqBVq7QHz1GWJZjafY0XOjO6/tHSMCB957M49/FTzDV78iIX7klTJYR8EEbbLnmWXiYFJC59vhP1j9Wja0cXxICI1PNSoXfqoTIpcNaRJ4JhCL5/eSU2L9qBuU9cht2vL4IhRYv2ug7obTqc/ejJWLF4PcTTAHWdAlvu3/6j69vV5kP97ibkDMlCR2Mntny1A75KP1Q2JRJdiV5pLJPViExdKlqDbXBnO2DPtiIajMLnDkBQCzClGLBr+V44ThqKmzNaEPVFoMxUAxGKkZNK4fcG4ZbbEAiEIFgFEIagpq4BrMxCa1SDFVjU7WzE6DlDAQDDjh0ER54dsVAMCoEHDICn0QudWYMulx/t9V6YHEaYU40IeIPQaTSYO+I4yBJFLBxH8/42ABSqiAIOnQ3N+9sw4ZRS+Fx+dDR7UdlSD9aTDFEIeoMwWHWYcMVYbIgduEZVd1Yh7o7DepwVYkCE0qkETVAgDvDNRf7ONXvdv/Xe76OPv4CnkJTG+rnEsJ7Xn/4T53ToBCj9l+W2KKURQshsJD28XxBCzqGU/tnSY338wfQZtH38oXRLWZ3xoMP5vZZhdBvCoU/f7+xs/q39M3gh38qyvTpNepbVpHJ8PoCfNWhDsnyIOkGMyl0/MzfpxLyRrz414PjRPa+VFB+F8pqlyIh3wsiyCMgybBwHJcNioCqZlZ/C86oBStX9hJD3KKV0SSDQSQj56tZXTvsHNzgDALBeoPB9u8l4ltEIE8eBEIJUgXfMKfuKfsNyxKMxw9y0p64ZnmcVPH9Zz/EVPI/Ne/btKMzKGOTu8vkXbyu7ds3g5oA6T/2A4RMdadzRhGUb1nGSReZMqTFE0nbD9dEH3sBOf1HKCSmQgskVuLgnDtsJNqgsSmQZUuHr8kOpTsZyzrjyKBSOzkPYFzmkEtr+DVV45vXXwaVxMLboYPMZoTVrUDAyB9sXl6FiYzXyR+RAoRZgy7LC09SJVW+tw/bFZVDqlIh1xiGLMnYtK8egI5OFEyS3iE++b0LHEB7q55ZhzXsbIcZFJGIiSiYV4YSbjsX6jzaj5s1aJBIJyKKMKZeNg+MYO97/cjG6zO0o5nKw4b1t8O3yoaytDCq9AtFgHCk5Nkw+7wiEfRFoTRrU7WzEP05cgDEnDYNKr8L6j7dAlmSccudMrHh9LSRJhiiI0JQpkZJtx761VSid1h//OGEBsgalY/qlkyFKIjLcWfC2d8IyMqlPa04zIeyPgOUINniTxmssFIPOqoVNNoNWUhAFQbQpCjAAEQgIIdD200Jfr8XIkYNhtZigUmr1o2YPLf7hi229WsZ99PGfxNhZJTvXLyw/Cz/WoQWSnlkC4Kw/UbKrGcA6AMFfabcbgP+w12q6+wIAKKUJQsgZAJoAzCeE1FJKN/6ek+3jr6XPoO3jD6dbx/UVALjiX+y7NRLeXh2P785XKAYCQHMiUb8vFvvhl/p80uV7Usewo7J5/kiPKIbCsmx7Nytr4dJA8KrXvR11B7f1JyINoVgQWqUOABBJRMBKMQBAVTQKNcPAL4q9kqQ9cOjWnOpGZ9GaLVmWwp7t+rIWDgCyBQVyFArw3YajSKPS6bsWrvJKUvuKQOCTSDQiLNu4+cPp48acKlIJdWFX/InIF4tCD/hnetv9rlscKRdNTlW/4i8X2QUGDl0A6hoaYc42g2opLD9koHbfqiJtiRa2GTa4FycdgIQnMAzSwxzXotHYBhkSKstqUDAgFwDQmfCjtf5QxbN4OAEpIYGLc3Ck2bDhn5sxYmYpCkflYvviMjTvb4Mjzw6vuxPNFa1Y/tpatFW1w55jxT3LbsCC819H+er9ePHit3D+M6fDnG7CgIHF+BzfYE8whNwmL27+8kqEuyJ46oyXsO2rXVDrVNi9rBw5gzLQWuVCwBPEmpc2QuUYjUxTCU6c7cDCf34Hz6rkXLUDtKA+GQgCkUAEnz38DawZZhhT9Fj7YVKOuKXChdJpA3Dq3TPx5nUfoa3KhaIj8rH8tbXY2rgbGbmp2PdONVa/uxEMSxDqCmPKeePQsLsZ1U/UwG1xwegwYNGTS+DIs+OiBWeCMASl/QdAbpbRgAaEIhE0lrcib2gmhjT1x4ZduyHk8SAMAQGBMkOJeHsccVUc6/ZsgZIXMH7wSEZv1ToB9Bm0ffzHMnZWyfvrF5aXIynNdToOVAp7D8DTf6b+LKX0YwAf/4Z21/zEa88AeOaw12QAN/xuE+zjP4o+g7aPPwRCCA9A/HfVDHqojsVCZ5hMM4/U6q5kCfhN4fDLn/u6ftHDuyIY8AE45o4Ux62nGgwPsAxjBJBPkhIuxwPAuY+felHWwPTrhj40nlnxzIt08MCTCMuwKNv5EajPLcYEnitUKqFiGKwIh/xWEF19PEayBAWikiTvj8WeP/jcVJPUg1YsX98wZPiArLRMBzyNHQkAfEKWa3lCcnramRmWuVZsf/xqneXtuzWO09pFEV0r14uvVG5YESfiZFYnCamjjXcQBV983Fvsg8dpdU/yQYa9a5oESjTAqg5EG6OglELnNSC4twMJbwJZ12aBShQm3gA33OCtPBRGBbyBIBRQgjGy+Gb3SmS3VkMiElpoUilBkpIKDwCgzlCjc20nUs9NRWhHGJ4GL8aePAKxUNLA72jqxLL3V6Pa3whzpwHNe9vA8izOfeI0dLn8IARgWBY6qxZr3tuIq9+5CLU7ksWxVDoVznjwROxevhepRU7Yc6zwuQPY+vVO3Lv8RugsWuxaWYFXrvoMcb8X5UsqcNat+XDXetDh7gSNUWRdnQVdqQ5ym4zRysF48/oPIUsUZSv2Ydgxg9DzdohxCcdcNgWyJOOzB7+Gq8aD8548Davf24jWdS6QAhaN/8fee4dJcpXn2/epqq7OYXLOszOb82qTco4IkISQQGSMjcAmmPADG4MBY4yFwYCJAgMGSYggIQnltNoobc47Ocee6Zyqq+p8f/TsaHcRCGxQ4Ov7uvaSuutU1alTXTVPvfWe531oiEVnL2Dbnc8RqgowMxLh55+/n5s//3o8ATedG9uITsb50Ud/xrf++kfc8sUbKKkOUttacHGorCln77GD/OKx3SAcrO5Jcnyhf/43KBSBbdnMRCO4alwk7BT3HHpUzo7OxP4Pl0ORIi8Jc6L1HdvvPfou5twMXo6c2SJF/hiKgrbIn5R1Ho/3vWXlP3q4pfWSpG0P/X1l5bv+fWrq//Ra5yeRyADwISiUiflDaXc6a9VTKkB5hNIGcMFbNy9/zQcv/ZrL79Lv2/swD18xSs2Rf+S8/RaLTAcpRWRUhN9G0p3NokoCk9K2ozlLjBj5yUPZ7D9/NTz9Xye3W/+u+neXX1L+jQHXmKPv4IjR+nTdc2Pbel3AmmnTfGrEMErrdT0IcNwwHjq7KfjDVWFnGQIqHQ7SUmplFZx/at+1ssBr+xuIluQ07fEyg+G1HuSuQs0HR6mDTJ9G5ohO39M7qL6pCr1cJ5j0M6FPAIXyqyKkIEaf/xuUlybD+slCBQURK22bbLogWL2rvEw/MI0ctEmPpalqLUfVFGZGIwBYeYul6xdxVtlqbn9/If3s7BvPwunWGTo0QiaRw7ZtqtsqGD0+14+56lytq5tQFAVPyM1g7zB5pWDTteTcTrLJLCd29mBJDV/bciL7nqK+aoKats1IKckMFcrvqkGVxP4E2oRCvD1BsDJAKpahd/cAi8/rwDlXUaxjfSEKHQsnWHvNSp7+8Q6MjMGS8zo4+MQxfMt9JKaTLHxXO7/8wm+44G2b+M3XH6dzYxub37COPQ8c4MTWLlRNZ/HmTh7+zpPks89PigNIJzI0NtXTcamOOpKjemE7iakw/fQDUBteRP/YYdRSiepRQUBuPCfUKu1KYO8f9gsuUuTlZdO1i20g9aINixR5BVAUtEX+pNxSUvrBDV7v6+c+LrHh34GzX6r9f6CiYu0yl/t1UcuKjBhGLCAEfk2lVnMwkc+rAKtGkp/0hDz6c7sPMFQ9hRA6Iy06D9SmufZhHcCftCz6cgZORXC2x4MihBIxTbJSVgVU9VpgXtC6Gl23KC7FAaD4Fb1kR++mC4Uuf0qatV7v2/en0w/ucSglOaej4mggkD1nOl5x2nQLKamNnD4BwzkddFxk2zd15RKEkya25SI3lZtrHsSI/h3Tz30ZLVjJIvVKzAP9aKaNnSgIWDtrkxnMIFKSmpEgaSWHPm0TszO4GwrZEs0ztfSo3fOlZRtqa5hVZwkN+Nn30CGufP/FeIJuyuoKTlOqXrhduFwu+vcUIq89u/vp2T1AIpokE81gWzbRqTjljaV07ezFzBdyen2lXnKpHMMj4xzx9BDTCylxOcsgk8xR11lDTXsVqXCUn+0D5qqjCSEgXzimoS8Oolc7CZX66Qr3kUkUItWJ2SThRISu0YKYnE1E2b3jIOnpNBe8dTNP/XA7W+/cxbk3b+TAw0fJ/iaD2+9i+OhYofhCVYDYZJz6hTU8+PUnsKVNw+I6smMm5YkmALq29dO0rB7LnHMJktCyoh4jbeBZ7aG8oZTX2Tb7v/McaZHj+s6P82/Rm3DWO1H0wkOVq95F8khy6f/iZ12kSJEiRV6EoqAt8icloCqn+Ww6hfijLLr+L7y/vGL5DaHQg3N2XezJZPML3W5ylsWOdAoL0fClmtq7Wh3q5elneohPTyLKnteRqcDz0VyfquJQFOkUYr5abYmmMWgY6EL4AD5ZVXV5m+68uOLG4MJTZywEDSGuKCkRd0SjPJJIsK657hx9YYvPAZwFbZmeIaZiaSo1B+F8nqRtM2UsQVrD2FkHye4m3rwzyw2G4euSsDHuoO1f07wvHkPogjrX5cx6KtECFdi5FLseegSf0yRnpDCZmxQ2bTD6zVEqbqigLBUknwwzs8BGxAWpEyla9XoufP0mHvunp9EchSjqxnVr0KcdPHvPPhCw+Q3rmJ2IEp0ovCV3eXVKqoMc395NLl2IFq97zSpUh4ovVcaj9z/C5MAkV7//YgIVAfJm3k5GUwpAbCpOZCLGoBxDOJ8f87zbxOnWqWqtKIx7iRdgXggDDB8ZK5zf29/Jk5O7kG7JObXrmOidIjw8S1ldKX6/l5xa6JPb62btxuUY2TzH93ZT0VHG9p/tZuXly6hfVMPIsXHWvWYl+x48RKDNzyF3NwDdx/oJJ2YJOgOMHB0nk8mSzKWoWlZBpsvBnp92MRIpCPmKpjKqWysBmOgt5C0rioLTpZElz6/6/h3hlyja878pFECjSQgh/q+pOEWKFClS5HSKgrbIn5THVY5MB905N8LZHk1yyMg9cs1LtO8Op/Oyk3ZdR7JZNno9DgCnqtLpdKIKxR1S1Tccy2ZJfe4xmut0ei+XGFUOpJQsOpQnYyu4FYW4ZVsTlnmsUdVOi6hlbMvcnc482FVT+821Lvc7XJXl+l9VXswPRp8g7I/Tctzk+iMKlbqDy/1+fh2P4TYq5OpTtiE8bvR4lu/MzKAogp0bbmGk4xzY+wRWrsa083+tNSX+MbM/k3GHVJVqh4MnohHi0znqLqzGbtiNneyk/OoPA1CaPcibLk2w7ZldPBfpIvXtNNhQ9446avUK1r9+A4pD4ddPP8pk/Qz5sTzlRojYVKFSlmXOVQ1LZTnnpvX07O6nbnE1Q0dHmBmN0Ld7CCikDYz1TBKdjVHVWcHkiWl2/Wov3koP8WiS+GQc25bsvv8Ailsx1l2xIllWW1IKkM+ZSMBKWuTyOexsYZ+KUMimsr91LuPhBEOHR0im0mQSheUn7jtO5dpSRp1TPDa8janBMNgFu676xhpCpp8ZZigJBADQXQ6Wb1rMo+1b6H6gjyNPHqdhSR0jx8aJTcYxDQv/xQGcNU6EKnA3u7nsgxfQUFJLcibFk9M7cYYKlWpz6TBrrthA/ze7fquvpzpF5PI50nacPnsveoVOpj+Du7UQEU91pSg7r2xDbjC3FnjuD/9lFylSpEiRF6MoaIv8yVjX0lB32dKOzygetzMHbI0nydr2G65avvDOBw4e3/Hn3v+kaY5YUqIKgXlmAEzCcN4g5Haz0OnknlhM1sfT4h9mfexuMBERkw0jgsfzGWq9pfQ1XqK6jt/lmcG0xpJ5UalpxqiZ33cwnf7vG0tK/7na4agypGRvOkNHWQOfs2/h2L0PsKmrH01R6MvlotcFg9OTedN/x/Geyv68weLaKjy6g6ORMe4Zi7AtnWLN6rOYbFmIqmoA0hg7fnjiRx/86r585NblTtfafsPgHycn2J/JUH5FOaE3lGGJON7uO0nH3k675wRL10UJZzTy9Rq6q5A+oDgUMr9I8to7byERSfLM/l3M5KNkw1nsmMVzjx/kgreeAzAfoX3k8FbOLTmLC//5HPIjedKJDNmEwf5HDgOF3NTGJXU8d+QAr//EVXRv7eOJ728lUBHAf74f8VAS2S/p2tM3nppO33nZO85/Y3ljIUBfXl9CLBLDClg4Q875KG2pHiSfM5kaDFPZVD4f+Q1WBvCV+YiG42i6SrDEz8M/28ol6Y2UtPk5dN8xsMHtd7HyiqUceuYodTU19DIAwOxYlNLaEKlYmg3nrmZkyxj9+4eZHgyjOlS6dvXh8GgEVgdQdIXghiDxPXE669soqy+8ZBjfOsVRqxczZjKem8YyLRYtWsBjbCGbLohsKSXTQzPYlo1QBFbeAlFwmcgOZZFCkupOobpVvG3egq2XKor33SJF/gCEEOcD11OoSvbxMyuDCSHeDSyQUn70Bdb5spSy74z21wCXAbuklL+3QE+RVx/FG2uRPxmVfu+qEo+7/uTnkoCPcCJV3VpR+tfAn1zQrvN4vK8JBK/PS2l+dmryZ8CdFZq6qk13viFuWWX70mnfSrebnJTM2jZ+tSDcJvJ5mnVdOISgKglnH5FUaDpel4pTMXDbKWZ6f80lfm8rgGHb7M6kY7eOjm6+vb7hC9UORxWALgSluRyHe6MYepCKK27lscqnUoltD/1HTzT63R9FZofeCXg7vR8aVFO39XYfJ2ubyDoN0e6i5dJyckvTBAe+ScWhcycnFC2dk1lhTPR84AGHY+lOLU2VpnGBz8fCDaUcvPH5bA7dkeTSs08QKjWpXdAGQJNsZPqHM4w1uFi6sZOx/RN8+uIvseG6tURFnCljmtSJFPFdcTrWF9ap66yet083Zg2e3rILa9ZkXcsKtty/i55n+6lbWEMmmSlMwkpkmPCFiUYTvOVD1yFLIXosRviZGczxPEho9Zc/dKGd3up06++IjEepbiukE3SPDpAPFf4eCUWAgBq9FTHgY3B8BGlLYlMFK0lfiadQIKHaRfMljfQ+OEDzygb2HTjOzKNRPD43njI3rhIXO3fuo7GxhumuGaCQDpCYTZLP5pFSUt1WyVnXruKZO3ZhWzbLLlrEocePUd7ZhpLSQLepvKESOW7z+au/wjk3b6CmrZL+/UOM9I2Q6kqx+qMrUDWVbE5SWVnNkeFueFKh1d/I4nM6UFQFKSWqoqJJjWa7jllXBG/Aw3DfOM4FLpCQOJwYj2yJFL0vixT5w1gJnPTp7gG+fcbyqyiUtv3oKd+dXOdOCl60wLz4/SbwOPCxP0dni7y8FAVtkT8ZM6n08WQ2F/G5nCUAiWwOt+4gns2+WL1tAK5dteTCqoDv/Gg603f37kM/fKE8w0v9/pLrgqGPqlD1d+UVa9d4PMuklDTr+ue2p5Kv/bvR0Y/WOhyf/159w/SMaTKUz+MQggVOJ0ezGY5mMigCVrjd9OZyHMtmcQDNeqFAV72usy+dpl1VOVnSXFcUAopaAqjJM4o2mGV1LFv/OqSU9A52sf7ad3of7qh4/3bjexfVvbXu86M/HH0geFZwzLPIi6vOBYC0JYljCbxL/HhmnPzjzF+xsn1RVeq9lxt3P/21e4NThy8JqIra6dAIzonwz8ejCRG1/DJU+OzNt7B4fRmT/dMADA+OcXy4F9yClk+2sK5kJcu+sIgjT5+ga0cvk4enyOgZnDVOmm5uZPPGdUTGo/z93e/l2fv2ETUTZAYyZAYyBIWfmDtObVsNN3/2dVS3VWIaJoMHh3n0109DoyAn8vzirge55saL8JcUxu7Brz/Ojsf2cu27z3vTFd/a/fZH795vBv5qE59+rGD7+Pij8x7nuFvcKBGVv7nyI+i6k0eGfwYyg8PrYNXly9j8hnWMjE6wPbEP1w1e6pvryR3I09beysKQRrwhxfCuMYQqOG720mBW07isnlWXL2PTDes4trubR3qewcgbaOMaK89ZTDycxDItstnC5LoNN7TR1NTC+PQII+MTlL8rxJJQB73PDXDwyWPMzEQoW1BGw4WdLK9ewd5Hu+iZGqL8oyU0OOqwp2BP/yFZVl0iPAE34eFZfJ1eapVqXnvNZfPHeu/jj3DsRA+qS8VV5yphzgbpD7kmihR5ObntxqsVCr/XzIfvut9+GbsyDnxaCPE/Uso/2nVBCPFJ4HPAHcBb57zRi/yFURS0Rf5k7Owd6rluzbK31pUEPu1QlSVuh+60pN3dNRH+8out+7rVS65c21z/c4/ucNu2xOXQ2oB/PLPdLSWlP1rr8Vw9YBg064XX60II1ns8zSrywcsDgZVp2067FaG2u1yETZM6h4P+XI6eTHawxelsWuz2cDiTYbHLxQKXi8l8nikzT6VWKJ8gJZx655ZSMpLP75NSmus8nq8GVXVTm65fNq06Etpr31Vysg9O3YWUEq/PF3T73Ru1kPbf/mX+FUITD+r1+mExJpZKIcmN5QYc5Y5aQN84tYKVnkUAJBOT+nnJgfeXe90qQHcuh09ReMZjcVHO5b/ixwZ7mkBJwzPtS5BSYhoWk+PTPHD0SUyPBdVg9ZjsnT1KQ1Mdyy5YRLA+wPSqGAGPhZW2KJsOsnNoP/Fogqw05KAxKqr/rqYwlmOSlQ2LaG9owUjnqW4rTHzSdA13wI075MYYN/DZHmoqy0lMJ4lOxPAGvVzxvoto29iMu6pUP7BmlEXdES1S+nwl302b13Dsx91YzZI1K5ez+a/Wscu4h7L+NoL5Ku44+D3SjgzLX7OIyekwfSNDULB9JbguCK3w5tdeR/fePh6aeYbq66vnt32iq4/zLt7AmquWMzUwzVM9u8iXmhhhA9cKwS7jAI0XV1PmCHHXJ+7F3eqmq3qQI9sl5foGyvseY3J1miP0UHF+CenRLO+78h2kZ9P2tofC6dlJp++i19exLN/KcNcorcsK7gdDR0b7evcMDpXWBM9P5tLCc7GfNl8LUkqEEEwOTVtDw6OKu9ktVJdKZiDTReH1aZEir1huu/HqFcAHgJuYK6xw241X3wF85cN33f+SFVY4hX+iEJ39e+Azf+hKopDg/hXgbykUWfhAcULmXy5FQVvkf8Vlf3NB54J1LW/IJnOJJ36w9Vt9+wazAL/Yc+g+4L62yrLKSr+vczwWPzQQjkRfbHu1oeA1Ht3hBlAUQWXAfw1nCFohhPZgS+u5AIqUGLaNPuczm7ZtFCFqzvd47goqylcPmmbyHKcWaHA42JlMIoTgNSUlTU8l4omEZfldisJJ94Iqh4NjmQwVqkZXLse4aRxe4PIv7c3lUIWgL5sd/tD42DkfBJ5Lp1PA1QFVDfzNez5182sWrf7myf7ZdmHC07OZreAHLaCVO8odbbNPzj4TXB88P7AycL1t2Nmx/x77aeV1lderDvXrOWmUnnzln5jpo0pY6vyYOBy8r2YtMzWj/GzfBORh9ZHCskPBaR74pWDz2R52bN+DWVoIgpsxE8tp43I7uOfXD3H1JRcTCPlYGGylf2CEcHSWEWWC1ooG1JDG4oYmwWFJuDdCOB7BsVBnn3UcscVDa1vj/NhbeQtVU1m8pIOhPeNcf9EVlFUWUiDGuibwhNwcePIoJhY98SHSpTOspgL94Aiqx0FFYxkT/dNsal5Nz/Qgl7/xPNQ5j9qEe5D0LpUWbwNHg70cEl0sj3TgVzyM5adRHIVz7Fe9TPZNIyyBc8pBrjSP4lXAhOaOeqYGwsTG48TjCfKlJvlI/rSo+LHRXuL745gpi8pzSwpVvZoGGeq5BUPLccGenQxd4sOywYqZeDwudj00Hl13frDUF/KgKArh8Vlalj4/Lo1L6tqOPdP14byR39W8tP5jN9ReIfqPDM3e/YP79zZX1R+e6Z/9SSyZOMelud6Yy+dmU0dT/6/4B7XIK5nbbrz6Jn679K0TeDNwy203Xn3Lh++6/46XuFvPAT8D/l4I8W0p5cQfsI4D+B8K1c7+QUr5+T9nB4u8/BQFbZE/movecU7LhW8/++HyhtImAH+57wIhxGtP/UPdOzWpoVj4AABvCElEQVQzBUwBnL2geaVH12sGZyJbT0xMJ15om2nDOO0GZZjmb92wpJTmL5pbuo9kMmuylsWEadLhcpG3bfoMgxJNZaE/cP6FPv/5j5qGPWTkcCkqC91u+g0DU0oaNYf/UCZDtcNx6nY5kM107c9kBjLS/u8eI/94lUP/Vomqrgqb5r7HUqm/PvMVVdyy4kKI75aVli+rr268NpVJJXoGj+98dvTp14c7wwFpS0qfssc3Gc0f/sKCts9+ORvYd6wvN7bK414Xqa1r+a/7w1/senTmXrXeXnf12nO+tLSqY11c0aNu2/YHFEUFCJsmXxzbzW0ewT6nwapcISI94VbZfLObg2M6Tz4cx0inkD6JbdnYpo27wc0McaSwGRudYuXmxYRGAyQqUmgeDU3TmPJHmJSz7N5+CHeLG92tE5qsIKskWZJYyBvb/wpVqBzf9SwZR4LRRD+Lz+0gHcuwxLlgXswClNSEyMQylFQGiaXjuHNOYs0+mv7mItS5CWfPPn6QPamDuKI6ncGWeTELoAcc3BH9BavrllAyHiTqjROLJTjnnPX4B/wcn+glFcvSUdNETXsVNe1VlDeUYmTznOjr40D/UQ5UH6fZqmPxsgU4XBr2NgtOMZDLjeaYuGsC1a9S9+46vJ1e7JyNndFQTYNNfftYlRynIl+C+1+vZK/u5T9/+oO8MtAZanSV41lSSD9xeZ2kYml8oYK9WCaZNY5H+163oLH1xrqFNUIIQUltqHTnN3wXH5+qvciK1ZyTPGxdmTz06H/8ruupSJFXCnOR2R9TMJkTZyzWKIjcH99249VHX4ZI7SeA1wGfBv76D2j/PaAJeLeU8nt/xn4VeYVQFLRF/mialtdfelLMAjQsrr26rL6kHJg+s+2bNqz62yuXLfySkFJ3nxAzv2pumYpa1p67Y9H3/yYej55st+VE/787NW1hwO08P2davV2T4Q+fXPapquoblrhcr0/YdvhQOvXcW0rL1kxbFk26TtSymLUsahwOqjVtPmJ7lRBKl2HgBKKWhUcIenM5hgwDt6LgLTgRoABx2+a6UElHxLJKHojHPverWHQKeP1838rKNn20surs/Zn0k/6O5gtqg7635LKGtqmu+p8eue/p25Y0rkdVNJfzyAOOD7ojgcd6IDKrmYsDTTXN0aFrV6o6Iw7OW+5y45vLiZ0uE9f++DWOg/GxzBNX/+A9Z1/SvnnpRGJ6YFVV7HObpftv6pMCn6ISUATX91p86TrBZQcMNEtwcLmfNqHQUJUiLHOc6GonfaAB3bcXfZE+P/YipPDsnn2kBk2O5g+jNCvkZ/M4SwriTAiB4i6Ml+ExyJWkWEIbq1tXEMwX1OBaLkZKyY9nv8TYiQm6DvUTI0k6kcHjL9hRxcMJzJxFw+JaGkUdAAd2HpkXswDuCiflZglXvf4iZkciDBwYonlFI1JKtu54jkxdlu3Te/El3ehoVHnLCFUF2FS9lk2sJTIRwxt0z2+vtLaEqYEw5128gcDjXnArVJaVUt1WiZSSDWMrSRkejnQfRLRncdY6aXhfA67aQsQ2H82TmwRj5kquOfwQfx0tFGVYeXyWu7/wKNFFHs5v2+CoPbcK07BIHYuiqgpawMGxx48TWBBEUVQOPnXkPrFMfcvKRIPw/zJJTrF4KCPJ+l6PA4QjxBqXpt8HrP/Drq4iRV5WPkBBtJ4pZk8i5pb/HfCOl6hPAEgp+4QQ3wRuFUJ8RUp5/EVWKaWQPRb9s3euyCuCoqAt8kcTm0qMW3lrXrAkI6mpmZHIb9WoF0KIj1x+7kecDk13941yga2U4XKVAYtMZBR4/8m2vdMzKQr5Wlzi97dXaFpNo67rN4VKzrkuGPyxX1WdAE7IeVSVEDBtmlRoGroQHM1kaJiLuhpSEhYwLGT2Sl13PZdKUelwUKNpOBWBRyjMWBYtus5ALsdyd0EoVWpaxXKX+2+BZ07267bauk+8t6z8n12Koj6R93bNNtQ0epy6C6BK1S7Nl5092lC9tBkg6bnVTD77Ra7YbbClzqNlkhlWmBKEwIR5MQvQoukrvQs8K11NrjcD5iPf3/qTuTG7lU117R83/JecbJtTvIRFinvfUBCixmycA/ceYuGiKsKzM0yq70Q4nSi51Vgz30MtK+zHjJtc7VpJfzZOR2crh8wusJnP7wROTxYO2VhpC71GMHK4j/pAoYTs3v6dLLqkDZfPhZHN07Kykcn+aWKTcdKRLGWNIcA4zY/VMuzT9hOOzbK8fiGR0SiVzeXYpsXe+w9wVPQScScQqgAneLNurjjnfKZPzDA9NENlUzlQ8LENj8xSu6CQN2tkjPkob11bDZZpUVZfSnh4FtMwWXfRSlRN5Xyzgzt/MEDQbxENHCFKAmlKKsIldHacz5G4g4WpntN+ty1CJbGghfY1zYVjyVtMKYLyrRY1gSDD4+X8cjKNbW5J5gZnn96gLb3u4ralKHMPU3f3x8Dz/Pb0QGA5RYq8wpmbAHYTL64LNODm2268+p0fvuv+lzp95rPA24AvAte+SNu3Uci9vUMI4ZBSvtRpEkVeYoqCtsgfzS+/8MB9ZXWhL9QtrHmbaVjx/v1DH5VSGi/YWCIBfMbpk0pDqtryQs2/UFP7V5+rrvmKX1Hch7LZZybM/FMnxSxAmabpEdOkRNMYz+c5lE5jwdGIadbuy2RCdcEA05ddQHl7KyUjY+O/+tGdVec5nZ4SVeVYLks4b7LI7WaBrjNjWSTt35q4e87flJWfv8DpXDpgGHuvCAQ+4JpLAfD7PB1ZZyECKqXElck5Fgw80Jyd2kVqwXX4go2a4a2m2ZjgIYdBhcfFGJI6BLaU2FLO5+2Ohgo7U3VV8QUcVwE/mduuPNvru25vmfqrlW73RbO2zN1TWrcleTDWjT1yo6IrPiNipNyL+0t7HYMkZ1vQgoXhSekdKGGJI1+YxS9UQc5vEUi5qS6vZWTPOFmvk9yggRJQyUdzWKqFtCXGhIHiVijzlOAKORhp38/U0ACpeJqJqn4W+gri1hvykE1mQRYqYxnpPMY2L1LRsRoKebZSSiLpGId3nqCqppyB7lkOpLoo84Uo8QbRXQ7AwdKLF7P/l10IX2FMZFhia5CLGZTUBDmxvYfIWLRgl5XKkTMNkrE0Xp8bFKjrqGF2NILb7yIdz6C7HNiWjaIq82JX1VSWrqjkgacFV6y2SKRjZCNZ2lY24wnmWbM5hK3UIu85USgyISWzCytPiwarDpVkNMVTVdMoZj+74iqUvhmRWCLdjd94myukzYtZgCaiHLUMhKojpaTcMxNfdfmylpKaYOPggeE9vXsHTy0sV6TIKwU3J61dXhwnL4Nbh5RyRgjxBeBfhRDnvEjzGeBC4GHgf4QQupTyh3/2ThZ52SgK2iJ/NHO5sp8QQnxSSim54ne3u3n9yn8JelxfnvS63FY2iTonGvoN4+mT7YQQ4k0bVn6s3Oc9t6ym/BwllXMLIVjudp/THc315Gzbds4phoRlmRkpHSP5PALkoUzm2O5s5sbzfP5z1+r6l7uXLXK2L+oEoLOlqSXk8XBy1tVil5u9dgqvotCVy7Hf7yTXUEuXYbJpJoHDtGh0OKpMl+vhSqeut+u6OZTLZQVgI/FJjeGcIV1OXdgTYa5NZFHFEGSH2PFcH+OdN8p2My4AvI4Mu6rCjKadbBhIUi4le9JpSlRVnvBZ8ldXeZS5MWLZcatZCCHq3lX313q5viR3Y/DZN/9g6PKrA4FVs6Y5ua37xNDcOL0PUBxlDq16VeUVKy9eetuYmm5NJIbJ+RsKTguOII7qgquNtCXRwQyr3rQW3a2zIbWKttXN8+en5/AAv9z3EKnjKZxBnbWVy1i9ain7HjlEfWctyYo4lWeVM3vo+chyJpFF2nK+VG18JslY9jieCg8jTyVxeR34PD7qAlV4g15mRiNUVPvhoYt4ZsTgtZea89vSXQ6uD93EwOwIpshTki3jgfqf89DWZ1gbWE51WyUVTWUEKwMcPHiM7WP7cI45ePtlNzB4cISx7kmCFX68IQ+J2RTxcILBw8NIKaloKpuPDk/NduOvPYaqryUXb2LRSkmoKsBE3zQ1ioJ890Ye9zhQ908xVVWLc+0KEjMDqJqKpmtIJKV1JSxYVxD1tU2j/PI3d9HaYfiryjeu7p/pZyAySXNJFVJKZLAbsntxJDppr3PlSuy+n635wnUHfCVe/+iJif3n3bLx6qd/vGP0f3XxFSny5yMD5PjDRG2Ol8+t46vAe4F/p2Dn9TuRUkaFEJcAvwF+MCdqv/sS9LHIy0BR0Bb5X/OHzNb+6a7931rbXP+0R3fUpOLZxe26vnQob+z75MTEd046Yd941or3rqiv/YKiCCgNsW1gjMtihXulUxGx7anUkTJVbXWrirdB1x0lmsaBTBpTIi4OBhZfFAgc3JVOf/3L4el15wf9vwAWnNy/ekZ/SjUHOdvmiEMhsKgdRSmInq2qwmsnohi2jVfT9BbdCaCVappPAuWaxs886fxDwcGZdeP+8iVTcU0Vz2+9JjtFw8H/En2ZFJOqytJuhaeXxsyBN3m0J1N6fuHtkZ/dOO26MqRpJWfZDrFnr8FMmcmSfpvVR5W+Z9/b8MnA2sBnhSJwtbnei43/vv8e/QZAzZtqLnM3uV/b+HeN4dnHZ/8tcSiR+MBP/uqitlVNrb570uiOGNtnEuyOH8KqNpg9kgInaDFB9aUNaLrG/Y8+RjKeomVl43w0MRKL4apxEcz6qaSETevWEJuKU9lUQVl9yXyUMzw1i6vLicPpIDoZY8XFS54fz9oQtR3V8xHN/p5hDnQd49orL6X7uT6OTnYz2jdJXt5EMp/kyePPcEXgfEJlASa3TnNexZvYXMjg4NDoPgAyFRkaV1WRTeZIRdMkZpJ09/ZBKeTceR7a8jTnrVrP9PAsuVQO27LRPTr5rEnDojqGj4/St3cQQ+aZjIUZS49yxfqzaW9v4s4f3ouRXpH1l/lc8ekEJ1NnEuevxbV0A7PxvUQOjbDwrDKC5V4O7D/OTE+Yy950wfwxNy2uRT/xGCNlgmwyxHlrN3JsNsqMYZITJtFGUAZ7cWRGvpU4GPjK2ree/XNfidcPUNdZvXL5hYv/mhewpCtS5OXkw3fdb89Zc72Z368NTOCnL0O6AQBSyqwQ4h+BHwJxCjm9v699XAhxGXA/8O05UfuNl6CrRV5iioK2yJ+d3QMjx4BjwBMnv/vEKcvLvZ7lJ4UlQMLjksQy4ng2u69G1a6qcDgWJCwLFUHKtpnN5ShTNVKWxWDOYHcmIwaM3PufyWQ2d/38Xtfrsjku2rSedDTGtJTIXI5vzsyQtC0MW6IIQNMIHemmrbqM1vJSFLeTY5k0g/k8rwkVJkRJKTmczfJoIkEeSUBRHKPL8tXxGzUSt8WOrzdDnc65jltS0qyr9OcUfhmPkbBsJr9pGv0Yz8q8TA1bNGS8vhIoZGH0R2yym/zMrvTb22V2WK/yXCjmxkB1qMLd6v73urfXjVopK1xyXsnPNZ/mA1BcyjLgtQ5d86Rm0iwprcDpcNBcCh3hUr6WiuNZ7EEIgTFp0Ns7yL6eo/RrI2hlGr9+7DFaSuoxMjl27N3HmtXL2HzxOqSUdD3bS/OyRoxcnue27MPhc5KIJ+loaaG2rRopJZl0FiNrzJfYTUYzlNU9bydQ31DDQzuewsgaBCr8LEg0s37JKoxshIeemSUaTPCTvfdAGkIjARYvO5+G8jZMy2RL4jHwgh8vZQ2l2JbNkS0naF/bwus7r+TBJ56kXx9lUB9j2+7naHDXUF5fNu+VK6Vk6OgoI+Ykx3r7KFdKOO/iDZwf2ghALpsjZ+cJj846TdOiZ3qAmV3bWNLSQUV+Nb9JfInZkiEoheH9QYQtCAeiqCGF6HSMUEUQgMG+UWyPREEQ9kXJZnNMTU7xZG6IuEzitdwITTA7Hf350buOn/jUQx867blKUZUzn7OKFHml8BXgFn73xLCT33/1JezTC/E/wAcpVAX7rfkbZyKlTAkhrgTuAb4+J2qLziN/YYhXgiWiEOLXUsrXvNz9KPKnRQgh3rJx9Rergr6bLFtG+8OzH/rlnsOPntnupvUr/2Z1Y91/nRS1J0bG7/d3DX/nwXjs6L/U1HTX67rwzmmAg5k0y90eEpbFP0yM82QyyZWBAHpJAE1RsCJxHkok0FSFH7cvIJpI0pPL8empSda4XFwRCFCiaiRsmydzGZ5NpfG5dK6sq+Y1aZOEbVOtadTqOu8ZGWZvJsN1wSDLXW72mRnuTsRxNbp4T2sldQeys/UO3edVVb3G4cAtBFuSSSYsE1NKgorCwUw2cySXtfdls953l5TG25zOwGHN4KlLnTib3bgb3eRn87HsSPZ+/3L/mwCMsEFuMofm07rMqPkj/wr/506OVW4yF+nYd9HNSX/1F8ZsfXmDSCufWF2GS3fQPT6S+Vffr9yOkuctybKjWVx1LuwJiw1NKykPlTIwMsJhqxttVqG2ooq8bdJZ1crSZZ18/8t3IMoUfC4vUzURhBCUZ0tYU7sUXXVw+HAXIb+fBYtasCybA9v6WHl+G9WNhRSEA/uOsrfnMOcv2MDo4AT1LTUgCyJed+nsO3GM/sAQSGi3Gjl/xWbsMZ0tzx3iiDxIfZ2fc5adRU1dJZN90+RzJkbWoLq1kpmpWe7rfYK1/mXUlFaSTeQobywjnzFQVIXoZJwj0W5GXZMA2IaN3qdyxYUXoKkaz3bvpzQfYumqTp46uJNxzzS2YWMnLeonFzKxqHd+3KSUGFMGzqrC21d/ysPZdeuw8xZPje8iF8hjTBvYhk2nq5UjE134ljxfRCJ7NGt0f7HbCfC2225854pLlnzNE3C7J3qnjm/5yc4rH//+M/1/mqusSJE/Lb/DhxYKkVkBvGQ+tEKIFcA5wJ1SyvAZy5YD5wK5U9MITlnnF1LK8TPWcVKYLKYBd0gpZ/+8R1DkpaQYoS3yZ+O1qxbfsLSu+iNzQrVeFF73tEspT5uJdeezB76lCuEr93vPTeWMvl2DY/94cHoqfmRp5znTacPuVJ63B/ApKnnb5v2joxzLZflCdQ0ht4vBsgCvjabxVFXzwfIKPjg6StfMLG0uF41zFcVanU5uLimd3+9r7AC/rJXcMTDCHSf6uLaxiXUeD/vTabam0+xIp7nS5+dtJaXMOCTPXOGlOuJm7EfjDCdiXOYKlW5PpWZXejyl0/k8E6bJZq8XTVHI2jYT+TwhRXW7VIV92SwBRYTbXR51VajDu+lgkh+2xEkBqlcNzjw+859CEytRWOJudeMr9ZHuSjdkx7N9viU+hFYQ+22ps5I3v/vvH3B7fEr3QD/ff26Ajz7bw0bXzPagyC0KNLndGQp5qtKWBfcAYE3TMs7asKowDgubSD2WodvuZ8RREH9jY1M8sW8HeQz0Micpd470kRSOKp3p/AyzzghLVy7k8gXncXRbFy6vTjqe5fK3bGBmdJadj+8hYaaYyUS48pwLkSmbpgX11C+qQQjB7HiU6ESMSy/ZzLPbvJimyTmXrEdVVagAhjpYnqtgUbNNbX0VE71TVLVWzKdH9OwZwCt0LgxtZPGmjsLxScl4zyS1C6qxLZvuA330JYdw1hdEqKIrJPxp7tp5P+60j6boUipW+5G2zUhqHCOcR/Np2IbNbGoYaUiEPjdBLS3nxxwg7kgyvLWfxVctZUGmmee6D6DXOdFdOn3pYaR2emDAH/DN+y3/94fvuv2Ct25+Lljpbxo8NLpj30OHTvvDXKTIK4kP33X/HbfdePVRCtZcNzNXKQz4KfDVl9J/Vkp5AHjB/UkpDwIH/8h1chQqjhX5C6QoaIv82fC7XLWnphK4dUcN4OKMmbFzubhfmvs3T2tF6Q3jM1E1m7FwzWnasbzBvdEoz2bS3BwM0qTrLNWdbIpnOZjLEVRVPKrCN+vqeDgeZ9Y0Sc+lWPkUlYxl4Z7b1oxp8jo0FpSU8Y70CF8JT/Ot+gacijJ/YZSqCvuEpMVW0A8ked0YfANosTSG8nn8ilIipaTB6UQKgTYnwFyKQsy2WOBysTVdOFyPqjVkm89zrF//NtpNg9Sz3+GHDUfxP5vq+tC4d9FXn4l8qPattQ+reqF/nk6PO3UilYztiX3KVet6vW3YUxe3v7XD7fEpAMlMDr8RYch08rOZEuN7G/WSckPjh4NPkHYayIiNc2EhPzXg8Z5mo+UwNdTS5y9/1aOS8+TQVzjxd7cwEk7LknOmBTZcWLKR2ppKdLfORN80lU3lTA/NUtVSiMqW1ZXi9rvp3TPAJZedC8B47xQur3N+f6U1IY48d5zWVU0saGshUOFnyy+PEKipY3JSJTJjs2pJnNqONgYODIPgNOcA3aGhHMrgXFJwDkjOpnA4NZLRNFue3kn9aIDdxiGk/rywlJbEm3CzoXUtdbSSHs5j+sIkI2kcMxpKp/q81ZilsHJ6DQe1fZimyeJgG6bXojs9CBJaByq5qXYzfQMxFulNaI0OAhVe+iaHGXaPozpVrKyF6lIxMybJ2aQphBAn88yf/OG2F/zjW6TIK5E50fqO2268+l3MuRm8XDmzRYr8oRQF7f8PEUKoN69f+YGQx9U6GU8++fPdh37+59jPWDT2UFNZ6KMhj7tmOpEkb9nWhy8799BN61d+4Y5d+7/3meqaG5e5XO+1kMa+TObz/zI5+VRzeUm9adtyZDY2qkzNVlyZh3HLJJ/PM2NZLHG5+Z9oFAG8JhBk6ZyHrBCCNqeTjG3jEgq7MxkadB0pBJVzojqkqhzO5QgoCqaUHM9mqdQ0ctJmmcvFjnSa7kyGiXyeKk3FIwR9+TzNQQ8n3B7cmTThyQwuIbjY50dXBIM5IZxzZXStM9J3PEJBF4K4XShLu97jcdSObefE8Ro6F17G2bWvk/Hv7rJeP+3qUEOu/x4fi3x1m3p62ppwCDXdc80hM9HWYedSYdlKDcBTu/dy70AGvI3oWprUkSezR2aqmXHNYIYkqqpSpVUSicfJu0ziI0mm/GGkXbAPSyST2BkLtbEgnq2UhaIrqLrKVKLeQH12XCiiSWRhqHcUkuD0RGhfW3Bbq2qpYKx7Al9poWKWkTHwlflIzCTxl/kIlvuYHn3+bZ6UklkZY7xnkuhk3Op+tm9H2/L6s+s7SsjnTBRVcGL7FNODM7h8TsJDs6cJ8Fw4Q26xSnQmin5Mp6y+hEwiS2IqwWR+hqnRMfKNFo6Ag9xYDikkpckgN950Dd6Ah+hkDNoMqloL/e+cbeOYOCXFwCH5mwUfxbItbt//pUSo0eXv3NDGhtkE8ekErSkPz6SOsmv6OIvaFnL2xWsBWGp1ctcj9zOYTpEdyVJqVNCmNTDuHiwfcg0FKZq6F3kV8+G77reB1MvdjyJF/hCKgvYvnLXN9eVNZSUXJbK5iUeOdD0N8PbNa/59cW3VB4QQ1JeE3nPD2uVvunv3wbv+t/s4q6Vhpa6pgcl4cqAmGGidiCcOdE1MRx472nP80iUdl4U8rr9ZXl/9breue4HWkNv11StrqqY/5Q9+L6iqPoBSVVvypvUr737XOWfdCvDWTWu+tDKa6nL4fNgSctImqCj4VJV+w6BC1Uid4e2akRL3XBuvomDYNkgbXTz/My9XVUwh+E2pN9GulPg2xTJCAPclEuSzWXZk0txUUopDCL6janx2coLvHTpBp9NJn2HgEQr/09hEg64zYuZxg+1XVaXfyOEADmQyuIVACEGtw8Hu7MkEgAIuAXJ8Hyy8DCOfta+bcmr6nOC+TLrXPXww+W3/Sv97UCB1LPVAduziRGDN+fcpLq8b4M5te/e8KxCaPjAWrUALAKA6PeiVlZ7vDe61XZt6FMWjoKEQ9kS5MLQRzVLpWNM6Lw6P7+2hXC+hpbSBrT27yUkDR8iBXqGTG8uRCT/81IVXr710cnyKzRvPoq6pisRMktnx6GnnPZ/N55OzKUcmlWV6dAaX38nBrUdQcRCq8HO8q5dMPotiKfTNDhNORQgPzeL06nFfqbclm8mhqApOj07P7n4qW8qJTsYJVPhxenV69wzgL/WRiCRp2tiE7tYZ7ZqgdkEVQgg8ATfNKyT+cR+HwyeoSJeR0TIopYJmWc9Z61fgDRQqHEz2h1mw7nnr46WdHZzY1YddIpG2ZI3ciBCC/ome5NBjk0vt0uC/hIdn3zTZP03zsgZ2HD7KFnEAvVnHXxuY346iKgQsL65GF65RDy1VrfhkgM32BUq0JlmMaBUpUqTIS0RR0P4Fs6Gtsf7CRe0PVQV8S/KWZb954+pP/8+OvZ8t8XouPCludE1VKwO+i4A/WtAuqatqWVBZ/tNrVi7a4HY4GJqJmHUlIS2aznRduKjttU8c6z32yJGuQ5csWfBrt67/zcn13LrDU67ra0+KWYCMImqW1Ve/36EVEhcX1VR8dG//6Icbsll7ids979naaxhkbYlLEVRrGsezWWp0nZS0MW1Jha4zns/TrOuUaBqGbXNHpBApjFgmPbksfkVl0az0pxY1syNrsDJr4pp7vV2mqjjmoq33J+IM5vPcFCqhw+lkwDD4cXSWH0dm+fvqKg7pOdJJ8xldVR0R08wDG1ucTj2oqkzk8zyXSTO7sJnMwROnjVve4WEmMc3wvjvVilNeq6elHPd8Z/IDmxcYVRWatrg5zOynVtedd1LMAowrpe3/76+ubnJd/L6fOJtXX3Xye2mPhXJluxW3MzS/PaEIhEMQDPhPq+LlCbg5avTiPeijoaqGhroauocGGDk8gRJUWLWqbXkin6Sutpq6pioA/GU+Bg4OM94ziaqpGNk84z1T3x7YP7ysaV3jedvCe4gPJVmqd3DJNetQVIXW1c3c9fNfEw5GsaIWK/2L5LILFwkpZcnAoeGS2FSc3r0DGNk8vpCHyuZyyhtLGTsxScf6NsZ7JqloKgMBUkge3bKVXDhHXUf1/LE4fTqZaJZFixZQVl9CZVM5o70TTA/OkJhJYluFdO3yxlJGDkxSa7YhUBD+CAvMJo4O9+JNu6kJlE/tPrDjrt0Hd337ye2PDFU2l7/D+3F3vzvoXjozFrk424RPDAoUp8JweIwFFMRxJpUlrERocTRQv7KKaC7O7vQhZmNhsWLJ2pXAvN9ykSJFihT581EUtH/BLKqpfFNVwLcEwKGqSl0ocKsQ4vPvOW99xck2hapOGf8fu+03nrXibTesXf5fPqfunkokUYVCU3mpNp1IUuH3dSysrvw7IcT73rZ5zW31TRVXDcfjqYZAwAswGontyYR8nl8E/EbAMPW10RS9ljmoqWrTye1rqqq4Oxo/bvZP2oAChbQCjULqwFjewLRtuoRkR20J2WyW1ZMxyiyLiXyeVZ5CZE6fi9gCaAhWerxUaIWf/TNdQ8RWdfKbdJax6cn5NgB3R6PcGY1yS0kJH6msnD/uEqfKv45PYXgVPuIu40nbGH/d4MA7bwqF1vxDZdWWGctiwjSZME1Cfh9xw6QsX4jRjhoGhrQZmzxA94P72KypdOfzALMp2973RDL50VvLyv/horz/teQBLx0X9j2zfUv7eltxOBUAO5s8HglPxoIbbng/uscvnL6ldmrmsKvmyXX+pSGyw1lcjS6EEKS70+axvhNaJpjnQscmahsLxv/Hh/swHSYd7Y1suGI1iqpwFqvYuXMvOyP7Ge+d8lt14NOer9+aTWapXVBNWX3BosvI5jEyxq3H9/bcHR2K7r6i4/y1v9z3EK2tjShqQaTrLgdtnU3E0ikcAQfJXFpIKZnsmyZUEaCyqRxvsLCP2dEI2VQOl9eJ7i64NPjLfTzxyDYsLKxeSZ9jmDqrguMHeli4oh3btundP4A74MLhdOBwOhjrmqC0OsjsYJS2Nc0IIbBtm933H2S9cgVLG1YDMDDaw9PqDhSvyLb7Gn+z7cCjH3z8B1uH4J0ATA2EDea8Ytdctby24/L2fmlLHeBItofU4xkazUoO5nrw6G5ec/HF8w8N6laVY9E+XKPe53MaihQp8heJEOLvgb8H6qSU1svdnz8WIcTNwJeBDVLKgZe5O/8nlBdvUuTVimnZOSklU/Ek4USKWDqrXrSobYnfqVdOxhOEEyn6pmfx6frMH7vthtLQp/wup1sIQVXATzybPW25EEJ904ZVf1e5selvV992dVvjZy/w9pXZ6YOj4//cPRn+8bqOlg+5ayv1fHMt95b5B3bMRq/onZ75DczNXo8laK8sr0qfYpotpSRsWbQ7dVJScn8mbbtzeXvz4BQ3zaRYrDnYl0kTUBTsuXzW0bwxX1zBgnkxC9Bo2aiHuqk5PshwIkVQUfAqgp5clieSSQRwttvNnnSasGkymc9zkduPRwhmowbVDgctpaHX/cPVF854li64dVc6/Xi5plHncBCxzdh03qBlKkJgLgpbozvo97gY9zm5wKHhURTadJ1tqdR7bhocuPgHszN9FZq2wJaSsGliSMnqkslNZuT2ntxEz47syLF7Mj3Pvh0gtvPu/tzIsY/KfHZcDVScZSUvctsGuBpcGJMGsWdjCLfQpoZm+lLpDD2PTZF80kHPL8OkjkvqczW0L22eF58AZcESNI9GxpkzALri/fT1DAEwdmyCQMXztlS6y4GvxCvWXLj8DZHx2Nf3P3T4A1KVRGPx034HsdT8ZH9mw1H6DwwTm06Qz5nzYhYgVBPk0Ue2EJ2Nz0dVB46McFjt5nC8m0MnjmEPWMzkozw6sY07Hv41P/7NLzk4cwJvwEPLykZKqoPUdlQTm04QqPDNC8xIOEbP1AhL6lfN76+5op12rZ3lducdd3zgV9cVxOzpCCG0G//p2jcuPqfjYrepf6nD02zbSRscEB+e5RpzGetnmilXQqdFwCuCZeRj+eM7924dOXObRYoUeXGEEO1CiIk/8N/VL0F/PimEmPgdi31AFS/s2/tS7P//iodC/1/1Ac5X/QEU+d082z98u66q71tYU9mmKIKA21mWyOX+oToUmLfBUhXB0fHp7j922+K3fjuCkdmorAr6RSSVGT42PvnzzuqKbzGWZPSnB6i7eQXLP3qBZ8cvdg/V3Te4WD3lVbvl91hPSzOW2rHvza9bvfTumlDgoqqAD1VROFrmH3DNJJqcQugAK9xuPIrCQ4kEk7mcssHvpMHhwDsXhd3o9TFmGDyWTOBB0Ol24T7Fx96UEm1OfIRNi8t1J49n0kxZJpf6fDQ6XeSkRBMFJb3E7aFU0ziSydDs1HEIBUNKctImbJo4XQ5nyOMm6Hbd+GA2+4HJkfBdKctaWdNY895oQyXGweeDdAoCNZWOrM+oJRFVwy0EO1KpB/9teuqXX5xrcyiT2Ze2rTeUqRpDhsFRh6TsvKGO2O7bPjb0taF/O3XEnY1Lv+Ssbp8r21VLZmAa38IupC3xLvGieTWyHrtJPeDkhgvfxlenP0+4fAoZknhOuFBUBSNjoLsLtmYj4YJlo5y1h2TWLjHcJvfue5Rbt19Bq9vPkGuSxmX1AEz2T+Mv85GKpCmpDX3ME3TvmI7OssO5D227SllJCTOTEXrig4iggsxI1i5ZTuuKRsZ7J1F1jXg4SaC8IJJ7TgzQ7xtl6rHfcEH52WSndA53n8DUTVx1LhzlDkS3JOZI4nQ5mSEKLnBlHSja6c/luUwe23o+UPL0gV3M1swyFOmnqbRQvjaSnKGs2o/HVus+dMd77gpUBDakY+lj+x46/J5Hv/v0oBBCef9/v/OOxed2XC+EoH/f0DNjj0xe3RZqeF+w0nfOwfQx35cT94poSQqv5ccyrfnKasN9Y4nRJ0d+R0HoIkWK/AH0UyiacCr3Au3AkjO+j7wE/fFTEH0vxL8D35JSmr9j+Z97/0XmKArav2BOTEwnPnjJ2aOKItoAdE0TAber3rJtTgrKVM6Y+dXew1/7Y7c9Go1/JeR1/6tT0xwjkehs39TsI8Ozsa9VB30VZT7vtUtrq+9pKi9xYQJdKcYfOE7T9cuwTNueSaafbS63bIdaCA8mc4bj1gs3DWdNM3F0dPIbTaqyQlWU8oyRz4841C/lVTb6KkJvV5MZ7LyJT1F4W0kJP4hE8AqFVe75FFM04LFEgu9FZvlYRQWLENTphVfYUkoejsVY4HJhAR4h+E08zmcmJ1jidPHXZeXznrWr3G6eSqX4z3CYj1ZU4FUUpo08P4/HMYFL/X4ilkm310twZJKsquLUtKBTEcEah2vFTCKFt2uIkZCP7lzBtqsnlzu+L5t5T7nP/9dTZq5sTzp9/zdnZ75+agnhoKpuWO3xogtB2DRZ15cl92SGgxlrxZnnQKh62amf7bgXYyAjbdNGq3UJgDpK1UuaVvDoie8Q7pgqrKcJ4qVJ8rk8sakEeSPP8RM97I0fxUpbnN2+tumpe3b825obln+EvC2WV7VwyDNB9YIqJvumEYogHc9QXl/K0OFRVly8eJEQYlFdV03q7q0PeB8d2Uqtrwqv5pbrt2mZEiPpiW7qYPnliwCoaaui+9k+sskcnpAbRVM43H8CJaSQ9GUon1qA2ZQDr8RVWbAdUzSFfF2e/FgeNaWieTVswyKXgAefe4rVU0to7WxGUQXbt+R4/dvq6Nndj7/URzQZh1L4TuQ/uChxFV7Fi9kcJjoZIZfOtay7ZtXJUsmNtiW/CLxx9ZXLVyzc3H79ychry6rGc/r2DX7lZ//866sAat9eu9dosldpPo1kOMyW+3fhL/EyEplgyDvu9y3zXQF884+9rooUeSWx7fZvKBRsuzKb33mr/WLt/1TMvbo/LSIphMgXFsk/V6Tyf4WUMgkkX+5+FCkK2r94cqY1eOpnwzS3HR6d3FId9L0xb9kz/eHI359a6OCGdcvf0FASfL+UmP3h2X+5Z9+R36rsBfCTnfu+fH5n61a/y1k3HIlt2T80NgNw/Zplb13eUPP2qXjitPapPWPsPzw+XDme/UA24D3+XP/IR6qDvsti6eymgNvVOBlPYkk72FFV/p7RSGwgb9nlsWxWtESTn/MsbK30BLzkLYstwxO8KZLmI5VVLHW5uW16insScVa6XDiE4Gg2S0ZKLvP5uTIYIm6ZTJmFB+enUymO53J4kkmG8nkmzTxuReHNJSW8o6SUSfP5B+y1bg/vCJVwdzzGU8kk9Q4HYcskbJrcGAzxttIy+nJZOsMJQhJsKRG57P/b7PG6/JrGQC7H0ZIAjqYalHTB9eaXqtz29OzsFmALFLI1/+uMcQ06taW6EERMExvJuU4f5+6EJ9K5laf6mgLkw4N3O0rr/kmoGpoV4bprWqnfY4i7x48QaQdPysm1ro20llXx2AkX8SMB9NAxXHVRbNPCX+4jOZti98FDDARH8Zhurlh1Ps0L60OdZ7X9/cjRUdFxVRv7nhjieGqUVa7VVLUW0q9P7Ozl8NPHaVhSN/+6vb6jxrtgR9MPD1ld50z5Z5pKj+aS/9rlDDoVnUcXnx5FtfIWnZva5kvo1rRXcvtjd+PDQ3xtHw5do8PRxnRyz/Ov823Qghq58RxWwoAyBaVVJU2O5yKHqI5VcOiJcfq5kYceOMDC9hKG+qKU2yEGrXHCJVPcmfs+F9ZupKm2Dq/hYdHZCxZM9k/Pe+q6fM5agCl9Zvn2nXusxro6tamlDsu0SMcyCYDQplB91fVVjTIvyU3msDIWW6efw1XpwtXgQlEUVI8aoEiRVynbbv/GCuADwE3MFVbYdvs37gC+svmdt75khRX+Lwgh3gKcfKslKYjO/cB/SCm3n9G2FvgwcCEQAk4AX5dS3i+E+Bbw5rl2p4rps6WUPWfm0Aoh3gV8DrhISnnkjP28FvgWcL2Ucusf0scX2/8p/f/oKf3vB74jpfzJGfvfBHwKWAgMA5//vYP4KqMoaP/C2T889jFFiIBL15Ymszmk5Poyn9uZzZtHeiZnPv6bQ8f3nmx7bmfr0rPbm76nKoo/kzfprC4/5/0Xbd51fGLqXY8e6T525rafOtH3LBRK3J78zq07GhUhSOXy8z6iedMiMxPPd1ZVNhByNgDL86ataUJdX+7z+ioCXlwOB3nLom9qJtRWVb4mmsqgJzNavaJWZgtzyXCoKo2NtTw9doBFmoOFLic/aWziCV0hEolTIeFvy8pxKAoLnIVqUeWaAxc53ldahi4EMcuixuFgmW1JTVHECqcLj6LwXDrNxrmJZLOmyaRh8I6yMm6tqOCZVBKnUChVVVqdTqbMPACDuRxLPV4qHIXLKG3brn7DYJGq4lAESa8LH7C6qY76kiBmLlf7oufLZw6cnZdtcdumaS5aDLDS4ewsV9VSYD7fOfzrf/vMOX/7juWh5vLXTaV383RPAtGtMxx8F66RO6kqc+K1dP6zG3r8FyCA7PRmcjNfRlU1Dt99gA3v3sQ1LRez99GDlLWX0ryooTBuDaXKxMg0j+/ajm1aTIlp9J+peEM+kiV58rE8DcvrSc4mKK0JAWDbNkrfzALfBb5WIQRBnx10zr0JaH60m50XtaNoCrl0jmg0TjQcp7K+HACn20mFEWLTWWupb6zh4LZjhMfCBPJe4jUp7JyNmTRx17sLZWkPZHE2uubHJ+s2kCq0ri1hz4MnOKqs5ugMVNq7ufJSDzwLM/kYi1sWUOoOMnJ8nLY1TTicDoxM3p7sm1Ys22Lg4PDj9b+qf3fw8uB/HbCOqweOH2f98HJLzzl2NyyuPWvt1Sv2OqudS/Wy06PjZsLE1eBCKILcVG4w3Z3+5Yud6yJFXolsu/0bL1T61klBVN2y7fZv3LL5nbe+JKVv/4/cDTwy9/8KUAe8D3hCCLFWSnkYQAjRCTwDjAGfpCBmW4H3CyEGgY8B+bl1V56y/em5/56ZQ3svhVjFO4EPndGn9wAGcFJQ/yF9/L37F0K0A9soiNgPAQPAxcB3hBCtUsrPzrU7G3gceAC4fm4bHwVOnwDzKqYoaP/C2d4zOA689r0XbPxZqdd7Q9DtRCvkm9YqQlQJIVYCitepl169fOHHHarqj2ey1JeGAFRgkxB8GfitnMALF7UvWFZXfftHLz9v8a0XbtrRNTH94zKf59JoOoPPqTMVT5LKGWiqAhLHqet6nI7lpm0FHUIjnskhJbh1Bx5VFSNTM1SUBKlqqSeayRENR6guL8yuz8QTrNIctDufFzOaruBb1o4lFMJTEaqip7/9cQrBX5WXowmBlJIT2SxR2xIBVUUXgmdcGovSkoO5LBNBH9NIFmgqAVVFE4JOp+s0cZmxbPqNHJY8fZJZq9NJr2Ewkc+jCUE+mbYpL1Fqgn4qfR6OTUyX8iL8vM38hJlMb13bbTuqNY2TgnDWtsfClhU7ta2UUgohblz8z4sGlEa1FkCem0bsnyYf+RhD4ycY7Byk226bX0d1lqM4WvC297J7tJfpf/YTrS1haZuDZOy0Am7ghEFjDH0GPlBxLa1lNVi2zd2HtiNrVX7+5AN4S91sECY+t4e+bUewcvG1QhTOzVibxhafwblJHb8tqGoqx+F1cPfPH2CqfJbnjh5mWX8H55+zkb59Q1x37ZWojkIeajDgxxa2HBuYslp6aiivLdPipUliqSQB4aNfHcSMA3NxUF/GQ3lNKZPZMK+7uJ+d2/vzpdVBWVsznnngoQP7olpylWuRK/hs/gDZ8Sznnb0BANuyiU3Gp5desLAKIDWb3uzMOXXFpWgAmqFQ01op6ztr1wPrQzXBK7/5mR+9OTeejSzely9RNEHStAiH8sw8PbNFdaq/zA5l7ws/GO57sXNdpMgrjbnI7I8piKszJzlpFETuj7fd/o2jr/RIrZQyA2RO+WoMeOucsLsVOGkl+Q0Kx3uelPLkPbYHeOTkWzEhRGpumy+a7iClnBZC3Ae8WQjxMSllHkAIUQ9cCnzu5FvRP6SPUsrYi+z/64ANXHZq/4UQAeBzQojvzq13G4Wo7A0n3RiEEDcBx1/smF4tFAXt/0/wOB1LpJQnxSwAPqez/byOlg1rm+u/LwSdQbcbt+7AME93HtE17QUji4trK7/QWBY6B6ASrnY7tKtqQgExHo0Ry2SxJXRUlaOpKnnTpG9qRvrdLmFLm6GZaHJNcx0uR0HnTsQSuHUHVbm8YgmB210QRS63E38kBiNTJGyLhTNxZkwzm7czLreqMm2Z2B3tlM/l0Ub8HqZ3HyGQz1PjcDCRz6PC/EQwIQRutSBWj+Wy6FLSaBiMqYJLnR4SikK6vYmaw30cyGRY4/GgUojalmoas6bJjGIRDwpqTI2UZRGzbfJSMpbPc7w8IEvGwzONDj14+WzKsU+OEnFomOkM56WMtk9XV3/Cpygdli1dvXnjX78zM7P/1DGdunfq2U8vrr/nHI//hu5cDl0I0raV2ZvJvuN3TDow8w7T6ZzzchCqQNEjCM2B4VvKzw8cwq1MkqZgPSbNDIp/LshbJ8lvjzAYvJDp4a/hq7AJDgRoaK4hPptk/+QRyrKVXOHcRGuo4P2qKgpnBds52hYn77KIiRQPTW1BWhKX1MmvcOr6uIZRY2J7VH68wc9w8yK06gCRA0NYXpvpykihrK0GhzJd+B/xUllfRmQiRqDCz3jXBGUNpTCFiMaTWmk2aK25eAUOZ+F2NdYzSWVpGel0mrAZIxlOsnrBEo4+10VJKMiCtU3kjBOOrmNHZ8qWLi+76oqLzh8YHGaPcQShCw6lu1AeFkcaqmviY12TcsH61k2zoxGClQHa17VcIvaJee/Y5d6F1HfWzt8nm5bVb1q9fOnVgadGvH3XuJE+DWlK2p9K0JXK/uv4L8cffOErsEiRVwUfoCBaf9eMfTG3/O+Ad7xEffpfIYRQgb8CbgBaKJRdF0Ap0DHXJghcAHz7FDE4z6kpXn8k3wNeD7wG+MXcd2+b2//3/5g+/j6EEH4K0djbX6D/DwBfBM4TQjwKnAX826nWYnMpEncD/++PP8RXHkVB+/8TEpncc1VB/+J0zsDjLEQbI+nMlhUNNf9YEwosnEmmcc5FGxVFkDEM3LqOLSXTiaQthFBOzbUF0FX1tFmXmlqo2+p1OjFMG8O0MG1JMld4AHVoil3h96oA8Ux2qcvhIG9apAwDKW3iY1OcN5vkUNBDOJ3BqWk4HRoJyJWPTtnnOnT3ox493oXtvNmEKoeDbl3Be0q01qFpTDVUIifiDBoGpapK/oyxMKVEFYJNXh970yk2e7wcyWQ4kskQzaTtUC6nDNkWrZrGgGEAkLQtnokksiGXJocX6u6HLtX5q2+meTaVYpXHQ8jhoNHhQI0kxVmhknIpJSdyOS6KZegzDNqcTlDU8iX+wOdH83ladJ1D2ezVF/v9Cx9LJE6zd2pIKP14mU+b6Mplez4/Nfn4517gvEopZcvHWp5w1jhvADDjlmGEA7riHEOaeSpFK2drwxxMqHRnUhDci7s+CoBIQuPrSskNPMxMk4EB/Pr4o5TsCCBswWxFnL/3fhiXSHHqnAdDtSkpDSBOCPAXHhKECcvqO9ktDtM6Wk/9vkr6y8Zo3liPXlOIrrdU+Hn0V1sQTaf8rVQBXZBJ5ohPJJkaDFPbXoWvxMvuA4doSdWz8qzFamw6Tnl9KdlMjof3byFVkcG2bZao7Sxc2MpD01tQoyrvWnUjiqIgDNh03pqy2rkiDDVtVYQfjjDIOJZisWv/fu/ipR1lFTmz2hN08ZutTzKencaneGX2WPbnuAhoQW1xsNyv5tKG5vQUrpl4OGFf+p7zvvrc/9wjpK8QPReaQKly4x/gUqAoaIu8KpmbAHYTL64LNODmbbd/452b33nrK7ka3jcoiMgPA09RcEOwKVyjzrk21RSis79l2/d/5GEK0dB3Ar+YS8t7O/CYlPLUeS1/SB9/HzUU7qJvFEJcxfMPImLue4DKuX9QiACfyQt996qkKGhfJQghxHmdrec5NdW1f3j88clY4kydRmd1RXl10L88nEydODI6OXrqsseO9tx6waK2yXTWuMzj1J2mbT2yd3Ds0xcvbr8PoMTrpmcyTMjjRlMURiNxM+hxa1JKltRWrXz96qVvBn506jYnYol7Kv2+zQ5NFRkjTyZvMJtSQEqa5lIEuifDfPvpXQCcXV+jllYmGfU5yedNzTBNjoxN8ZOd+3jTogXWJ21VBcHUdJQPPLuPVQ21XLpkAVOWFcknkp8KhoJfvm98NrBzeoZEMMjr6mpIdrQwE4sXJuIoCumcQSAUYrfqoGYqymTOQEjJfTJPY97GY0v8qkp2rkyuW1HQhaDM4WA0l6NRUczpWFI/EfRTbZgsnks1kFJyXMm6mlQnTd3gncqwY52DG3ZqhOYeBIQQVM5ZhAkhCKkqUcvCd4pFmU9VcVoWuqKw2u32Hs66P0jhZjbP1lTq27UOx2uadX1hzDTT40ZePNDSMn1HU/P+++Kxt/80Ehk+tf3UPVNvt7P2IdWjVqT70r+2DeVyQrmLAsmeunPdAxWv23gJy4an+H7yMaaUacQ+8LeUsm7BchYtXkDbRIw7tx7FqrCRbshmc6zwL2TwwBh3NvwA1dK4PLqSOq+TmJkitk4QLAvQrjRyeLQLr8NNq7+JgfgIRsLAW+mloaOe2NNJSjaF5ieSTfROUdYS4nhfH55mD9KWZEezbK3ezeJsG4u9SzgwcIQJZZrUkTQ9g4NctuRcNKfG5D6JOlTPgeGnSVUXHpAUTeFIoofmQB0luQAxNYFD15jsm8Jf7ptPXziJ23aRnchizpi4l7ibH3/8Ga5/09U88+xzTPpmUXwqabLCudL5ut5P964BvFf/7IKpyHhUU1QF27IJj8xaS89b6FB0N5Cb37bf8rK5re064IO/4xIuUuSVjps/TEQx184NpF+s4cuBEMJJIYL8TSnlN85YVkMhpQCet/z6k1piSSltIcR/A58QQtRRiLa2Ap/4X/Tx93EyKvsD4F9/R5tTkrMof4HlL/Tdq5KioH2V8NZNa/5zcW3l+xQhaK0oe6jc7702nEgZJ5dfuqRjxfVrl/2q1OtpiWeyk9euWnLzvfuOPHFyee/0TOqWjauzKxprlmmqqkzGk5bPpf/bWDTxw3Kfd100k9FbyktwaBrxTCZf6vU4Sn3PG9/rmrqSMwRtz9TMz8r9nk94dWepqij4nE57MpZQFtU+X1nL53w+dXbv2CRv8frQmqqp6h7BkRjmiFHIRx+cje57zOtry0tZsstREIBup4OKgI9yv7f6xGzsa9+YnnXunI1wXkMN/+gOsCXow6nriHSGSr8PRRHg9xIenyaUyRFJZ7jU7eEBaTPbVk9/OkvD4ARnC0Gzw0G/YdDj99DjdiKjBiV2ocoYLbU0NdfRMx1BGZkiZEsGcwYrPR4q51IkAgmFnZrJ/SGD96f1+Zn41ilB7IRtM2maKIpiVzkKBxU3TVynpD84hPJbHoo/mJ3puyIQOLtNd65v1R3vuCIQvG5u0UWGtD/DGa/6UidSKeCzp3z12G21dZ+83O//XA7oieY5stDDrHEBOe9W3JlZ3nLtdfONS6qDlGYCTBPFGDEIZNzsGz6Mq8PJmL8QuPhJZIq32u+hv24PVtIgu2+UETGJq85FfbqGfnsExSloDzTRPzmMI6cy7Zllfdva+f1UtVaw88B+vF43vmMuwiWx+apmxxJ9tAdayEXMiengVHXSTHPt2ZfQ2tGEbdskhyIooQTuKe/pg2VL/KV+fGEv44NTuYEjI3o8kRBOp04inKS8vhTVoZKMphjNTuGqdpGcTZIP5xmxJolFE+Ss3GmbVBxK+cm8OadHn8qmc022KVFVgcOtC4Czbr6C2M/vY9qVoSzl5k0N1/Dg1HPF+2mRVzMZCk9pf4iozXF67ucrDZWCvpk99UshxLkUxGsPgJRySghxALhaCPHRk/muL0Bmbn3H72lzJt8H/oFCBHbRXF/u+WP7+Pv2L6WcFEIcBM4FPvx7KpWlhRC9wCXMVUA8hUv/wON5xVOsFPYqYEFV+YKO6vJbVUVBCEF7Zdnlm9ubX3NGmw+Uej0tAAG3q6qlvOQjpy4XQqh1JYFbtTnv16qAb0lHVcVNdz67/7vbegYvM0yr1zEXaQy43Y5IOsNsMk04kWJoJkIylzstKghQ7vcubyorLS33eynxunHOzf7Kn2Jqn8oVrr0lNRXkpM2PIhFURaExa7Aub9OcKNwTF3Y0r42vWFDS31JDZ2fLafsxbZtHwzPOHbMR1jbVs7KzlUcqAsxYhZRSTdUKYnYOt0Pj3ESOGmCnkSPe0UiF30dDaZCJlhp2K5IDmQxPB9z4lrbja2vAubwD2+elyuHQTX9BNGkVJfSs6GCHx4lDCIKqSncux6BhMGtZvOMZuCrh4olEgmOZjHUok7G7szl72MjRl8sxY+ZZ5vHQqOvK1lRy6+50+v4dqVSifG6c96fTw7vSqdOezE/yYDw+8/Xw9G8a9FNmowFeRa18ofZn0qzr5ytC4BaCZV19UGKRYAFLgwu5/parmB2LzreNTiaIhi1Se5J43C7yVTZhLYbmf16fpUIJ7p74GY/ub+PuR9dx35MBkuSQtiQxkURRBNcsvYhrL7iUm268Fk+5h9WXriCdfH4CbXQqTjQb46KGTazYsBRntfO0CluT41PWVe84u+KtV13PpS3nUF1dONSp/jBt54YILo6x6vJSAoNlSCnBgNUVy8CBHD4+Opybyt3YvaP3n1qXNLL4rA5KaoKER2aZGghjpPM0VdWSm8rhbnfjanShtzr52YP3UUYICs5q2Hkbd9jZ9Q+/+eCTH/vV++7v3TP0A0VRzNZVjTQtbyBU49eGu8fwBr00tS3mE4E38ZmF72Y8MyOfGzrxH3/IuSlS5JXInM/sHcCLFQgwgZ++ktMNpJRpCk4CbxNCtAIIIVZTsKk6ckbzDwJNwE/moqkIISqEEP8shFg41+bE3H83/RF9GKDgKvBuCvm0/yOlzJ2y/I/p4+/b//spFJv477mJZwghdCHEOiHEj4QQJ0vdfwZYL4T4JyGEa+7fpzj1VdOrnGJE4VWALaUpJTZzOTFSSmzbPu1JTDyfLzP3WZz5sGJbtjztidq0rCzAAwePPfX+izYdAuanw6dzRrSuJBByORwYppPRaNx/Zr9mkukj8Uw2HHC7ygHCyRQLayqZjCcRQpDL52FOsFQE/HhVle0jE6yKxlAVqLBtJt3PR3BdDgdep/P52QgSMkae7z3zLMOzMa5c1sk5HS3MpgpCu9WG3tEJ0rpOwOXEOWef5U9mSM1N1DoU9KCrCpZt43Q40DSNCa+TZhusitD8vnWHhgz5kOksnszz17dE0mxLOl0ujmazrPI8H7U+msnQqekoTkmJqqpduRyL3G52JpO5MlV11uo6+zMZfELIvpzxUKfLWXNpIOAfyueRQE7K448kEhEhhPNsr7dzayrVPTfrdZ6uXO7eNt15hVtRtMl83kpaVv2vW1q7wqa585sz4b95Lj1ncnsGMcsaOPVzymHT4D7GVW9oQVEUJnqnGDhYeEbpOzZEdnGUpZkFXHblBUQn45xw9rJv7AjUFn5G+TGD8UQTK1cnUZQkh7qXkDs+S0vjOItWL6Brsp+a+sJbu8RMCqezELU+sv0YwfogalagOjSuOuciguU+EIKuJ/qY9Mwg85KaZAUt6xvVk1XLFixvYaJ3Ck/AjVDEfPqA7tI5f+lGfrLtDuuC1o1GuRZK7rvv0CePfvn4d8uvKG8/LLs3LZxdQLA0gMPlmPeXBVBPaFhxC2fl8wGonJZn1calVI6Us2v3fiaOTW5/+9/eeJUnUJhlmE0bS6taKubvk1UNFfz03nuZfGY6l0lmf/VM6tn6QMQ9MRGd+a+hR8aefKFzUaTIq4ivALfwuyeGnfz+qy9hn/633ALcDnQJITLAMQo5racVPJFSPimEuAD4F2Bwrm2CgvVW/1yznwNvAB4VQsQpiPp5H9jfw/eAO+f+//b/bR9/3/6llFvm/GU/R8HdIE/hHB2ikKM7M3ecPxZCuCkI209SSEX4d+AnwPkvchyvCoqC9lVA79RM/1s2rfni4trKj6uKonRNhH9+/8Hjvz6tzfTM10q87gtDHnddMpubHZyNfPWypR0XehyOMgkl7zh7bVXf9MwPvU79bz26wz8wE3n4qRN98xfY8YnpjyuKUunStIXJnLHD49Q1l8NxGYCuadSXBM8VQoirli/c3FJe+l4ppRV0u/5939DYTc1lod94nLrDqToQQlAd9JM3Lbomk2hz+aNpI8+6xloOjE3xyOEe3nXuOu6ammV6YOSMG+fzD/3jsThfe3wbkXSGK5d1cv7Cgt6uCviZzeU5byyCK54lvLCKmWSaeDaHGJ9mfSTFlCLoqqugrrEGKSXjsQTVAT8lWYOVKYOn/C7EKY4PUkpShoFtmpQMTxI1LcZVhWg2w2yJFy2Swp07/f5+stwuAkKaRpVtkbQsrggGnT5VpSubpU5VqdJ10eR0fu67zmTm3rV5hIRL99lURhXXe8rKF/+6ueXnzbq+aMgwej9QUfGGr0xPz3sDf3J8/PZ/qKqeaHA41qhw0Waf71yABU7ngpyUo/yO2an3xmP/b6yETZVux+KjZZLHho8YGzq9uqIU7FOr2yoxDZOR7nE81S7koMV5r9nE1ECYiqYyNjeso+F4LQf7TzA5Njl65frz6tS1QZo6CmKwo2OcndtaWdoWxOf3UDYYLIxhNI2VN2lb3QzA7HiEgz9+IPHWQ2X+/1hxLeFQLbWhKd7wRrjukivo6xri0b1bKW0NnnrqAZg+NGkpqqJGJ2OnCdPpyCiNZXXqhqtWuwG3oql/U3V91b7yy8rvc5Q4qu/re4KN0VU0VdaRiqXxBj1EZ2Ic7u7HFjZWzkJ1Fs5dla8cRVVoaKqlvrGGH3z1Z8slcr70XNPS2sapobDVsLBWBciksqQdGfLC3D/45cGbXmjsixR5tbL5nbce2Hb7N27ht31ooSCiBHDLy2TZ9Rr+CM0ipewHLpzLVVXnIqIIIV7zAm23UXAD0AGXlDJ+xnITeP3c8hCFt9snfWh/X+nbn1OYuCWllJP/2z6+yP6RUu4BrphzTQgCkRdyaJBSfkcI8d25bcTmcn3dwP2nbu/VSlHQvkr40fY9n1zdVPczh6r6nu0f3nGm48CDh048t66lYX2l37sqks4ca68sf/v6lsZPTCdTomouvzRtGMktJ/rfMRqNnzg2PnXk1HybR490nwA2n3Qz+OvzN5z2KtyW8uy3bFw1Xl8S8iLwqUJhbXP9pp/u2rdGCPHJlfU1/xrJZRQAy7YJJ1Msqasmnim8cnY5NPKaxrrWRrb2DDAwE6GlqoyZ0XFRWEcSTqSYSaSoLQkC0B8upJde0NlK3dx3JzE0VU6ZJmulFD/rGcIoDxLPGnicDhy6g7QiCDTWAIVc1ZqgnxPDEwR0B7s6GjAyOaRhMBlPoAqFrGFQG03S4nbjURTs0SkWu920KCqH03F2VobwC0mHIVHm/GwzlkVvLkfVXAqBKkEXAt+c0O1wueZdEk7YBs/d5Hdn6goR6dG2HOu+FYme7fV+rN3pXDRkGKhCtHXozv8EzhZCqG8KlWzOSTtzdzT6APDAL5tbTst1Cqlq4+/6vdwbi4WFEEtr3lbzX75O3y2qT3FvHdye5EnDd/YFZ2HbNkd3djGTjrB2wwr2DR7DNm00XcMxl/fcuLAOl8vJs+P7bCOeZ+Gm0Pz2axo8mNNbSTeV07ayifLGUk7s6EHTNdrXPp8yUt9Zw+R3/Z7vLbiAmYZ1CGDcquOR+7dx3kWCrrF+rAYbTWggIDmbwhNyM7lzjGu0ZerXHrmf3qYpDv7iOCYmRj5PKpKhrqWKLY/t5JyL1oODBd4F3rc5ShzVAMIp2H58d6y/a8wXdUfUgMdLNJ8gHUzjq/aRm8iRTxq5zoY259oly8mksnR39xEfT3Ldm6/wRafipKMZKhrL6D8xbJRXlOqTfdNkc1mO9HYTHY49FD8c/9vfNfZFirya2fzOW+/Ydvs3jlKw5rqZuUphwE+Br75c/rNSytkXb/WC6+XO+Pw7tyOlNCgUPvh9y6fO+O53lr59oRK+/5c+vtD+X2B/v3ec5oRu5JTPZ3rhvmopCtpXEXsHR3/vjeS5/uFRYFQIoZ/f2fZ+TVWEpijz+aUeXfctqCo/79Gj3Xf/rm2cFMp7h0Y/61CVNo9D32RJ22/ZtrPC563K5PNUB/2Yls1sKt1a6fetuHffkS9dsmTBloaS4ANT8WRZPJOlrfK0QkoYpomiCFY2VHNodIL7DxzjjWetoCZYmHw5EYvTVBaiqbyEZ3sLE5FaK0qZTaTY3j3A+rzFaDxF3YIm8qZJMp8X9zSUGcl4ShceJ1reorO6AiEEW0MJpsemaLcsHHPi0rQsVEVQW12Y0Fni9TAUnsU3HUGVkMsaOJ06GBZNcxO/mtXC5bEMQSSdI76olXsHx+iYiqFKm7F8nkanjk9Vydk2e9wOOnMvnH7W57M4KWYB0o1OYkHF50iJbG8uR4PDga4olKnqpk9VVd/ynfr61272eF+fl1J+pa7utg+Mjn5kwDAe7XQ6NytCkLNtuyubfeyKQGBN3LKmQ6paea7X93e1DofdY+Qe/MzExJ0A3gXeK501Ti+AtkjzPbF1+9Thnq5KKWySrgyKKdD2O1hVu4j9zxxhwfLT85fHh6foZqgh3pOkvKGU8oZCbYjJ4RQTcZsbNhZSzFRNZeGmBfzwO3fTsrIRVSuMeyQcY8GnL1V3/DxwWsL+sX2z9FhP4KzTUYaxV165WFEUhSce3I63xM3ChW3c27WPxrPaqE7Wsz21F7WscD5yVo7x5DSDgXEy9+eQWZm3Dfu02dY5K3/o2PDxHqF63hZz22i6gd5ZSGdwVjvRRpWJay69uOn4zm4ePriFZCiNdElSBzJcdtF5jJ6YSB984tgd2wf3vOU9b3vTfK5vQ2cd8c/Ev9D9QE/3C57oIkX+ApgTre/Ydvs33sWcm8ErOWe2SBEoCtq/VCxb2jkovEo/lbSRP+3p7uLF7R1NZSU35kwr+dTx3m+NRGIZgGf7hieAy69fs/Tn1aHAdTVBP9OJFA2lIYQQxDJZhCI4f2HrfW8/e+2PHzva8/63bFx9pDLgO9fp0MjmTdz68wLOMC0qfT7GonE2tDbw8JFujo9P4XMVPGTrSoIYpkmpz0uZzwdAuc/D3wZD3DY4zFf7h/hiTS0DLic5l057ZTmAbpeXsaN3wFpYG1BPio7yoJ9oNsfQTJTqoB8pJT0jE/HayrLAqcceMExuSBYmrZ0w8uyVFuc7XadNVDqJKkERAmdzHX2z8amzpaN8xrRG+lTROCBNZr0ufB1NHDzWl6pN510BTVOPZrOkLQsBeLMWrlGDbF1BVHkGcxAzf3bQzPRvcnteqyuKA8CnqqJN19+zzuPZLIRAF0Kc7fV9aLPX963t6dQ/Z2X1RK3Dsag7l3tugdN58+uDwe8fymSspLTVMlUDIbjA4735H6uqc8B9QhPzuc9CCLwd3sqUyGAlLRRNwZqxiMZmGQhOQgiGto1zmX4OocoQR7efYMvBZ7Grbcz+LL++/yFC3sX4gtX09JRz3cFRcsksTl/hHOYyBrOeGA88+QRLGzvJ5nLsPrSfyzdfQJ1vmDFrOUJ1osenuHxwmF9VfRIj9h+46jN8/1d340LHbLcRQjCwc5QrNp+Hoij0hgfmxSyAXqdzRe359HZlGckcptTnCyoO5bWp3lTY3eguz8/mR5NHkv9cUeb8V7nOiZrI4XomMZloDVSouqrYpi1n++LfP7LtxM2jkcnOZKighYUiOJHuY3N0DU6Pbv7XO3/w3uaPNzdueWbXJeeesx6AvY8eevSpH23fyg9/3+VXpMhfBnMTxV4wT79IkVcaRUH7F4iU0rpp/cp/9Oj6l52a5hmaiUadmmrGs7knn+nqv+1ku/M7W5s3tTc/UubzNAH4nPoFQohrT+betFSU1r1105prbVuiKAoevTDRx7Yllm1THfAD+Cv8vve+bvWS7Scmpz9e4nFvqQ75taHZCD7dSTpfEIxCCGbTGRbWVtJRU8HeoTGePtHPFcs65/ttSbBtSc4uRDmTWYM1Hhc/bGjk7cNDfGR8jKt1hSXLOoikMpi2TdbIUxv0q7m8eerxIwQE3S5ymRwVfaPZa03Ltb0kQM40cWoa6ZzBopk4J9N3O3WdY9EoGdWBQ9NQgahpEtI0hm2LqfIgTmA6nhx8IJPa/KWJcDZsWdEPrl62o669cZ1vbt9T5aH7P7/nyD+XKOriawKBT6/1epdIKTkuxXDTg8xE25NtKtjuvenbfzw68y2A7zc0PNoGV57sf8K2T6v4ohSm1qlz5+XbAF+oqX33eo/3yt5cDgPUdt1JjsIFnZRSa3PqZ0spf9X4/sYf6hX6B4QiMMIGqlfFjJl4WguT20yfyaZfjbNOGhx9bQeLLljMwd3HWLluCcvOXURZayn3H3uCbLWF4hWMVR5ExA6xZsUSZj212MOzeIKFbU0PhnFkVAbkKEMT49g5m+xYhkcf30K+PIc3voeVW4NcNpVkZ4WPqkCU2YQPO5FSyvQQQhMk7DRW3qJcCRGemGXZ2YuwHTb7jh4vxIkAPeWgvLoUzR1n34MJpuwpRfWpC/Qqneiu6K+XOjp/ra3QfjVUP+4VgOlSiCzQq9TDqZ6YJXvNhPk/119w5TXPzRzsrKB07vcyZ6VmCYRQGD469mMppRFcH7xpa/K5j3Qf7l/mSGhbdnzruX8/M92nSJEiRYq8/BQF7V8od+za/+22yrLf+JzO8oMj4wcB+8wk8bqS4KUnxSxAfUnwqnKft4q5nB+/y1nl1XVNUQRj0ThlXjfjsQRlXs/8ZC8oRC7dDkfDzt6hn1y5vPPK2XT6Y15dT6Xz+RrLstcB6KpCZcA33/7alYv53jPPsb23UDRlJpUm6HZxbGwCc06cKkLQqymchcKPGpt46/AQ9wyOMKbCVcsX4XI4mIjGcOtuFEUwGU/iUBUyRh6HqjIZT8SXTcf6L1MdK1Ad2BMRnskaSKeGaVpsMG2YK4SQs23GFHb15HLr66UkqCg8l07jVxR2mfnBVNTzqCOdifdMz3z30MjEfNGK5fU1l50T9H7P63Suz+bzx46MTnz8qVhsADh6XSi0dXM+f33StjP/NDnxI9n1wv6FO9Lp97kV9fagoiyZsazn7oxG3u1VlG+v93iuMUFuTaX+c2sq2XXqOnphEgGzpslZHs+8IBswDCiU4e0BGP768Ieq31i9Va/SP+jt8G4WmkD1PD8ZTvNrZEWK7lrBYaufY0/2s7p5BWX1hdSC+qYa6g+WcsI9Mu8OIIOSodw4G85bSf2iWoxs4bBMw6S6u5LB3lEsl40ZM3E0OAgHYqheFbUSDvinGTT8XP/ai1jpM+g6spxUJs2qtUuQUvLoY89wYPoYg5XjbGpdixCC2sZqzo2s47muA7g9btZ3rsIb8HDP1kdwdkrAhZQSY9ygekHFpRecs/Ga/okRMRQfB8CYNnB1egHa/abdpjzL0YVnt7/hyft2Uh2ooD5bxbBjApED77TbfPrHO97269se/um33vNDYrtiM8DH5wfszLnHRYoUKVLkFUFR0P4F0zs1M0yh/N4LksjmJizbRp0Tp6mcMR1OpqInlx8amTjYOx3es6CqYk1N0M/x8SmcDo1ZCel8npDHjRCCSCpNOJlquGXj6vfF07m9DaUlB/OW7Z+IJyZKve6CoNUcZIw8nrk0hAWVZbR53PTOFHYXcDmp8Hnw9o1ywFt4La9rKodryjDiKRy2gzetW8H3Dx9nV98INcEAm9qbUVWN8jnfWFtKhmaipHI5Kv0+dE2bqRkOH8GtrQBYZkrS07HojuqSrC2JPRJwtZyVyOkOaXPE704/mjDfUGuK14zl853bMulMY0nQO2lbR+6amPiv3zWGB0fGI8B1L7TsF9HoBPB1gE/9nvP03ZmZkzNdhZRS3gIIIV7/7tLSCzO2TP9PNLLtzBlIW1LJO1t1/W1uRaw5NUXCJQR7c9n9n5yY+PYnmJ8A8IvK11SecNW57nFUONry43nTUVLwOJNpi2POvHH84pCuALIUDk4cZyNroLA+i3Yl6eo8ff8Sidvrwsga6K7C+ZqZijBWOQ1pgTVk4l/pxxjKoXqfF9CiQqF+phqPrxBuDXp8dCwp5O0KIairrKZLH0DakngiSQWFXOylyzoRYUGoJkB1QyVSSmZiKZS5OgtCCKQiqXZXukpqQug+nSNbuon5EqcZ2imaIqxSs0NRFardFXTZA7So9bQnG5iYDudHpyY+sus7u3/Cv/+eE1akSJFXHEKIWgrVuE6SBaLAwO9wIHihbdQAtRQqoA1JKYvpFq8iioL2/8fcd+DYfUGP6wu1wcDbTNtODM5EPiqlnHfCl1KabRVl54UT6c+5dO0mj8NR4nE4dK9Lp8TrontyBrdDI5bJyIsXLXivogjqSwK5qXjKWVsSwKEp0jRtfE4dKW0UIZiKJ8G0aJmO8sXySt4xPgqaiq6qePvHcJUEqPM58c6lN8RNk/7qUsp8XkqA650O7tl3hMeP9VLh9xHyuOaPRxECXVOo8JfiUFXz8OjE153ZbE+Lrl8bUFVv2rbz44nkR799ouu7ANevXXa91VT5AVtKa2g2+sXj49NDzAnQj/DSc2oEfe4G/AgU/HPO5N5YLHyBz3/RSpfzZreifrbN6SyTUnI4mz341ZmZ9We+Fp/69dRh3yLfWa4G14o3DGtvjW8Qb016BJuP2OwNKLMUapoDkE+niW7pgUofngePs2zvNPcaDcN593SDo0JDzaisallMeWMph+/Zh7++BFtV2D10EKVCKczBdQqEEDg1HUdKI+8t/D3xp724T6lApygKlmnNTyKzDJCmRGiCbQO7sS0bj8vNvkOHKYs2Up4NsGtLP4mIh3pnKaM1U4U0mJRNh6eZNR1LkVLi9Xu44YIr2LvjEAdjR1NmDV4AaUtik/HfHN/eY1+x+YJrdu3fR1//4JGBZ4e/ljqReiDdnR75E53OIkWKvLS8AfgPCv6rcQr6phKoEUI8A/yHlPLBF1pRCPFOCrf9BqBrbt1OIcQe4CtSyrtegv4X+T8iXsCq7KXvhBC/llL+ljdckZeGk5HB37V8eUNN5+VLO7ZWBfzlAJFUmkTWoLEshG1LIukMZaeIlKlEEkUIgm7XvMtA72QY07bImfaPBKxYabEiaOQZ0VTi8RgVFnhCAcYqQzh1Bz5n4fX2RCxBPJOjxOtGSomuqZiWTTyTpSYUYHg2Iv0ul6gK+Elkc5iWzdBspEtT1UM7egfffmJiOvGhisqNzbq+fiRvHP63qanH/qyD+TLw9tKy5uVu17Uxy4p8ZnLyf14sx/NHjU3fXOfx/PXJzw8pqePffpcn6Chz1EhT4nsmzn9udeJSVRxCsCudTn/qjV/3WKk+FPPXrKt30bCwmqnpWc46ZxUev5tju7qP3f2rB77krfasWNG28O2HzZ6AETZwNThZ511BTMZRhEKTr54dx/dw2dnnUlVbwe6tB+3pcFg55/wN5LKShx/3MRQ9iqftWaRlYyZNNIeKcCmofhVll5q5lLOcZULjqcgepWfBDE5Lty9Ze7a5eFWHHhmPzg4cHDlQ3Vax2cjkmeib2v7IPU+/27He+Y+qV20yJownhv9r+LOAesWtF15kZIzM49/f+szv+/0X+f/au/MoO6o6gePf39v7vd6TXtLpJqSTsIUlkABB9kUERUEHUBCUGXAEHAY8BzWDiohnMDNuARVEQRgVMMpREZB9MxA1QAwhBEhIQpJOOr13v6Xf67f95o+qDp2mV5L0Ar/POe+81K17q27VSTq/vnXrd80HVcOiZR6c2evJ2sXHT+i54yJyDU5Ae7yqPt+nvAZnudfLgf9R1UX92t0BfB74GvDT3hRa7gpb3wJOVdUDx+QizG6xgNYMaVbFlMhJB9SvPKimar++5a827OCQ2mpUlZZYYuf82N5tEaHCnQoA0BJLkNc8qzZve3ru9Orja8tLd6ZAaI0liCZT1FdOoSWW2KVdVzJFeyxBJBQkmc6QzedIZ3JMLy/m7dYO/B4PhQVBwoEgkaCfjkSSyuJCvB4P63a03H77c/+4HLOLRZVVZ3yypOT+Yq83klXliVjsxsXzM/eFZoQ+nG5JS+SQyOWnPZM58Ni3JZdK59v+6C1avPb8xT8UjxdfewNLn/0RGfJsDeQgGOLhct9Pn25s/cqWNduSAGdd8+G57eGu73T4o0dnWqQomJpTNP+AEAfkPWx/8Q1W1qXJxLK0vtp129svNl8d3i88wx+at7DwmEt/7iutKgBIbPjbao/+4q5gTfDM8Ozw6f4S569LdFX0B1uWbLkOyNZcUnOhf6p///SO9PLDyw5qnlpbPrd5c+tLj/z06bW9+ZTH7y4bM3k1LFp2GHANcAHv5KG9D1hSu/j4MctDKyIzgWmqutxdNKA3sFzb/9/3YAFtn/0/x1mG9jRVfcotuxj4FfBlVV0ySB8+pqoP76FLMnuRBbRmSCfsV3/KqQfOegqgMOSMmsZ7nJRYtWUlFBeEaInFyatS4PfTFI3nSwpCHq/HQ2EwsHM52m0dXQR9PtY3t+Qqi4q8lcWFpDJZvAJ595hecTIpFIUCBNzFCpqjcbrTPZRFIvg8HiLBgJOGq6mVOdUV5PPK1vZOPAKJdCZVXzElFHAfX2/vjC7/wWN/PXYcbtuE97XKqhPqA4GTGrOZDd9uarq37wiliAQiB0bqE68nNqpqWkSk4pPX/bigfsGV3o7tLF12C4VucmNV5c729nN+0NL8wEDnERHf1I9/5WqfLzTrhlW/PeGEgHduXpVn4vG7rtq+7dK+551yxlXnBapmXaTZdDS54cUbu/7++/Ui4q27su66QEVgfqYzs3bHfTtu6GnqGTTxuTFm9zQsWnYBw6wUVrv4+PvGoi8isgRnZHU+sBTnv4t6oAm4QFVX9Kl7DUMHtPviLGV7v6qe55a9DMwEqt1FC8wkZgGtGdJhdTVzzj78wJUdiWShOrlYtTkWf94r0januuKctniCSDBIWThENp9nY0t7rDwSFtDCHZ1RphQV4hEBhOllxXQkkjS0d1BZUkRVcRHRZIqeTMbJU1tSREssTnNXrKe8sDCWyWVpj3d3Bn2+2nAoEHJzzwLOVISA10N5YYR4qgePx8OahsY/LJhZ9ymP+5LUG43NP/nFX1dcNU637n1FRKRg9tEHVWXbZ30i133BRcHwpyMejzzfnfj9FxsaLui76txgPhSJhE8uLDwrkc8nb25tfcge8xszsbgjsy/jLK367oTcTpCbB+aPxUitG9BeCTwA/KeqNopIkbt9KHCQqja7da9hiIDWrbMNyKrqDBEpxJlr+5iqnrm3r8XsffZSmBnS6obGTcfM2mfznKqpcwEa2jsb1m5vPhtgSlFkQWm4oFYAn9dLazxBPJUqSmeziWgy9VJhMHhEIpX2eL1QFo6woamVmrJiDqmroTkapz3RTXkkzOZEkullJXQlk2RzyrwZtUEg2ByNv/73jVtP/OeW7e2fPXpeVFXDvW/0e0ToSvZQXhghk89DPpdpS3QvWbVl+4qphZGFsVTPuqdef+tb43bj3mdUVT+78PAz59bU3xTwef2/3NGyYtsrb173YDT6zEgf7S9PJLqB3wEs2ZudNca8V9fgBK0DBbO45YqzLO6/jVGf/MBdqtoIoKoxEbkSeB24FPjuKI7VCsx2/1yJcz1Ne7CvZhxZQGuGdFjdtPmzKqfM7d2uLS+t22dK6akPvfL6/ecfdeit4UDgpmwuRyqTpSuZ4siZ+5DO5iJvt3UsCPm9JHoyBD1+phZFKIsU0BSNUxAIUFlcyObWDoqCQTweIZ7qoaM7SX3FO0vmTi2KHDi7YsrGhfV14Z5M1rO+uZWycBhVJeT3kUxnSPSk6Uh051tiia89ufatZcCy8bhP73ciEvyvj578zaDf5weYPa3yqM6e9Cz9x6qnhmt748mhUyojUv3ittzTd/4zPey65saYsee+AHYBw8cFPuDChkXLLq1dfPxYPWV5oe+Gqr4hIm3A0aM8TgAnnRd9voO72TczQXiGr2I+yARqkul31gNIZ7OkMpl9AZav37ykozv5QCQY0HhPmv2rK51UTX4f00qKqCwqwucRZlaUE0v10J5IAs5LYwDhoJ+tHZ2ks1neam7BKx6au2I7z7W9I8pR9XWFsyqneg6aXo0qFIecYFiBnkyWbC6Xj6Z6/vt3L67+0Vjelw8gEdn154VHZNifH0vPDV//1WMDT1y+IHDPV48NPPMfRwVmDNfGGDMuChh5cBdk59p9e10eiA9Q3gWEBygfkIj4gX2BjW5Rk3uM/QdrYyYXC2jNkERkYzSZyrfEErTFu2mNJcjm9SWAho6u5O3P/v2cJ9euP93nldSu7aA1HiccCNDdkyaXz1NRFKGmtIRMNse2ji4y2SzNXTFyeTiktoaZFeUUF4TY2NxGU1csl8pmdq6ABVAWLmB7V4yNzW1saGpp29LR8bnlG7ac8uvlK4dat8DsAaqa2tLW+b1MNpcD2NLe+cKKTVvvHaqNiMhh1Z4rQj4n8N1/qveA02f5LhyL/hpjRi2Jk81gJHrc+mPBg5MfdicR8QHTGWLhoAGcCYSAh8FZIh74EzBPROYM1kjcVRnNxGcBrRnSys3bXmmOxW8KB/y5cNCvbYnkT557c+NzvfsXztqndk5VxeHb2qP3vNXU2gqQyeWIp9LUlZfh9Xh5s7GZ0vA7v8xXlxbh83hoTSSZMbWcoM+7MxtCOBhAIflKQ+PCdDab6/veUHsiiVc8mdZ44vF7V6ye9sir63795Nr1O/ti9q5f/23ljQ+/+saHHn9t3ZmPrH7j9PVNrdHh2mTz7PKLTndm121jzMTg5pm9DyebwVCywL1jON1Agc/1K7sIZ5T4TyM5gIjUATcD24Bb+uz6Ns4o7Z0i8q7RXhGZDvzf6LtsxoPNoTXD+tXyld+cObX8Do9HfBua2zbc7ZYfObOu8uQDZj1aVVw4N9GTpjWeiK1vbqU8HGZaaTEA00qL2NTcSjKTocDv5BKNp3rIap66shJ6sjmk3+sHOc3nH1uz7qXj5sy8xu/13VJSEJJoMqUbmlqWNnTFrly3o6XDlm0ZH8vWbVoxfC2Hqurd5xR8vbxAbq0IS8nfGnKP3/Zi+uef2ZsdNMbsjiXAxQz+Ylhv+c1j2Kc0UCgii4HngMNwFjy4X1UfHKD+Ie6TPR9QARyHs3DCRuBCVW3vraiqm0TkDOB+YLWI3AasxplrexxwBbB2b12Y2bMsbZd5z86df8iFx8yecQ9ASyxORVEhXd0pgn4fIXfEtTud4c3GZgI+r7PaVx66Uim8IpSEC6goirChuZ1wwE9hKECiJ83bbe1//sPLr50NTk7UmVPL99nU2r5ZVTNDdMdMUIdWeadOK5LqxzfkXh9Jei9jzPiZoHloC3CCy4+5ux4CfuEuEd5b9zyc7Au9eoBO4A3gSeDZwVIFikgI54W4k4EaoBvY7LZ7yH5uTQ4W0Jr37CMH73faKQfMetzn9UrfFb6ao3HyeQWUbD5PbXkpOSdHLftOKWNHNIbP46GquIjOZJJYsodUJqPikc7OePLPv3v51UvtB4gxxowPNx/t1cCFvLNS2L3AzWO8UtgS4HJVDY3VOc3kZQGt2S0XH3PEjdPLiq+MJlPZskg4VB4JlyTTme6t7R35kN9fuM+Usp11t3V2UeD3UxQM0BLvJujzURgKsLm1o/nZdZtOerOx+fVxvBRjjDF9uKm8CoDuMZwzu5MFtGY0LKA1u81dYzt/7OwZM6tLio7uSCTXHVhTeSPKR2dWlO+st6m1nXQmm26KJp4vLyx4uaQgdFR7Ivn2E2vXXdXYGYsNfgZjjDEfNBbQmtGwl8LMbuszPWCj++FDs2dcVj+l9I638vkziwqC0pPJks/l09FUz9UPrHrtZ+PXW2OMMZPERvotqmDMYGyE1uxVIuI5eHrVEXNrqg7p7E6tf3TNmwOusW2MMcYY817ZCK3Zq1Q1D7zkfowxxhhj9jhbWMEYY4wxxkxqFtAaY4wxxphJzQJaY4wxxhgzqVlAa4wxxhhjJrWJkuVgDW66J2OMMcaMyjZVvWK8O2HMeJoQAa0xxhhjjDHvlU05MMYYY4wxk5oFtMYYY4wxZlKzgNYYY4wxxkxqFtAaY4wxxphJzQJaY8aRiJwrIioi8/qV7ysij4hIl7v/EhG5yP3zwXvw/AvdY56zp45pjDHGjDULaI2ZmO4ASoF6VRVVvXt8u7MrEbnWDYQXDrL/t+7+kLt9mrutIvKlQdrc2adO6SB1PuLu7xaRkkHq9D2XikheRFpF5EERObpf3XkicpOIvOXW/cmoboQxxpgJwQJaY8aRqt7vBqyrestExAucCPxFVdv61P2NW3fNOHR1T0kAl/QvFJEwcJ67fyiXAY1AEPjsMHWvUFUBAsAZwD7Ac72j4W5AfDcQBz4/0gswxhgz8VhAa8zEMwXwAcnx7she8AdggYjM7Vd+LhACHhisoYhUAGcDPwQeBb4wkhOqalZVXwKuwAmEr3DLu1R1nqreBGwY7YUYY4yZOCygNWYEROSGvo/Q+5Qf55af1afsMrdsjohcLyKNIpIUkcdFZHa/9rvMoRWR7wNN7u7v9Xt03vs5uN8xKkXkVhHZKiJp9/v7IlLQr94CEXnW7cs2EfkGIHvuLo3Ik0AD7x6l/VfgYaBliLaXADngl8CtwDwRmT+Kc7/hfteNoo0xxphJwAJaY/aer+MEpwcBRwMzgd8O1UBVrwWmuZtfcacYiPvo/OL+9UWkElgBHAN8GigHPoMzkvlnERG33gHAs0APcBhwKJAGrt29Sxy1PPAr4CJ3agUiMhNnisXdw7S9FFiqqu3AI8AmRjhK69rf/d46mg4bY4yZ+CygNWbvaVLV21W1Q1VXA98B5ovIEXvwHDcAlcAnVHW5qsZV9QWcuaanAR9x612PM7p5vqquU9U2Vf1fnKB2rN0NVOPMawVn5LUF+MtgDUTkBJyA9FYAVc0DtwMXikhkqJOJiM+957fiXO/tu9d9Y4wxE40FtMbsPQ/32+59mat+D57j48A/VLX/qOMynNHYE93tU4HnVLWrX70/7cG+jIiqrgeWA5e4I8ifB36jqpkhmn0BWKmqK/qU3Ynzwtf5g7S5TUQUJ4h9AtgOnKyqK3f3GowxxkwsvvHugDGT3FBzUBv7bUfd79I9eP5qYLqIZPv0p/cDzgtmvd9NvNtAZSORd78H+6XY069ef3cDP8Z5GWwGQ0w3cFN4/QtQ4Aao/X0BuGuA8itU9WeDHdcYY8z7h43QGjMyvSObRf3Kpw/RZqDga09rBR5WVZ/78aqqp8/c239367UBVQO0H6hspOcFmDrI/kogqqqDTWlYihPs3g68rKqvDnGui3BGm3195xS784oPB44ZIGuCMcaYDxALaI0Zmd60Tv1X6Tqrf8Ux9iBwgohUD1Pvabdecb/ys9/jeZfhBKSn998hImXAkTgvoQ1IVaM4KbzKGP5lsMuAJ1U1N8BxVuGMhF82sm4bY4x5P7KA1piReRTn7fjviki9iFSIyCLGPu1Vf9fjjL4+IiKnikiJ27eTROQeEemdQ/sdwA8sddOJlYvItTh5WUdNVTcBtwBfFJFFIlInIhEROQp4CCfY/cYwx7jIHWkddHUuETkSJyvDo0Mc6lHgcyLynq7FGGPM5GcBrTEj4D46PwcnUFsLvAykgNvGsVuo6g6c0dCngZ8BzcCrOMHkg8ALbr21wMlA2N2/BogA39+Nc38Z+CLwCeA1oBP4I046rQXDTCMYqd60XI8NUecRnHRlnxrtwUVkjTsvt3e+85f65Ps9Z7THM8YYMz5EdSym+RljjDHGGLN32AitMcYYY4yZ1CygNcYYY4wxk5oFtMYYAESkts/80cE+T453P40xxpj+bA6tMcYYY4yZ1GyE1hhjjDHGTGoW0BpjjDHGmEnNAlpjjDHGGDOpWUBrjDHGGGMmNQtojTHGGGPMpGYBrTHGGGOMmdQsoDXGGGOMMZOaBbTGGGOMMWZSs4DWGGOMMcZMav8P0gklir7clxEAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 489 ms (started: 2026-07-16 01:07:12 +02:00)\n" + ] + } + ], + "source": [ + "ds_ctrl.plot_unified_layout(\n", + " layout_key=\"unified_UMAP\",\n", + " show_target_only=True,\n", + " legend_ondata=True,\n", + " target_groups=ds_stim.cells.fetch(\"cluster_labels\"),\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "dcc41c88", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of vertices: 18598\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Embedding dimensions: 2\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rescaling parameter λ: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Early exag. multiplier α: 10\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Maximum iterations: 500\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Early exag. iterations: 200\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate: 200\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Box side length h: 0.7\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Drop edges originating from leaf nodes? 0\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of processes: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "95 out of 18598 nodes already stochastic\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Skipping λ rescaling...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "m = 18598 | n = 18598 | nnz = 258272\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Setting-up parallel (double-precision) FFTW: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 1: error is 4.72533\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 50: error is 4.58602 (50 iterations in 0.295505 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 100: error is 4.61293 (50 iterations in 0.293669 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 150: error is 4.6623 (50 iterations in 0.307821 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 200: error is 4.7146 (50 iterations in 0.295764 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 250: error is 4.3521 (50 iterations in 0.318377 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 300: error is 4.28092 (50 iterations in 0.361852 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 350: error is 4.26837 (50 iterations in 0.425234 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 400: error is 4.27193 (50 iterations in 0.426227 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 450: error is 4.26892 (50 iterations in 0.486902 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 499: error is 4.28181 (50 iterations in 0.523714 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " --- Time spent in each module --- \n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Attractive forces: 0.763754 sec [21.3878%] | Repulsive forces: 2.80722 sec [78.6122%]\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/parashar/scarf/scarf/plots.py:840: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", + " axs.flat[0].figure.show()\n" + ] + }, + { + "data": { + "image/png": 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+ "import scarf\n", + "\n", + "scarf.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "6fe62745", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 25.7 s (started: 2026-07-04 09:38:27 +02:00)\n" + ] + } + ], + "source": [ + "scarf.fetch_dataset(\"tenx_5K_pbmc_rnaseq\", save_path=\"scarf_datasets\")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "bbbe10e4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 11 ms (started: 2026-07-04 09:38:51 +02:00)\n" + ] + } + ], + "source": [ + "reader = scarf.CrH5Reader(\"scarf_datasets/tenx_5K_pbmc_rnaseq/data.h5\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d3a307fd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(5025, 33538)" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.07 ms (started: 2026-07-04 09:38:51 +02:00)\n" + ] + } + ], + "source": [ + "reader.nCells, reader.nFeatures" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5cffc325", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 26.2 s (started: 2026-07-04 09:38:51 +02:00)\n" + ] + } + ], + "source": [ + "writer = scarf.CrToZarr(\n", + " reader,\n", + " zarr_loc=\"scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr\",\n", + " chunk_size=(2000, 1000),\n", + ")\n", + "writer.dump(batch_size=1000)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "071b4be3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Minimum cell count (502) is lower than size factor multiplier (1000)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 5.34 s (started: 2026-07-04 09:39:17 +02:00)\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\n", + " \"scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr\", nthreads=4, min_features_per_cell=10\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "249ed38b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.02 s (started: 2026-07-04 09:39:22 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_cells_dists()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "cc683f51", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "597 cells flagged for filtering out using attribute RNA_nCounts\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "461 cells flagged for filtering out using attribute RNA_nFeatures\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "612 cells flagged for filtering out using attribute RNA_percentMito\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 72.7 ms (started: 2026-07-04 09:39:23 +02:00)\n" + ] + } + ], + "source": [ + "ds.filter_cells(\n", + " attrs=[\"RNA_nCounts\", \"RNA_nFeatures\", \"RNA_percentMito\"],\n", + " highs=[15000, 4000, 15],\n", + " lows=[1000, 500, 0],\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "79779e09", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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IidsnamesRNA_percentMitoRNA_percentRiboRNA_nCountsRNA_nFeatures
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1TrueAAACCCAGTCCTACAA-1AAACCCAGTCCTACAA-15.97568720.03473312668.03381.0
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IidsnamesnCellsdropOuts
0FalseENSG00000243485MIR1302-2HG05025
1FalseENSG00000237613FAM138A05025
2FalseENSG00000186092OR4F505025
3TrueENSG00000238009AL627309.1494976
4FalseENSG00000239945AL627309.335022
\n", + "
" + ], + "text/plain": [ + " I ids names nCells dropOuts\n", + "0 False ENSG00000243485 MIR1302-2HG 0 5025\n", + "1 False ENSG00000237613 FAM138A 0 5025\n", + "2 False ENSG00000186092 OR4F5 0 5025\n", + "3 True ENSG00000238009 AL627309.1 49 4976\n", + "4 False ENSG00000239945 AL627309.3 3 5022" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 56.4 ms (started: 2026-07-04 09:39:24 +02:00)\n" + ] + } + ], + "source": [ + "ds.RNA.feats.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "1ffe8ad5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1000" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.88 ms (started: 2026-07-04 09:39:24 +02:00)\n" + ] + } + ], + "source": [ + "ds.RNA.sf" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "99be0abd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating summary statistics\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(RNA) feature stats block 1/1: read 3.3s (r2) compute 0.3s rss 939 MiB\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating HVGs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "498 genes marked as HVGs\n", + "\n" + ] + }, + { + "data": { + "image/png": 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IidsnamesRNA_percentMitoRNA_percentRiboRNA_nFeaturesRNA_UMAP2RNA_nCountsRNA_dUMAP2RNA_dUMAP1RNA_UMAP1
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1TrueAAACCCAGTCCTACAA-1AAACCCAGTCCTACAA-15.97568720.0347333381.026.89351712668.028.144056-7.608287-8.414988
2FalseAAACCCATCACCTCAC-1AAACCCATCACCTCAC-153.4303532.494802346.0NaN962.0NaNNaNNaN
3TrueAAACGCTAGGGCATGT-1AAACGCTAGGGCATGT-110.91914328.7836901799.010.3263775788.014.592268-1.1301925.161203
4TrueAAACGCTGTAGGTACG-1AAACGCTGTAGGTACG-17.95540735.7500382887.0-5.55166513186.0-6.249895-19.896667-23.941763
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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 226 ms (started: 2026-07-04 09:39:47 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_layout(layout_key=\"RNA_UMAP\", color_by=\"RNA_nCounts\", cmap=\"coolwarm\")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "6925800b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "parallel=True is not supported by the sgtsnepi Python backend; running single-threaded\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of vertices: 3940\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Embedding dimensions: 2\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rescaling parameter λ: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Early exag. multiplier α: 10\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Maximum iterations: 500\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Early exag. iterations: 250\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate: 200\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Box side length h: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Drop edges originating from leaf nodes? 0\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of processes: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "15 out of 3940 nodes already stochastic\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Skipping λ rescaling...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "m = 3940 | n = 3940 | nnz = 64734\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Setting-up parallel (double-precision) FFTW: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 1: error is 4.66031\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 50: error is 4.31818 (50 iterations in 0.053052 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 100: error is 4.22926 (50 iterations in 0.048609 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 150: error is 4.22231 (50 iterations in 0.049907 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 200: error is 4.19841 (50 iterations in 0.048631 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 250: error is 4.19238 (50 iterations in 0.052027 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 300: error is 3.36544 (50 iterations in 0.054381 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 350: error is 3.15141 (50 iterations in 0.066165 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 400: error is 3.03176 (50 iterations in 0.080232 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 450: error is 2.99385 (50 iterations in 0.085176 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 499: error is 2.99372 (50 iterations in 0.077717 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " --- Time spent in each module --- \n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Attractive forces: 0.129799 sec [22.0629%] | Repulsive forces: 0.458514 sec [77.9371%]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 732 ms (started: 2026-07-04 09:39:48 +02:00)\n" + ] + } + ], + "source": [ + "ds.run_tsne(alpha=10, box_h=1, early_iter=250, max_iter=500, parallel=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "61cfbf05", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 121 ms (started: 2026-07-04 09:39:48 +02:00)\n" + ] + } + ], + "source": [ + "# Here we run plot_layout under exception catching because if you are not on Linux then the `run_tsne` would have failed.\n", + "try:\n", + " ds.plot_layout(layout_key=\"RNA_tSNE\")\n", + "except KeyError:\n", + " print(\"'RNA_tSNE1' not found in MetaData\")" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "df5bc8fc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 268 ms (started: 2026-07-04 09:39:49 +02:00)\n" + ] + } + ], + "source": [ + "# We start with Leiden clustering\n", + "ds.run_leiden_clustering(resolution=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "6e5c08a6", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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IidsnamesRNA_percentMitoRNA_tSNE1RNA_tSNE2RNA_nCountsRNA_nFeaturesRNA_percentRiboRNA_UMAP2RNA_leiden_clusterRNA_UMAP1RNA_dUMAP1RNA_dUMAP2
0TrueAAACCCAAGCGTATGG-1AAACCCAAGCGTATGG-110.844353-9.35403619.27815813537.03503.016.78363022.77261728.0027106.77663424.243280
1TrueAAACCCAGTCCTACAA-1AAACCCAGTCCTACAA-15.9756879.88691624.69176412668.03381.020.03473326.8935172-8.414988-7.60828728.144056
2FalseAAACCCATCACCTCAC-1AAACCCATCACCTCAC-153.430353NaNNaN962.0346.02.494802NaN-1NaNNaNNaN
3TrueAAACGCTAGGGCATGT-1AAACGCTAGGGCATGT-110.9191437.70373513.6300825788.01799.028.78369010.32637775.161203-1.13019214.592268
4TrueAAACGCTGTAGGTACG-1AAACGCTGTAGGTACG-17.955407-12.0271925.66044313186.02887.035.750038-5.5516651-23.941763-19.896667-6.249895
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" + ], + "text/plain": [ + " I ids names RNA_percentMito RNA_tSNE1 \\\n", + "0 True AAACCCAAGCGTATGG-1 AAACCCAAGCGTATGG-1 10.844353 -9.354036 \n", + "1 True AAACCCAGTCCTACAA-1 AAACCCAGTCCTACAA-1 5.975687 9.886916 \n", + "2 False AAACCCATCACCTCAC-1 AAACCCATCACCTCAC-1 53.430353 NaN \n", + "3 True AAACGCTAGGGCATGT-1 AAACGCTAGGGCATGT-1 10.919143 7.703735 \n", + "4 True AAACGCTGTAGGTACG-1 AAACGCTGTAGGTACG-1 7.955407 -12.027192 \n", + "\n", + " RNA_tSNE2 RNA_nCounts RNA_nFeatures RNA_percentRibo RNA_UMAP2 \\\n", + "0 19.278158 13537.0 3503.0 16.783630 22.772617 \n", + "1 24.691764 12668.0 3381.0 20.034733 26.893517 \n", + "2 NaN 962.0 346.0 2.494802 NaN \n", + "3 13.630082 5788.0 1799.0 28.783690 10.326377 \n", + "4 5.660443 13186.0 2887.0 35.750038 -5.551665 \n", + "\n", + " RNA_leiden_cluster RNA_UMAP1 RNA_dUMAP1 RNA_dUMAP2 \n", + "0 2 8.002710 6.776634 24.243280 \n", + "1 2 -8.414988 -7.608287 28.144056 \n", + "2 -1 NaN NaN NaN \n", + "3 7 5.161203 -1.130192 14.592268 \n", + "4 1 -23.941763 -19.896667 -6.249895 " + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 151 ms (started: 2026-07-04 09:39:49 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "137b6c27", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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RNA_leiden_cluster
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" + ], + "text/plain": [ + " RNA_leiden_cluster\n", + "0 2\n", + "1 2\n", + "3 7\n", + "4 1\n", + "6 5" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 40.9 ms (started: 2026-07-04 09:39:49 +02:00)\n" + ] + } + ], + "source": [ + "leiden_clusters = ds.cells.to_pandas_dataframe(columns=[\"RNA_leiden_cluster\"], key=\"I\")\n", + "leiden_clusters.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "d3069a02", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_27095/1807300542.py:1: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + " ds.run_clustering(n_clusters=leiden_clusters.nunique()[0])\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 226 ms (started: 2026-07-04 09:39:49 +02:00)\n" + ] + } + ], + "source": [ + "ds.run_clustering(n_clusters=leiden_clusters.nunique()[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "0e98ed9b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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group_idfeature_namescoremeanmean_restfrac_expfrac_exp_restfold_changep_valuefeature_index
01ADTRP0.393570.042300.006600.238910.041726.406277.916987e-794325
11FHIT0.345000.148260.024110.618950.142136.149902.099062e-2112768
21TSHZ20.332290.067750.017680.321570.075983.832524.108312e-8312544
31TCEA30.328240.031420.006770.211690.048514.640271.191801e-55225
41ANKRD550.320880.020670.003450.138100.025445.985481.976907e-423795
.................................
142781LYN0.001180.002200.113260.018150.397220.019441.425056e-1106305
142791ZEB20.001130.002550.195690.019150.490500.013042.901976e-1492035
142801MARCH10.000980.000700.097110.006050.346000.007168.621413e-973629
142811MEF2C0.000910.000650.097220.005040.329720.006672.741006e-913909
142821PLEK0.000760.001470.177890.009070.517980.008247.728895e-1661750
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14283 rows × 10 columns

\n", + "
" + ], + "text/plain": [ + " group_id feature_name score mean mean_rest frac_exp \\\n", + "0 1 ADTRP 0.39357 0.04230 0.00660 0.23891 \n", + "1 1 FHIT 0.34500 0.14826 0.02411 0.61895 \n", + "2 1 TSHZ2 0.33229 0.06775 0.01768 0.32157 \n", + "3 1 TCEA3 0.32824 0.03142 0.00677 0.21169 \n", + "4 1 ANKRD55 0.32088 0.02067 0.00345 0.13810 \n", + "... ... ... ... ... ... ... \n", + "14278 1 LYN 0.00118 0.00220 0.11326 0.01815 \n", + "14279 1 ZEB2 0.00113 0.00255 0.19569 0.01915 \n", + "14280 1 MARCH1 0.00098 0.00070 0.09711 0.00605 \n", + "14281 1 MEF2C 0.00091 0.00065 0.09722 0.00504 \n", + "14282 1 PLEK 0.00076 0.00147 0.17789 0.00907 \n", + "\n", + " frac_exp_rest fold_change p_value feature_index \n", + "0 0.04172 6.40627 7.916987e-79 4325 \n", + "1 0.14213 6.14990 2.099062e-211 2768 \n", + "2 0.07598 3.83252 4.108312e-83 12544 \n", + "3 0.04851 4.64027 1.191801e-55 225 \n", + "4 0.02544 5.98548 1.976907e-42 3795 \n", + "... ... ... ... ... \n", + "14278 0.39722 0.01944 1.425056e-110 6305 \n", + "14279 0.49050 0.01304 2.901976e-149 2035 \n", + "14280 0.34600 0.00716 8.621413e-97 3629 \n", + "14281 0.32972 0.00667 2.741006e-91 3909 \n", + "14282 0.51798 0.00824 7.728895e-166 1750 \n", + "\n", + "[14283 rows x 10 columns]" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 67.1 ms (started: 2026-07-04 09:40:59 +02:00)\n" + ] + } + ], + "source": [ + "df = ds.get_markers(\n", + " group_key=\"RNA_cluster\", group_id=\"1\", min_score=-1, min_frac_exp=-1\n", + ")\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "4bb929ef", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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/home/parashar/miniconda3/lib/python3.13/site-packages (from topacedo) (1.0.10)\r\n", + "Requirement already satisfied: llvmlite<0.48,>=0.47.0dev0 in /home/parashar/miniconda3/lib/python3.13/site-packages (from numba->topacedo) (0.47.0)\r\n", + "Requirement already satisfied: python-dateutil>=2.8.2 in /home/parashar/miniconda3/lib/python3.13/site-packages (from pandas->topacedo) (2.9.0.post0)\r\n", + "Requirement already satisfied: pytz>=2020.1 in /home/parashar/miniconda3/lib/python3.13/site-packages (from pandas->topacedo) (2026.2)\r\n", + "Requirement already satisfied: tzdata>=2022.7 in /home/parashar/miniconda3/lib/python3.13/site-packages (from pandas->topacedo) (2026.2)\r\n", + "Requirement already satisfied: six>=1.5 in /home/parashar/miniconda3/lib/python3.13/site-packages (from python-dateutil>=2.8.2->pandas->topacedo) (1.17.0)\r\n", + "Requirement already satisfied: pybind11>=2.1.0 in /home/parashar/miniconda3/lib/python3.13/site-packages (from pcst-fast->topacedo) (3.0.4)\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 822 ms (started: 2026-07-04 09:40:12 +02:00)\n" + ] + } + ], + "source": [ + "!pip install -U topacedo" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "fb19d136", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 21.8 s (started: 2026-07-04 09:40:13 +02:00)\n" + ] + } + ], + "source": [ + "# Loading preanalyzed dataset that was processed in the `basic_tutorial` vignette\n", + "scarf.fetch_dataset(\n", + " dataset_name=\"tenx_5K_pbmc_rnaseq\", as_zarr=True, save_path=\"scarf_datasets\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "b0697b6c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 992 ms (started: 2026-07-04 09:40:35 +02:00)\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\"scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr\")\n", + "\n", + "ds.plot_layout(layout_key=\"RNA_UMAP\", color_by=\"RNA_cluster\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "9f51d3e3", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\r", + "Constructing graph from dendrogram: 0%| | 0/3939 [00:00" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 451 ms (started: 2026-07-04 09:40:38 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_layout(\n", + " layout_key=\"RNA_UMAP\", color_by=\"RNA_cluster\", subselection_key=\"RNA_sketched\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "af1a3949", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 537 ms (started: 2026-07-04 09:40:39 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_layout(layout_key=\"RNA_UMAP\", color_by=\"RNA_snn_value\")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "4dc56c9c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 672 ms (started: 2026-07-04 09:40:40 +02:00)\n" + ] + } + ], + "source": [ + "writer = scarf.SubsetZarr(\n", + " zarr_loc=\"scarf_datasets/tenx_5K_pbmc_rnaseq/subset.zarr\",\n", + " assays=[ds.RNA],\n", + " cell_key=\"RNA_sketched\",\n", + " reset_cell_filter=False,\n", + ")\n", + "writer.dump()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "dfae2a48", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 637 ms (started: 2026-07-04 09:40:40 +02:00)\n" + ] + } + ], + "source": [ + "ds2 = scarf.DataStore(\"scarf_datasets/tenx_5K_pbmc_rnaseq/subset.zarr\")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "4ff246ff", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "DataStore has 3 (3) cells with 1 assays: RNA\n", + " Cell metadata:\n", + " 'I', 'ids', 'names', 'RNA_percentMito', 'RNA_tSNE2', \n", + " 'RNA_cell_density', 'RNA_snn_value', 'RNA_tSNE1', 'RNA_sketch_seeds', 'RNA_nFeatures', \n", + " 'RNA_percentRibo', 'RNA_cluster', 'RNA_nCounts', 'RNA_UMAP2', 'RNA_leiden_cluster', \n", + " 'RNA_sketched', 'RNA_UMAP1'\n", + " RNA assay has 0 (33538) features and following metadata:\n", + " 'I', 'ids', 'names', 'nCells', 'dropOuts', \n", + " " + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 76.9 ms (started: 2026-07-04 09:40:40 +02:00)\n" + ] + } + ], + "source": [ + "ds2" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "b84272f4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: anndata in /home/parashar/miniconda3/lib/python3.13/site-packages (0.12.18)\r\n", + "Requirement already satisfied: array-api-compat>=1.7.1 in /home/parashar/miniconda3/lib/python3.13/site-packages (from anndata) (1.15.0)\r\n", + "Requirement already satisfied: h5py>=3.8 in /home/parashar/miniconda3/lib/python3.13/site-packages (from anndata) (3.16.0)\r\n", + "Requirement already satisfied: legacy-api-wrap in /home/parashar/miniconda3/lib/python3.13/site-packages (from anndata) (1.5)\r\n", + "Requirement already satisfied: natsort in /home/parashar/miniconda3/lib/python3.13/site-packages (from anndata) (8.4.0)\r\n", + "Requirement already satisfied: numpy>=1.26 in /home/parashar/miniconda3/lib/python3.13/site-packages (from anndata) (2.4.4)\r\n", + "Requirement already satisfied: packaging>=24.2 in /home/parashar/miniconda3/lib/python3.13/site-packages (from anndata) (25.0)\r\n", + "Requirement already satisfied: pandas!=2.1.2,<3,>=2.1.0 in /home/parashar/miniconda3/lib/python3.13/site-packages (from anndata) (2.3.3)\r\n", + "Requirement already satisfied: scipy!=1.17.0,>=1.12 in /home/parashar/miniconda3/lib/python3.13/site-packages (from anndata) (1.18.0)\r\n", + "Requirement already satisfied: scverse-misc>=0.0.3 in /home/parashar/miniconda3/lib/python3.13/site-packages (from anndata) (0.1.1)\r\n", + "Requirement already satisfied: zarr!=3.0.*,>=2.18.7 in /home/parashar/miniconda3/lib/python3.13/site-packages (from anndata) (3.2.1)\r\n", + "Requirement already satisfied: python-dateutil>=2.8.2 in /home/parashar/miniconda3/lib/python3.13/site-packages (from pandas!=2.1.2,<3,>=2.1.0->anndata) (2.9.0.post0)\r\n", + "Requirement already satisfied: pytz>=2020.1 in /home/parashar/miniconda3/lib/python3.13/site-packages (from pandas!=2.1.2,<3,>=2.1.0->anndata) (2026.2)\r\n", + "Requirement already satisfied: tzdata>=2022.7 in /home/parashar/miniconda3/lib/python3.13/site-packages (from pandas!=2.1.2,<3,>=2.1.0->anndata) (2026.2)\r\n", + "Requirement already satisfied: six>=1.5 in /home/parashar/miniconda3/lib/python3.13/site-packages (from python-dateutil>=2.8.2->pandas!=2.1.2,<3,>=2.1.0->anndata) (1.17.0)\r\n", + "Requirement already satisfied: session-info2 in /home/parashar/miniconda3/lib/python3.13/site-packages (from scverse-misc>=0.0.3->anndata) (0.4.1)\r\n", + "Requirement already satisfied: donfig>=0.8 in /home/parashar/miniconda3/lib/python3.13/site-packages (from zarr!=3.0.*,>=2.18.7->anndata) (0.8.1.post1)\r\n", + "Requirement already satisfied: google-crc32c>=1.5 in /home/parashar/miniconda3/lib/python3.13/site-packages (from zarr!=3.0.*,>=2.18.7->anndata) (1.8.0)\r\n", + "Requirement already satisfied: numcodecs>=0.14 in /home/parashar/miniconda3/lib/python3.13/site-packages (from zarr!=3.0.*,>=2.18.7->anndata) (0.16.5)\r\n", + "Requirement already satisfied: typing-extensions>=4.13 in /home/parashar/miniconda3/lib/python3.13/site-packages (from zarr!=3.0.*,>=2.18.7->anndata) (4.15.0)\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: pyyaml in /home/parashar/miniconda3/lib/python3.13/site-packages (from donfig>=0.8->zarr!=3.0.*,>=2.18.7->anndata) (6.0.3)\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 574 ms (started: 2026-07-04 09:40:40 +02:00)\n" + ] + } + ], + "source": [ + "!pip install anndata" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "bd15a842", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 502 ms (started: 2026-07-04 09:40:41 +02:00)\n" + ] + } + ], + "source": [ + "adata = ds2.to_anndata()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "ead92ba3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "AnnData object with n_obs × n_vars = 3 × 33538\n", + " obs: 'I', 'names', 'RNA_percentMito', 'RNA_tSNE2', 'RNA_cell_density', 'RNA_snn_value', 'RNA_tSNE1', 'RNA_sketch_seeds', 'RNA_nFeatures', 'RNA_nCounts', 'RNA_percentRibo', 'RNA_cluster', 'RNA_UMAP2', 'RNA_leiden_cluster', 'RNA_sketched', 'RNA_UMAP1'\n", + " var: 'I', 'names', 'nCells', 'dropOuts'" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 2.01 ms (started: 2026-07-04 09:40:41 +02:00)\n" + ] + } + ], + "source": [ + "adata" + ] + } + ], + "metadata": { + "jupytext": { + "text_representation": { + "extension": ".md", + "format_name": "myst", + "format_version": 0.13, + "jupytext_version": "1.14.1" + } + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 700 ms (started: 2026-07-04 09:41:12 +02:00)\n" + ] + } + ], + "source": [ + "# Control/untreated PBMC data\n", + "ds_ctrl = scarf.DataStore(\"scarf_datasets/kang_15K_pbmc_rnaseq/data.zarr\", nthreads=4)\n", + "\n", + "ds_ctrl.plot_layout(layout_key=\"RNA_UMAP\", color_by=\"cluster_labels\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "69eb7c62", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 456 ms (started: 2026-07-04 09:41:13 +02:00)\n" + ] + } + ], + "source": [ + "# Interferon beta stimulated PBMC data\n", + "ds_stim = scarf.DataStore(\n", + " \"scarf_datasets/kang_14K_ifnb-pbmc_rnaseq/data.zarr\", nthreads=4\n", + ")\n", + "\n", + "ds_stim.plot_layout(layout_key=\"RNA_UMAP\", color_by=\"cluster_labels\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "2477e507", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 features missing in target data\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded existing ANN stream from RNA/normed__I__hvgs/reduction__pca__25__I/ann__l2__50__50__48__4466\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating fractional power of covariance matrices. This might take a while... \n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Fractional power calculation complete\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 31 s (started: 2026-07-04 09:41:13 +02:00)\n" + ] + } + ], + "source": [ + "# CORAL algorithm can be very slow with large number of features (> 5000).\n", + "# Hence here it is recommended for only scRNA-Seq datasets.\n", + "\n", + "ds_ctrl.run_mapping(\n", + " target_assay=ds_stim.RNA,\n", + " target_name=\"stim\",\n", + " target_feat_key=\"hvgs_ctrl\",\n", + " save_k=5,\n", + " run_coral=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "e773462a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Target cluster CD 14 Mono\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Target cluster NK\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 752 ms (started: 2026-07-04 09:41:44 +02:00)\n" + ] + } + ], + "source": [ + "# Here we will generate plots for IFB-B stimulated cells from NK and CD14 monocyte clusters.\n", + "\n", + "for g, ms in ds_ctrl.get_mapping_score(\n", + " target_name=\"stim\",\n", + " target_groups=ds_stim.cells.fetch(\"cluster_labels\"),\n", + " log_transform=True,\n", + "):\n", + " if g in [\"NK\", \"CD 14 Mono\"]:\n", + " print(f\"Target cluster {g}\")\n", + " ds_ctrl.plot_layout(\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"cluster_labels\",\n", + " size_vals=ms * 10,\n", + " height=4,\n", + " width=4,\n", + " legend_onside=False,\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "3653dbc8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 NK\n", + "1 pDC\n", + "2 CD4 naive T\n", + "3 B\n", + "4 CD4 naive T\n", + " ... \n", + "10106 CD 14 Mono\n", + "10107 CD4 Memory T\n", + "10108 B\n", + "10109 CD 14 Mono\n", + "10110 CD4 naive T\n", + "Length: 10111, dtype: object" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 127 ms (started: 2026-07-04 09:41:44 +02:00)\n" + ] + } + ], + "source": [ + "transferred_labels = ds_ctrl.get_target_classes(\n", + " target_name=\"stim\", reference_class_group=\"cluster_labels\"\n", + ")\n", + "\n", + "transferred_labels" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "a8e4634a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 62.2 ms (started: 2026-07-04 09:41:44 +02:00)\n" + ] + } + ], + "source": [ + "ds_stim.cells.insert(\"transferred_labels\", transferred_labels.values, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "ca3700bf", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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col_0BB activatedCD 14 MonoCD16 MonoCD4 Memory TCD4 naive TCD8 TDCErythMkNANKT activatedpDC
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col_0BB activatedCD 14 MonoCD16 MonoCD4 Memory TCD4 naive TCD8 TDCErythMkNANKT activatedpDC
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CD 14 Mono0.00.082.615.40.20.00.04.50.03.13.90.00.00.0
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CD8 T1.40.00.80.04.20.678.10.00.01.09.816.61.90.0
DC0.00.02.50.50.00.00.089.00.00.00.00.00.00.0
Eryth0.00.00.40.00.11.00.20.092.00.02.00.00.00.0
Mk0.10.01.60.11.21.10.21.34.077.60.00.01.10.0
NK0.10.00.30.00.20.06.30.00.01.02.082.30.40.0
T activated0.30.50.10.02.41.10.20.60.00.50.00.080.10.0
pDC0.00.00.00.00.00.00.01.90.00.00.00.20.097.1
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16.6 1.9 \n", + "DC 0.0 0.0 89.0 0.0 0.0 0.0 0.0 0.0 \n", + "Eryth 1.0 0.2 0.0 92.0 0.0 2.0 0.0 0.0 \n", + "Mk 1.1 0.2 1.3 4.0 77.6 0.0 0.0 1.1 \n", + "NK 0.0 6.3 0.0 0.0 1.0 2.0 82.3 0.4 \n", + "T activated 1.1 0.2 0.6 0.0 0.5 0.0 0.0 80.1 \n", + "pDC 0.0 0.0 1.9 0.0 0.0 0.0 0.2 0.0 \n", + "\n", + "col_0 pDC \n", + "row_0 \n", + "B 2.9 \n", + "B activated 0.0 \n", + "CD 14 Mono 0.0 \n", + "CD16 Mono 0.0 \n", + "CD4 Memory T 0.0 \n", + "CD4 naive T 0.0 \n", + "CD8 T 0.0 \n", + "DC 0.0 \n", + "Eryth 0.0 \n", + "Mk 0.0 \n", + "NK 0.0 \n", + "T activated 0.0 \n", + "pDC 97.1 " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 14.4 ms (started: 2026-07-04 09:41:45 +02:00)\n" + ] + } + ], + "source": [ + "(100 * df / df.sum(axis=0)).round(1)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "67b48813", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "43cf6e75cce04e00b11bc50991fb64cd", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 13.1 s (started: 2026-07-04 09:41:45 +02:00)\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/parashar/scarf/scarf/metadata.py:344: RuntimeWarning: overflow encountered in cast\n", + " a = np.empty(self.N).astype(values.dtype)\n" + ] + } + ], + "source": [ + "ds_ctrl.run_unified_umap(\n", + " target_names=[\"stim\"],\n", + " ini_embed_with=\"RNA_UMAP\",\n", + " target_weight=1,\n", + " use_k=5,\n", + " n_epochs=100,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "125bb03b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 209 ms (started: 2026-07-04 09:41:58 +02:00)\n" + ] + } + ], + "source": [ + "ds_ctrl.plot_unified_layout(\n", + " layout_key=\"unified_UMAP\", show_target_only=False, ref_name=\"ctrl\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "48600348", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 258 ms (started: 2026-07-04 09:41:59 +02:00)\n" + ] + } + ], + "source": [ + "ds_ctrl.plot_unified_layout(\n", + " layout_key=\"unified_UMAP\",\n", + " show_target_only=True,\n", + " legend_ondata=True,\n", + " target_groups=ds_stim.cells.fetch(\"cluster_labels\"),\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "8f5d805d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of vertices: 18598\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Embedding dimensions: 2\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rescaling parameter λ: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Early exag. multiplier α: 10\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Maximum iterations: 500\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Early exag. iterations: 200\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate: 200\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Box side length h: 0.7\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Drop edges originating from leaf nodes? 0\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of processes: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "148 out of 18598 nodes already stochastic\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Skipping λ rescaling...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "m = 18598 | n = 18598 | nnz = 258272\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Setting-up parallel (double-precision) FFTW: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 1: error is 4.87507\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 50: error is 5.13978 (50 iterations in 0.227209 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 100: error is 5.47594 (50 iterations in 0.215135 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 150: error is 5.53453 (50 iterations in 0.211016 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 200: error is 5.63755 (50 iterations in 0.214485 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 250: error is 5.00828 (50 iterations in 0.21199 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 300: error is 4.76031 (50 iterations in 0.226122 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 350: error is 4.68847 (50 iterations in 0.263596 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 400: error is 4.64599 (50 iterations in 0.291826 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 450: error is 4.61348 (50 iterations in 0.310429 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 499: error is 4.58653 (50 iterations in 0.329019 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " --- Time spent in each module --- \n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Attractive forces: 0.564756 sec [23.681%] | Repulsive forces: 1.8201 sec [76.319%]\n" + ] + }, + { + "data": { + "image/png": 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" + ], + "text/plain": [ + " ATAC\n", + "type Peaks\n", + "start 0\n", + "end 89796\n", + "nFeatures 89796" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 40 ms (started: 2026-07-11 00:04:31 +02:00)\n" + ] + } + ], + "source": [ + "reader = scarf.CrH5Reader(\"scarf_datasets/tenx_10K_pbmc-v1_atacseq/data.h5\")\n", + "reader.assayFeats" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "24a65085", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 2min 1s (started: 2026-07-11 00:04:31 +02:00)\n" + ] + } + ], + "source": [ + "writer = scarf.CrToZarr(\n", + " reader,\n", + " zarr_loc=\"scarf_datasets/tenx_10K_pbmc-v1_atacseq/data.zarr\",\n", + " chunk_size=(1000, 2000),\n", + ")\n", + "writer.dump(batch_size=1000)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "3b20f2ed", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 21.6 s (started: 2026-07-11 00:06:33 +02:00)\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\"scarf_datasets/tenx_10K_pbmc-v1_atacseq/data.zarr\", nthreads=4)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "01ea6aa6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "247 cells flagged for filtering out using attribute ATAC_nCounts\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "294 cells flagged for filtering out using attribute ATAC_nFeatures\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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Qx0damTYEBp+A+lvFz8AXkPGMMSdjLBPcKEUd1CyaF+opiOhGAC8C+A/G2K/V64yxPzPGZjHGchlj88FFhQzAEa3ICgDvMMb+qnEgFwA8AmASuFFLpPWo+ASca5Ahfp+K+kVNXO64kud2NYxF0WCMHQQX599GYdywdO69rOatSagvATBu2fAb8IHzvwbFdgD4lI4Lkvx7DyR3CA2zwjx+ErjBRq1WXxyCxV4RQ7Mu7anVqNDHvQTgu4yxJ3Su67lhLAfwOmPsvPa7BZyTlpGo/b0YaT0U8A8V/qBvAZhKRKnSPYvAuZ9+9083MbBwpcxtg7k0DVzfHapMGjgX3BFFWy6/edvf1mzmoX8gYBnqMrh+q3wdwDhw0e2fAFwN7rd4N/jgFPdMAd95fxPASACl4FacF6QyqmXob8BFalcDKALwZ+25T0tl7gVwWGnffK2cTfvt0H7fG+a908EtSDeAu0tkAkiXri8A14X9SLsmjlSpzEhwkWIxOMfwKwAXIFmqgov4OsF11MPBF6j3AXwAwBpFPRO097pO++0E37W/rH2TpeCiwtX9PabMY2AcV+LcBvATrW0TtfZ/V5t/X5bK/Azc0nqiNic/C25pvk6pK9wacdnNW5OjHrhoBd/NGYmdfPJ1xth+ACXg4q6XAfwdfEf4VXEDY2w3gM+AT9h/AbgR3KhDDoKgBkX4Drgl6ssA/gY+cX4PvnAIeMCDD8hoU9ofqTHZTnBd2Uxw4nlAOydwBzjHey+CAydslN6zBlyk+Htwg5R0ACVaH4ky/wKfjAvArTt/D2A3gJsZYx2R1gO+268H/15gjHkALNTefzO4W8sPwY1/TJgArsy5/TNwi/H1AP4Jzu3fwBiTjed+CiBDK/MmuOX6d7W/MkKuEZfjvCVtN2HChAkTJkyYGIAwOWoTJkyYMGFiAMMk1CZMmDBhwsQAhkmoTZgwYcKEiQEMk1CbMGHChAkTAxgmoTZhwkSPQEQ2IrqdiP5FRKeJ6Low5b+ilft/Otc+TUTvEtExItqkxWDvlTImTFwqMAm1CRMmeorvgYe4FIE7QgW+KAbwH+B+rSnKtcUA/gKegOImAEcBvEFEebEuY8LEpQTTPSuG0CLiDEGwH6IJE72BJACfsAEwgYnIwhjr1KI6NQBYwhj7u065RPDkJw+C+/AeYIz9m3R9G4CPGWN3ab8JPMXic4yxb8WyTATvZM5lE32BiOZxuFiwJqLDEAAn+rsRJq4Y5ILnEO5XsEBa0HD4FYAtjLFXiOg78gUiigcP6vF7qV5GRJvB8ybHrEyEMOeyib5C2HlsEurYQuy+c2HuxE30HpLAicglM8aI6G5wAmqkK84GX4/OKOfPgBPNWJbRa58dgF3nkjmXTfQWIp7HJqHuHTQzxpr6uxEmLk/o5xwYuCCikQDWArheC9WoW0z7q6YhbEcgm1OsyujhOwC+r3PenMsmegXRzGPTmMyECRO9jbkAkgFs0qy9T4PHaP6c9jsZgdjRmcq9WeAxqBHDMnr4KbhxmzhyQ5Q1YaJPYRJqEyZM9Db+AiAPPEuTOCrAU5VeDc61XgSwD8Bs5d654FnNEKsyemCM+RhjTeKAKe42MYBgEmoTJkz0KhhjHsbYafkAz1IkzguL1ycB3ENEs4jIQkQrwdMv/o9UXazKmDBxycDUUZswYaJHIKJPAfhfBPTDfyIiH4BfM8YejbQexthTRDQEPA2iDdzV627GWEWsy5gwcSnB9KOOITRdWyOAFNMAxURvYaCNM81iOk3n0kXGmK4ImYjSAbTrtZ+IbOAWsReM/EtjVcYIA62PTVx+iGaMmRy1CRMmegTGmA/A6SjvOR/iWjs4Fxzq/piUMWHiUoCpozZhwoQJEyYGMExCbcKECRMmTAxgmITaxBUJIkrqjbImTESDWI6tntZljvOBC1NHbaJfsbKs7NMOCz7l6cRPf/vb31b3xTO1BekuInrWyNipO2VNmIgGsRxbkdYliLFaprttKSsrs8UTfmC3YKh83t2Bjb9dt+613pwzRJTU33Oyr9pgctQm+hVWwpjMeBQCwRNdRqx3+trEimhBiqasCRPRIJZjS6tjYwREegWAFeqc6kFb8lLjMHV2KoYuzMCghRkYNMGFMcznuQGc8PcKly9tLHpFChBJvUQ0uDfbIMMk1Cb6FTaCg/g4jNe73lsTMpoFSS5rigdNxBKRcL+RQCu7JNQ92rPKAZTrPbebG4aCRCsSZ6Ti2NRkOjE1mU6MScQnGS7n4JkzZ77ak01IqLnfmxvoSNYc0d8IszmKFUxCbaJfYQGcFp4sQZdQ603I/iKWsdw0mATfRChEO9bEPImkXHcIi1E7rMDY7Hig4aLXr0bNtaPJaUHK+PHjDbOVRYJwxFjvfCzmVSSbAKnMqZ4+LxKYhNpEv4IITiJjjhrQ5Wj7RNxk0I5Y6hNNYm1CF/JYi3Kc3KWJZGMGo/FaVlZmSbBisrPD2/LU23tG17k9cQDgtFJ7RjysAMb09NnRzLVQ8yrauRaFWqxPYBLqSwiX48JOgIM4R62XC7gL+ltnHAvOvr/fwcSlAYlId9EpG5UHsBFhRODRQDKW0huvuQ4LssakOs6vnDPxcKbL2SYuZMfDm2DBpFi0QbQjXBmjdka6MR7I66tJqC8RXK5cmEaoLQDiIr1nIBC4nn6PgfAOJi4/aKLYiCy/w0Ee4wb1jU6wwpUTD7dMpAFgUDwa7RYMLysrS4607bEwHAuhe4+kT7o8g4iSBsKaaxLqSwT9zYX1xmAtKysjiVAbir4HIvr7e5i4dNATUawwAIvVOIvCUCoS+5BRWfGgOAt1qnUMsaPJaUXymTNnJkbZri5i+1jONaP31rOaD2Ul39foN0JNRHFE9KDOMV6nbBER/TsRfZGIcgzq67My/YV+JtK9wc1bifiBS4xQAyZXbCI89OZOb0rHwtUdzuhMvT+UfUiCBRMy4+AFAKGfFki2Uaut3ef86KOP7omF2D5G1uOG7lTataBnh7OSl+7rdfQnR20H8F8AJgHIkQ6nXIiIvgpgN4B5AD4L4BARze2vMlciepF7jLcAFgKYFXDEuG4TJvodeoQxmvkUDQccZd1Ruz3J18rKylzxFuRlxKO5zu2Jk43JBPKT7G1zZs08Eem6EYnYvjuQvoFbr/5QrlahrOQ1Ir2mL4j1QBB9/zdj7EHp2CUuEFEugMcB3McY+yxj7AYAzwP4HRFRX5cZaOhLcUwkEby60Z54IljjCO1WQkK0bepvcZQJE1HgLh2CGhbhCK9KyEPok6Fcj8rtSefaMIcFSdnxaM50OdtUYzIASIuDOzMpcXRZWVnE62eYtkdFEHXWh7v0rquuVpGsK1o/ngKwui9ctAYCob6RiL5KRDcSz2sr4xYArQCekc79BsBowG9R2JdlBgz6y7gshL5tBaLX5cRbAEu8BW0Wio6jvlSN6y619proOXoqkYrQn7c51JyQNtKhjMMMoVPnUIcF9jQbF32rRBoA0uJwMd6CdAAp0TzL4PlRca8GInz/NwhlPKZ33qjMleJH3QpgKoCrAfwKwEdEJPveFQGoZTzfrcAB6VpflwkCEdmJKFkc4Enq+wT9YcxkNIgj0eUYIJ4Aa7wFbRZEx1FfisZcl+rmwkTPYSBujWnd4dyTtJ9Rzxl53ErtHpIWB4QSNmbGoSWekIgQ4YGVZxgiWu5Vry90/u+ywYky2MkV4UfdCmAyY+xTjLFSAOMAnAXwO6lMEoAL8k1a53QgQBT7soyK7wBolI4TBuV6BX1NpMLpr7rRnngLwWIntBEF+1FHYYASFgOFMF6KmwsTPUcori3WYzOcbrk7Y08y9AK0dscRhqTY0KGWlfXUKTZ47RbEAxgUqv5QRl5KOyIi0qJfu6teiGRT1ddzuN8INWOslTG2T/rtAxc1zyQiYVDWAiDID4+IXOABMi72QxkVPwUX64gj1/CFLxPEeIDaBUdNkhFhLDnPgcbFmkT6yoEqbhbnJOOmbPTR2Ayj4w4JydgK0Ayu7Bbkuaxc7C2gGpVZiOCyAgCyIqg7JjGzNaK/AmHUcEJdF46oy+V62raeoL9F3yrawdvk0n4fBJBHRHI6zlHa3+p+KBMExpiPMdYkDgCXzCIcQyLYE3COmhNqv446lpynycWa6A/oiZsVou0C8BiALdGMzVgSjEiJkGK5viQ3NzfNSsh22YIJdabL2XbnlIJj8rkUG4hCEGrVkEtpW1SQiP4LiFwN58IA2sgboT/9qMcQUZz0mwB8AcABxtg57fRG8I68Rbp1BYCTAHb2Q5k+RW8NnigMJnpURwSIJ8Dq5MZk8WVlZf7xGEvCahJpE30NPXGzQvAA7gp6JtI6w825KLjjqO+V3uPZm266yWYjxLuskO15UOf2xK3fXjVq7RsVhYKrTrCizW5BUDwKVeRvpFOPdm2R3bDCzXnt+gsshEuYxGmXSxutfkF/ctRXAdhNRL8kokcB7AAwGcC/iQKMsSMAfgzgD0T0CyL6I4CvAPh3xlhHX5fpS/SmyDZal4/u1BEh7ARY7Va0UYgMWjptM2FiwCPE3FgBYBmAZ6KZP6HmXJTWyoOl+sq1y4Y6cx2immYj2FVCnelytq1aMOngqmsnHRRW4E4rfDZCtlLXCoTg5IVOXLHQjgaRxvVeYiT2Vg3M+lsE3p866hcA3AxuWd0B4L8BFDDG3lHKfR9cnNEELp4uZoxt7K8yfYXeFtnGwqoxBm2z2wgsntDh83njESYxR1/pm3sgdjNhIiQUD4moXXuM5lwU1sobIUXgkjllrVgkUdRSbAR7kg2t6jMyXc422VUrwYLWVp83KyMjI0VqQzk4NxuKUViip+MPUT7iflDLhTAWC5s2tK9gC1+k98AY+xjAryMotxXA1oFSpi8QjdVib9TVR+Jie5wF7KLHSx/urRoGR0I6uPW8YZuIqFf1zdLCEPFzunOPiSsXMqfY1yoextgpvXEqtalLFDWd8ilxBEs8cavv6rMNzoJBaR6957X5vJ27K/eMunjx4koi+h+pniVG80V9Zqh5pTf3Iu1TxW7A6Bn+a0QUs5jr0WKgGZOZwOVr9azTBoeNgCyXwzd1YtHpwsLC9nB19PZE6Y4kQxXVmTARDv05LyMYp+GiqKU4rWBEhOqzDc7VL22bUX22wQkdDElytMycdNWZefPm/V2pL2SubfmZsZD+AcHrjyxRMLpfvdaf89sk1AMQsRR797YIPVIYLEz2eAIutngpweEAAEd3F65YLnjR9pUsqotVG0xc3uirealHnGLQruREKwgA0hIc7Wtum73diKNOsKLVSoi32+3JUCKFxWqzEgWRlvXwuolHulN3X8Ak1AMU3R0gIfQt/QqDBcDR2uqzPb19T77P57OfPn06Hd2YuKEmfF8Qz4GyGepvENEkIrqHiHQjURFRBhHdoB26QTCIyEJEM4loGelk0otlmf5GqPESoTFUSBgRp3D3hhvHViAtwQIm/KbTEhyGkjCfx8M+3H9gSFxcXDL0I4XFJHd2OMjPivS5A2njbRLqywgDScytwkAf50hz2jvKZk84nOiwIycnpxPdIHhGE68v++NKJtJENI+I3gOPk/8n6MTGJ6L/BlAJ4BsAVgM4SkSrlDIucPuQ5wF8CcB7RPQ/vVFmICMcUdUb16EMoqSxGcpgTK3fEHYLchxWtIpkHKHKZiUltM2aOPZsRkZGfAjxsi6imb9RSAsife4KSAFRwtXd2zAJ9WWEgcrZGU04KyExzoLOwS6n10KwAHB2t+2R6JhM9BqcAB4AMDNEmUoAoxhjNzLGFgIoBfALIhonlXkEPLrfRMbYTeDpZv+NiG7rhTJ9imgWez0r7FCWzeEImriu3qsnBjb4HQQrYVCCJeCaJaKRqWkuBQYl2jsApEb6/kbvafBeMdmQ6/RvORTXte7WHQuYhPoyw0AkSkYTzkZw2QgdRAQbj+0f85zUA60/+nvC9wYYY/9kjL0Xpsz/suCENy8DIAATpHN3A1jPGDuv3VMBzhnf3Qtl+gzdISSyiFY7ZWjgFU6ipP0MMooKdQ3Bhl5Bzy0rK3NYCSkNjdw5Q+aq9XJSA0CiFbAAmZG+u9oPeufltnXXoEyvLvXZA2WzbxJqE30CvYFuBRLjNBePeAJDGD/q/kKsiOtAVk30AxZpf/cAABGlAxgCYK9Sbg+AibEsowfqxUx4PVnsIyUWOkR6sI5eVrdNBteM2p3hbmpM+uWmd8YJS2/hO20kBk+0wuewYEio94zEviSUVCEShCLICCGh0OvbSJ8ZK5iE2kSfQp4kFs5RtwM8MTWkxBzR1tVb98WSuA6U3Xl/g4hyweMn/IExVqWdFjmLG5Ti56VrsSqjh17NhKcQAaj/R3p/JCApd3OkLlDhnivVkZGVmkKPLr1G19Jbj6tOtMJnJQwpKyvTzYkZQuduKJIPd3+IdwnlihW2HEWZFztWMAn1AMOlwG1F20ZlsvnD8BGQEGfhHHVchKLvnuqlor0vzKQd8N9qoIGIsgG8Bs7h/rt0SSz6LuWWJOlarMroodcz4SlGYiFTO/ZkbDEpd3OE+uuI2w0gM96C+Ktz0pr0yq6cM/GwHJkMAJJs8MQRkmAgpVBE/EHnjLh7dS1BhBvgSDc8ehsr7XxUebFjBZNQDyBEQkS6uyMPV1eU90RM6IzKl5WVEQFOIfqOs4AQRQjR7oq+DCZ8SIQg0lFtFK500Tdxl6wt4NzqrYrO+gx4Otl85bZ8ADUxLtMFrA8y4SkEaQkMguTEYpwohEQ3FGY3OdGsJBsPdiJDuGrp3Z9igzfOAgdCZNHSEDLQisFcdyGga++CUOJzA+58sHJdT1Tep0QaMAn1gEKEVo66TvvRorv3d1N8K+vCRBi+OAvB5ifUBFAIjlqPyHZXP2Wki+qGKLI7EcyuSNE3EWWBE+lPACxljAVxt4wxBmATgDtIowJElArgRgCvxLJMf0LROesu+LEaJ5LBmG4qx2ieI0ToFiAnxYYuImxZR62KvlNt8MYRnAB0fefVtkSxeS5nUvYrA6KsKz43ELcHibUH0nw1CfUAQwQGI4ZO+71NaCJpowxpodC7106AxUboBAArodNKAUJtpK/q7qTRe99wFq4R1hkxetL+gQwiyiOiewDcqZ2aTzzwyWTtuhXAv8CNvJ4DcLt2/R4iGitV9V0A4wG8QERfAxeRHwfwm14o068INw7CbNbDQtnYGqZyjHYud3o9o5OswXmoZazdUlEo0lwKgh1voc5EK6ixsTEvTP1RMRDyhl1PlRBKfG6wHnQRa4fqn76UjJmE+hKDDqGRo+j0KqGJFmE2A3EWgtUaINQdVkICYGh12eOdrZ6420gHFmtc5mLvbHCOdS540JMc7Xehdt0CrpP+B7hP843S4RdRM8YOASgGsB/A1QD+AmAmY6wl1mX6G6FEsur5aIlYjKRtQWCMNaenp/8lOdE5KMnWVddf5/bEyWkuG1q8NtmwzNbus1ZUVNxsIG5OghZgRDvVRSUQSmSt/Q5SJYh+MxKfq9ek8qd06u4CvY1Bb6Jfs2eZ6DkkrvVZDBAxjQx1Mki/4wiw2DRjMiuh06LpqLUdsh73GxFCca7SIvasWm9v9p3eO10uYIztBHBPiOttoa4rZY8DeLgvyvQmlE2m3jU5K1OX39L5Fdo95dq5sMlfxFjTft5FRBuhZasyapNR2+Rrt99+uz3egsQUGy7K54V+WhiS1bk9cc/trh5+55SCY8KwbLDL7p0zY/rpQ4cOdSGUWnvLpSqDMmupc1Ztnzq39Potgv7vUt6oL/Q2Br0Nk6O+xKEjzhmQ0NnlxxFAftE3wEgyJuvuu+jooXT9L7WffcrhdldNYeLSgswhGnGnkAy85N86ap5yaHYdgkBEKhZWRd8w0FXrtU1v/p0+fXpEHMGZFocWIKCLFvppQZTFb9l9K8mGFrvFkltWVkZ6HL9obzgVlVH7dMr7+00up6gEmkOVD/MsQxuD3oBJqC9x9FTv2VcEQ2fQ24hgsQIMACyETiLohiDsznO0n3cZ6a56W9QdCpe5GPyKRyhCoUDeUMrWy0FEpCfqGaXsMoS2NNe7x3+9oqLiM52tPmeyFa2Ci5aJtVw+0+VsC0p92ept27N//7jKysqh4d7DQCQdleRLj3EJZ+sS6blI2xBLmIT6EkaMdFF9QjB0nmEjwNLU4rUAXPRNQHyI8hHDgJvQLdfdZ/QE/blJMNE3CCfhUjaUKyAR0VCSl2hVQDqn3QblwnLas2bN2pvjsrcTURcuWoXIU72z9nRSndsTl5/saC65anx9cXFxQqTvEU4yEeH9Qe+Afk7e012YhHqAQU9ca4SeLvh9RTD0Jtwnn3yS7PX64p7Zvnd4ndsTZ+Gi7zipfKzz1A6oiWgS6SsXOtxruXa4dcoJqVB3nqEaZOpy+JGuA2kpyekptq7uV3ooGJTmeejGabs2fFSTv3ZLRWGHz9ORkmCPBzc8jAhRSCaCoHHhusZePXl/o2dFe093YBLqAQRlYkbloqDUYVR32Pt7A3q6th07diwlgFbMHH8k0+Vs06y/46XyMdtADCQOdiBtFkz0PfTmuDQuV+gQcWEIFhWxlsd8KMM2uXy4semwYARr87U+9fae0dVnG5zir1H5afk5zauunXRw1YJJB7OTElqTrGAI4UstYKCmiggSU7AMvO/CPkM8J5p2Sb/7hAEwCfUAgiqujZaw6A0cSQfWrxylqmubOXPmawlOO8tyOVvr3J44iyL6jjVRHUBEekBx9ib6FpHOcWmMuMEDxegS63Di6kjHXLhyZWVl8W0+b+7QJLtbGIrdOaXg2HO7q4eH4rBFwg4ASLGBCBgstzsU8TO4FhI6EoouAY26Mw+NDODQRwyASagHGBTDke7c28WtQbvco3jVsSYu2dnZbVxH7bE+9fae0S0er4UI1rKysst2TA4kzt5E30LPWEvPUlkhroPBucPFCBBr1Z+4C8HpDjFRdOZd5ntNTc2IvfuqRjY2NrKGFq8N4OJtIz119dkGp0rAk23wOi0Yrr6fvAHRMQaNirgKCYVqMKpjSBaTqIJ9NZcv20XxSoWRe0EIIt3rARSkOmTEEWDJcTl9d04pOJaW6GglwPrmm2+md/cZvYFQ79yd/jCJ9JWHSHXNqnU3OEdYDk7AD8PAbUl+TgjOT69NetBVvY0cOdJVOHzYxZd27BnywItvzZRTXKoVVJ9tcD7w4lsz12zeVSSLxpNt8NgIw0pLS1uk97MDWBbOKyMS4hrq3Q3q6xZ0Nku9DpNQX2KIdmBEYnka6W67u4PbgNA7bATUX/TGPbe7eniLx0s+nzf+448/vnugiIZDbVDCbV4GyjuY6F9IHJzQNUczLozC73YpJ4gruJuXrmVzOO7USCxPREkXLlwYWVNbm7ly9oSDj98+9129FJcCBYPSPI/cVPJ+6ewJ1bJoPNWGlngLXAAGScT4KfDNiJrtrMv79nSdigFxljcxg00dtQldCEOJWA6MSAdvTwa5wQSyx1nAhJtHVqLDl+hwoKSkJKpoP705SUJN/FDXIiDwJq4AKOLWcMkjgiARdyAEMVCI60bwiFlBRE8ysFoRTvSrcpziHXw+X57TAkpLcLSrRFoVcVefbXBu3n88Ny3B0R4UCCUeLR2tviRoemrpOS4oOZ67O3ci4Li7BYN+BkwdtYlI0d0B2JdEQ2cwO+O1HDyZLmdbvAXtFoJ1zJgxnZHW2Rc72ggkEkbnu6TSNI3JriwIYisTP3UMGInFtfMREQOpfj8RkTloxcAq6J4I3+HZ4YOzs2+bPuG4KupWA5/I4UOBYNG4x+PFnqoDgy9cuKCmw3QD+KHWfiOj2B7F1o7F3FP6uU+jQZqE+hKCbHAiznVXBDsAiEaCXRp9DgvaLTz2vKG7h4qBbJylciTdNWIxcelCENtQxl2KWLyLUVW0xIAFB/hR/aiDzsntDLUOlJaW+uItGJFqY0GhQwHj8KFpCY52mYCLa4snjT2Xnprqz0stcfuLlbaqG90lCBFVLZyUItZzr6/nsEmoLzEY6G1C6aR0iXEUxhm9hUS7JZDX1mlFu5VgA5AYTSWxmjA9fVcjUV0sjVhMXFqI1FI4DCccs2eHMD5bAU0sbjAPcjtbfan/3L03U/hPqwRYLixcslSL8Dq3Jy43yd7stGKc0qZy6MfZVt+lS2xttf3SuZDBTi41qZZJqC8D6BFpBFLGdcu4IlI9a3cHvI2QYtcyZwFAPE9zGTWhjgV6qvs3ENWpnLSJKxBRiJh1OeFoYSBaVyEbnwHBYnG9Z49MT7A77ps9fn8olywVoozITb12S0VhfJvXYyfklpWVpYpykUgNwqxhmyAR+nBMSCTSxFBrXH8QeZNQX57wG5OEmwARGKmomwC/rqgn4vM4Qnq8Be1SvbBb0Akd68+BhkjEaqaY20S4eaE3jmIk6ZJjiPs5ZUXC498YiOcaznlg9KB4wErEAH2XLBkyty102A0tXhsIGBTPmh1WJAMYFeYdwkJ7p8EAvg9l3QhFpKMh5CFsCvqUWJuE+jKDpM95IcxADMs1G3Dqfl1RtMRIfo6VkGq3IGjCO/ho7LMJoBrbRPIekYjVQp0zcWUgAtuRIOMoHT12VPXKREWqoxwBTnkFgHt15nVIn+uysjJKsGJS+8Umv845VCQyWTRe5/bEySkvV1076WB+SkJLmg1xAMYY9ElEkN7VDWC1nljc6B6jtU1PR25kU2DqqE30CKH0OUBkxk1hiFFQ3VES6buIKKmsrIwsQKrTgla5jJPrrPuEo1bfMVor2CiIuokrEKEWdHXDGw2Xpjf+ZAINY3uIFwB4w9Wl085ctHrzP6iqdi0al3cCAIxifKsW34Jgq3rqwXb4nBZMVp41GIqLVqT9EGqtC2XIp7znCkjqrzB9EnXs9Z7CJNSXEMLonVQOURehjJvCWF1CLR8NlDoTrIR4uyT6BgCHFcwKJHen/kgQyaSN4t5IypuuWFcopAXd6Pv7N7yRcGmhxp/KASrrxArtcENHaqQ3x6XfdzU0NEzJSnQkfn7KyAOb9x/PBYA7pxQcW7+japTKWcvcs2pMJnTUa9+oKEzo8LqdVowpKyvLkNpxChFwxtTVMj5Uf62ATqITAwakXK9/pHk8WCrrN/wL1dZYwiTUlwiUAWMU37dbGbf07lcmcKwJjstKiHMqou82r68zzoKYhRCl4AAKXfqtO9KASJ8tTWgTVyDCSat0zhkm3Yhk/IWYr+XQCFA0xlWi/YPS08bnOsDGZqe3CMKbluBoB9Nvh0yYVV32qgWTDq66dtLB4gzHOZcVaQCKlXeIhEjrct2REl8d/bNc3ghBhJmFCF7TWzAJ9SUCPSMQg+s95nh7wnkaQSGULgshzmlFkEhsy4f7M31eT9g0eDp16+nY/ZNaFTVGW3+EIkK9c8sQ40hyJi4dhLBb0BtLW8BjXqvRuYJE2qHGkqzOAlchyfrqsPeo5UpLS2Fp805P7vQ2AQEinOlytq1aMOmgkVGZXhCUp97eM1rca7dQx1A7YCNMMWqXQTt1ue5o7EY0iA10SCMxRQ/exVjUiGnqDZiEeoAhkl2zhmgGZkTPMNKXGXAFYetVJsEyBAhlopUQ55BE35kuZ9uSqUXHXU5nYjeeodcX/kkdTm8fCSLlRhQRWTmkHb1JsE0AuuqmFQBuA1f7+BNUGIi0w8WeF4R+CYAtRtIzlVPXK1dfXz9z7959417ZXpGhJ+aWf4cKggJwcbn8e5gDDdY27+yysjLdNcPg3ZLkOWykqtO7T/q9AnwtArqqALswQAg2nFXr7vbmP1oMGEJNRJ8lovuJqIsxERGNIaJSIvo8EWUZ3N9nZXoLEUxEAD3jcsOJ0SLkHsPmeDV4jlv7m2gFbDJHDQCDEh0+C8GRm5ubptfGUCI6A+7FH5IwFpNJr88USUSQaE6e4L2kQjBxiUIhMuUAfgPgl9AJ/BGKICnXNiIQdnQjgAUGc2iFdugm8BDIzsy4+vaSCWe/sWBSVSiXLJWDBjix9vtPv1FRuH57sE47jXka9+7dO+78+fOzpbaNhjEDslHnvQ2NQfUkBerm2eC9ZbH4CiiZvZQ29WjzHw0GBKEmolsBrAPwCwCpyrV7AXwI4Abwjqsmotn9VaY3YSR+joTLjfIZIXeBkRqj6ezIddPSiQki1ZsYZwHZNL9MgE92uwVtNkLcTTfdxKCzgBgR5QiMSnpMIOV6jCQZqmguVpsrE5cXjOZzCM7NP+4MiJXYGMoxqIMyYMnPASdWLyBA1LtYSJeVlaUlWVEyLs1+TtY7G73TyjkTD4s81aKsEHevunbSQVVU7rRQe0ockcthn6E9X/hDd5ECCO411HwyWi/13t9oDupw1eUYIBKxfifURDQMwJMAHtK5NhTAEwC+zhhbxhhbCOAlAL8jIurrMn0BlQDqEcGeQG/Qd6eN0l/D8JgqZyBdSrRbEESkn3p7z2iv1wst3rcrzGSKtq09TdGpTuJQEgmZSHexOO1OG0xc+jAiMuGkaBKnDLWczEUbcZZ6UAm5zGVL9c9IsSGrIAF1gD7XLJ8/Wt/oWP3SthmvHzieBujHAJfvy3Q52740c/z+nOTEq8vKygZp7fkhY+ywKq3TYLhBN+CuuzvnXQhIHAyf0dcSsn4l1ERkBfBnAD8BUKVT5BYA7QCels79D7iz/NX9UKbXIRNm7VRMw1DGmrPrZj2JckIOMakHJzk8VkIcehBGNISYKur79BYAkzM2ESmURV1302Yk4VK45WUwEFMbcc5hVFR6bSiHxj2WlZWR3YJrhzvRbrdQB9CV8AqCLc5Py89p/kJJ0d4nt1ZeLXyshfhb9ruWCf2UDMeZ1DhkALhGa9cCkvI9y38j6G69yIByX3SBxgipxntLwKUNXVQQOv3cZ+tAf3PUPwDQxBj7tcH1cQCOMcZkR/0D0rW+LhMEIrITUbI40MOoWqrIJhZEobuEq5fhckgJOQA+qR081WW3CXWku1xS3DuM7uuOqF0pUx5h001cZlDF0hr07G90JVzSZt0NzchMKg+dsnrnVK7d0EpZEQmPSrZi4ugEnJXLyET6qbf3jN5ZezpJnK9ze+L2nTqf+dCN03ap+arvnFJw7Lnd1cPVhB5xFuocBF8HfJ7FpaWlFyF5tah/1faKvhDvZtQ32juvMJjzKwE8TppniKx31tv4qNw1+jDccb8RaiK6FsCXAXwxRLEkABfkE4yxJgAdCBDFviyj4jsAGqXjRIh3CQs9whADIh2VeCZU2ViJeWyEFAeP6x0EpwXtNoIVEU6ASAmrck8XX8xQ98VAP3VFGJAR0SwiepqIPiSiOQZl5hLRX4loOxH9gYhG9meZ3oQ2brYgoAd+AcYqp5BjD0CTdr8LxkaWRm1Q1Ta6z5KIHgDMcXX6UvMduKAn6s50OdsWjcs78ZN/7pwqc8+CsxZlBWFOS3C0i0AoMldefbbB+dqOXa6q/fvmnT59epqqQlPaaeQ6lY2AO9oKnTLLoFjTS3U/BeBh8M3QCj3JpbwZUETrQSqH3kZ/ctS/BPA+gM8R0f0APq2d/zIRzdP+b4FCJIkoEYBVu9bXZVT8FECKdOQavWyk6AVuN9roW+HcP3o8MOMImWqcb+0Z0HTX4TjisEEgQixeur6YYYh7t949lMHL5QQi+h6ANQDeBQ9ikaJTZhaAfwHYB26PkgjgXSIa1B9lehvat74NmnGUnoha5gbDoBycmCyDEkQnirHpAv9GRlz9CgArxo8fP6ijuXFJVdV+1+FzF5yq2Fr8npaf07zmttnbZe5ZzZYlwomKtJdqmfXbq0bZwVrnjB3uHpKTM82o4XrzSNoIPQZOrJcBsOvcVw7Fml7pqwV6fSKVE5yzuo528a3uTfQnoX4ewDEAw7UjWzs/DPBHpzoEII+IbNJ9o7S/1f1QJgiMMR9jrEkcAPpbpOxHFIuAHzriMt1r8jMiEDN3uW4lZDiUON8CCXxEGoYRVd5Ld+ELJeLT3iUql4pwBDfExsZvHBjLjc4AxC8YY7PA7U2M8AMA/2CMPcwY2wLgcwAYgPv6qUxvwwVgOoBbdcaL7GtvGMjEYA4nohuGU+oGVYe7LAdQXlRUNP3j40cnLJ80fE/BoDTPonF5J57bXT1ccNJCjF3n9sSpIm5BoIW1951TCo6JMmpGLRE0pXT2hOpPPj4eF9fuvb6srMwwKqGBUdcZALu1v+UAntJTU8lifXmNkEXdMA6vuhGSdbxch/Z/n8T87jdCzRh7lDF2vzjADbcA4AeMsZe0//8Ovmh/Srp1OYBPwLnxvi5zyaC7+m1Fp6VHrAEE78KNCLZePWVlZVafz5uphg8VSLCCoMOR6b2XwcSS9Vs92jipi5kewdV7R/mcsthuNFqUBwqUjWpEYIxdjKDOuQD+Id3TDuBVAAv7ukwfwQ3g69CIhzQmRkPxtQ8z3+SxvgmcA4w4LrhS3yl1DIuDMdZcWlrqHpyZPvf2qUVnrxqc3lzn9sRt3n88Vw5WIouvBWFWCfTKORMPA4Ag6LLFuPx/psvZVjAozXP/nKLKIUmO9MbGxuvDvY/OuvaMSoxDQRVb64nZ5fVMby2RVAkuRJFIpCfob2OykGCMVYOLl/9IRP9FRL8DH/xfZYx19HWZgYRIFvvuEqpIiLy8C9dORWSMtXfv3qF79u0f0e7z6vap04r2eELIQDMRtKvHKgQjgqxd1vUXl8r5yyj6QRHPeUUk36+3QUS5RPSf0u+HAHiIqJaIJsXwUdkA4gGokoxPwCVofV2mCyiGhqHSWBEBfuRxchiK6iUCSZaoUxBpNTpXWLchnU2jGJP3ImBsNTbFhqtGOXn9cpIN9R1FIJM1m3cVrX2johAIEGj53kyXs62hxWsT/+tFLRuSlODNIV97zaGDX3G5XEHqQ51Nr7y5WQGdgCShJFza/YYbeZUBEc9Ty0nqjJ9HK6HrDgYSoT4OYC0U8TFj7Hvg+utWALUAJjHGXu6vMn0Jo8W8p2LUUPeFGpwqlDKhIib5MWHCBNv0iePP5SY7dLmwBAt8cRbkhHt2b0MhsJFw8kGTXL0u1efGwMF/AdgF+EV4j4Abd/4VPKZArCDEnj7lvE+61pdl9BAzw1CJawOAlepc0FvYVc46xKZXz7bCcOMIBI1LFwJjWuhlGTinvsTjdt+cynwpG3d8lC27XwEB0bXMOS8vKTqyetHUqlXXTjoonrXmNU64BcdcfbbBufqlbTPkYCiCG5ffoyTT/vE1E8dak5OTv6rHQWs/VZF/OYAXdN7VUMKl1BsEicMuR5j89No3GgzgwSuKo2aMHdLE4I06115njH1XE5fvM7i/z8r0BcTk0iOq3RVrS/XGxGDMiDCFqSc9yWm3uawGOmorfFbCoLKyMmskbdBrU4y5Vd0whXqTM9wklwh2yEWgDzEHwNva/9cD+Bdj7GlwojWNKGaBfuq1vxnK+QzpWl+W0UPMDEO18bIEnLufggi9GHSIUjS5mQ1/a3Ag4I+9EsDjWvt8AM7MnTv3tSGprlmT0u1nV8656rB8oyqulkXbosxTb+8Z3dDitdmt1s7lJUVHxPmCQWke2ehMFn/LOa0z48lTkGKnGxYuYKWlpW7x7oJ4hpBc+S2vJULrl07I5xDiO8jrbTgxurTuuRFBas5YYMAQahPRQY97jeK+UO4gEW8A9AiTOlnUexoaGnIdFlidVmpXrwFAkg3eOIIDQFqk7ySeqye26gmM3oN0XLxkYm7Uf8rCMRDQBiBT+/9GcCtagHs6tAOICaHW3rca3LhKxjXgxkB9WsagjTEzDFXE3A9EupArRMKvR1X1ylpZQyKubla1+n4DPk9PgbslPaC1rxwACgsLS7LikZUFTwPACa8a1EQWV8vnhJFZwaA0z/IZRUfSEhzt8v2CSAt3LSDgWy1z6jsrKp1p8ZYpe/bsuQZ8fgXF/pbWmMHgIntAP8KbS2ctMNQnG6gJRkeyUeoLIg2YhHrAIlLOKxoumIKtTUM9N6p2Krtcw0hqRJRUUVHxKUu7z3DcJVvh0wh1plEZuT75udrpcsSQYzXY0OhZ0IZMpiJ009AJvtCPeBXAeiL6BXhkvpe183MAvM0Y6+Lr3gP8FsByIhoDAER0Czi3ua6fyvQqBPGIhkgjmCjJgT6CXIS08fO4Rsjk+6GdWwGdSGiyeFxuV3x8/Bdsrd5bBpO35Xfb9o4EuL5Z9ndWg53I+aaFK1b12Qan4LLVbFmyuxYQbJQmyjjR7klBa2rxxImTwefXYSi6e+3v3eAbMZf8TpAMvLS/5Qgk4BAhSvVSZK7QfpZrf78O4DkA/6O3GRdl+3LDHRNCTRz9bhxzOSCcHkWvHCLgglUuUEeHE+4ZYa/piafk3T1jrLn4qoknBifaDY3zUuL8HHVIgzKdTYFffxyLCRRuPDMDYyCDNg5GIDRhqMAXfY1vgvsbDwdwD2OsRjv/KXB9dUQgouuI6EMExOi/JB745BtSsV+Av/seIqoFd+X6OmNsWz+V6VWEUl2J6xQm6I7KXUu3uwHsheb6JY2z0eCJLTZBISRG7WCMNd9yyy2nhiY7hs4c5Dghc8l1bk+c0DHLUchkq2/5nCC+QMDiGwi4Y62cM/FwWoKjfe0bFYWy2FtcXz5j3JGjRw7Hx7d7b5g/f36CaJ/OXH8K/Hue0tmMBKW3VZiIoGxi0v/JSn//EsCdAB7U+rqL66deX/YmukWoiei7RFSi/T8S3PCqkYj+FMvGXWmIlDsONWj0BqK0s/+hNLjvUia5nuVk1LpsZWKsQMCqNImIkmprauawNp+ufhoAbETMxc1OskL1g1jAlB21bj9Ei2ikFEp7gp4tLb7+cIgsRq5jsQBj7CJjbDVj7DYWcIkEY+w+xpihmFgHO8G/9ecBTAI3yFwB4C9SnR2MsZUABoOL2bMYY08q7emzMv0JbXx8HVr4SnHeaEyoY0b7+3toBnMSN3kGwGoAZ5TxaBhXoKysLG5Ieur1YxLQlmilNpVzTktwtD9047Rdm/cfz5UJc53bE7fmtV1FqtGZatmtx4H72jos697ZW7B2CyfYwvisYFCa55tzij7MiqfMmpqaH4ViRtR1TKe/9KDquO8CMBLABADZyrw9A2AxgiOWxcz1M1pE7TNJRBMB3M4Y+7F26tvglqNfAPB7IlrEGNscwzZeMdB2j5EEL/CXk8tLA1c2SBG6ro3gO8ozOvcFiZfEztKoLdq1sKkyiegFaDtSxlhzWVlZXHy7t2mIyx5yg5hiAy663XniXYzE6Np7heJkI5E06KbCi+Reo/rkZ8uLq3jWQCDSAkRE4AvVKPCNTwcR2RljqtW0IRg3AP0wwrLnAZwfKGV6C9r3Lpe/uzLWmgA8rCeKNZpzyu9TRFQu7tFO3wXOfd8lzWkhzdmo0wYAmOXo8I2fmGSvAQLcraqDHpGREiSmbmjx2qpOnc86Wt94VJwThFmNRCYT7UyXs231oqnBCZhY4N/spITWIfUX3Ky9bebo0aOHENEn2ns9K73rXdr6cyrcPFX6JsiLQ6yNAH4GTpQhvpn4fnLfGzEFfYHucNQzAOyQft8A4DHG2BsAngFgGArORHjIBFMgFOeqcy7If1fm5tDV3Uh95gqE8R/U2jMYYcS3gpAq9WSlOB3xqXE8JKtefts6tycu2QZfZrJrCELsXPVEhZFc02ljSMmAVE7v3ojb1R0uvbdBRBkA3gJQCZ7SVYgj1xPR7f3WsMsEiti2GMHi23ImpXQE9H2GjUABA6l7EdCxBnF80hzcoceBlpWVWTq9nmWH9u/J7vR5O4SxV/XZBqcgqirHLFAwKM3zyM0l7z//QfUI4Uu9s/Z0kl4qTDWLliDk4lBzVS/KS6m96/q5pxdce+1VkrTA36fQCVgSSvIn9U3Q2qr11UbGWCUkfTZJtjwDZVPdHULtBbifKxGNAx8sH2rX4gF9txsTkUGdTHoLvM61IFcG9X9lsIUiTOVQ/BIN2he0Q9crZ0CwcuIsSEiPg0cvv63fR7PN64sj5GkZdQzRA443VBv1yqv9Hy5Eabc3D32M/wQX8aUBkPv6Z9DJD28iemjfewu4vnOLKmFB17zzG7Vb9cac+D8J3MXqHnB+9AVVeqM+m4JDZjYDwLlz5+YlsLZiR4evuaHFa3tud/XwGSNyTq/fUTVq7RZjwiuQ6rS3263WztLZE6qXlxQd2VBZk68akQmo4UfVa/Jvu4U6rhmSfMFlxZKysrJEBJKRCAIqCGwXI1alj/wGeGp/S2X8BF8i0mtIy6glleuROq2n6A6h/heARUT0B/Cdzl8YY0J4sUC7bqKbUCeT+lsebMru0k88QhF3hCcWITllmVMPxyXqPGdIohU2oQvTc/m4c0rBsfwkR3O8BUkAupVEwahdeucjUTOga//7NypRtKdfRGZhsBDc8KYRQQJI7AVwFRGFChBiIgJo3/4MAlbMXWwYEEyIhNGYPOZUd0AXuH76afAQpV3idwswJRKaqNNqtQ4+fPDAdw7s3zvU5/V1piU42u+cUnBs+9HTOctLio4sn1F0ZPP+47mLxuWdEMFK1E31c7urhy+fUXTEH7mMgLQEh67bZfXZBqeepbdar0BxEk4mdPhGHzp06G5w/+8tkNzVIK1TBnP06+C+4n7f6XBrqwY3gB9qf4WBnm7+gL4k3FETau2D36D93ATgPwBAE+28wRiriF3zrjwY6UyV/+XBpuZvNQoOsAJKYBIV8n2hBmSYTUQoDEmTrCL0oh49t7t6uKXN0xpvQQKAoWHqC4LRxNV7v2jq1et/RBhhLBpxZj8gAQEJmEyo07XfuouuichAkqsUuloPy2NhCTi3LdRTLh3i8XNpc7wEnIs+pcy9IG5Rmg9BIUeJKCkzM/MrMyYUJdjbfc21Dc3pR+sbHQWD0jzCH1r8//zu6hEPvPjWzNcPHE9TuWth6e0n2iVFR9Q5DXAiLSzH9Yi0Htfu8XjxUeWHmQcPVH2biNLBNzvPau/TZR7rzOkmBFJY+t9d73+lv1ZC01eDM0Fy2NYua2pfzemoCTURfQpAPmPsi4yxb0uLdiWArUR0d6wbeaUgUj2mESE3GriSWDus75+eSA5dxUVdnh1J250WjLG1+4IWf72oR8OSEzyJVtguXLgwOlKxk/r8aLndbiAifbOiY1sR6fv0EbYhkA+eAQDxpBY/A7BVkpSZiBIaB/Z9cBuAIKMydN0sbgSwWBLXriGiYoV4fJuIRgspGlOM0GTuXNqY36sjMr8rPj4e186ZnTAxO8kyJNnh/ubCybs37z+eK/yg5UAlqxdNrXrkppL3tx89nSPE2nIYUQE5JrgqMi8YlOZ56MZpuzZ8VJOvJ/YWLl1BkcpczrbvXnfVjk/Pn3Xu9ttvr5Ru6RKnQd0ES+vdGa38YKlPVihcsv83ApIKoUrwM0E68zWiaHOxQndE32PBXTD0UASej9ZENxCK44tmYTfSQUdKvOR26HDZoQiUIbean5+f3tHqHfXmh/tS5cmqisDFX0eHz1pRUXE7AgFCIiGMIVNRGmw6ot4VS4ulnsGYUXm13EAwLPsOgK8R0b/AQ0z+GsABALcD+FZ/NuxSh7bI/xCAcGNNAiecMscru1fapft+DuB74AQa4H7DD4N7bYQy5JSDfbwAvvlaJsa+mMs33HBD0ZkTx28Ym8BOrbp20sGFY/MaZD9omSvOdDnbpuXnNMvcs577lShffbbB+ZN/7py6aFzeCZl7HpGR4kWIbd+a13YVPfDCW9fIxNplpbaGUyeSHRZ82mKxfFk7bRTHfIU0x+U5txEBdUK51i8LtPNu8HG/GIHNTzmUZCrKxkc8Y5lWV58gYkJNPLtMKviL2YkoVTmGApiNrllrTHQDOiKsiAiKHhHoDkHQ487DECjDIABElNTU1LTSbkHiF68Zd0gVf+kZn+S67O4Fs2bUIxD20HAToD5f6oPBOtejEn3rccCqjkx5pp5e3L/L11NN9BcYY4fAN9Y7wIOV5AF4BcDVjLEP+7FplwWYFFkLnHhOBo+vvQKcCC9DwHhMRg24ge4z0ng5A8V7Q0e6JQf7EKFCyxHQgSeVlpa605OTbr5l6rjm4nRHnbpBFlDjcas+0XJZwRELv+s1t83ePi0/p1ndkAvrblnVBXBXr9XXT616fNnc99ISHO2ypfnXZ439IDc5YURmZuZY7R1Vy22/Eax2Sk0v64ZmxCdxyRsltYEcWhU6dYhnvABuSC1gl8vqfMOYIhqO+msAGgA8Bp6AvUE5ToBz2s/FuI1XDBQCIwc0yY60DiP9dKREPlQ5PQIV4plB1xcsWPBBaoLDMTrF0RSuHXVuT1x6HNwpCc6c0tLSTukZujAwEhFGdl0ilyn3GaoDdL6HoQ5c71wocXx/E2kAIKKHAdQznoTmOsbYfMbYKhaIUGaiB5BFtBohEPG1XwAnopvADSaXASAE5rkLXMcapNdWql8BKTOX9LxT0v9ijPmNH0+ePHn1sepDnx5C3jpScq4I9yzBNetZactEufpsg3PNa7uKgGDJmOC8RSATca8/UMrmXUVCPL6z9nTSAy++NbOhxWtLS3C0r91SUSjfNzLV6R6ZADY4K7No0KBB1hDrWZARnqQKGAng+8qmfZk8J+V1S1FVqSFd5bXCp32fPtlwR0Oo/wTuI70W3NpwmnIUAhjFGDsZ60ZeKZAWe9lATBg06KVzC1VPF4QhwnIs6lAi3FC+y4bGUxkZGZlpNlCchToBfUtPcf6pt/eMtrZ5fQ4LXJ988kmhUZv1ni/9NvQb19mRh6pTNxpRqD4QzzDqrwEg8hZYBSCxvxtxOUKV6kjnhWX3SPA0o+XgeuyXwAnKaO36JmXj6Vc/SRyeT6m3i12JqtPOzx26YOaYYd539h5MkTlbYRAmi6zTEhztqoi7ocVrk/XKVafOZ8opLIOgI+puaPHaPjx5Lvv5D6pH3Dml4NiIjBRvUXb6OXF91YJJB1ddG+xXXZTATs6bPNF6yy23TNR9jCTpU+ZaNnhALjlndJBuWZKYCX21vMHRnfMSF99nG+6ICTVj7AxjbBd4DOCvM8Z2KcchxlgXEaaJ6KAMBtWqG0B0XLI8qGCQOk9wyuCTP6TBWbiBabQjjSeMSo9Dh5zmTiXW4vfKORMPj051NLFWX2JlZeU90RI2CnZj0bOENRRX6XAoQd8j0vuArkYv6rVo3qmXsBvA3P5uxOUIVaqjjcnHwRNKbAHXXf8AwAYANSzgRnVYu2+BKn6VJW0yhyfNX5lYBQU9IaKksrKy4Z0XGxfVHq2JWzQu/4TIFy1ntBKhQlWDsUyXs23RuLwTgsMWnPPjy+a+Z8RBy4FM5PNX52adKZ01obpgUJon0+Vsu2NKwdH126tGrX2jolA8S9xT5/bE/entirzjR6qzO72eO7TYCuXyfAyhiloM7mpYI51bBo3pkebiaO28XSonjMuCID3DJd3b6+iOe1YTY6yBiFxENI6IrlaOIb3R0CsVeou9UTmja9LkFQuHXvamZwG4Y7FDVBeLsrIyS6fPOy6u3esRk1/1pxSxg9du4ZPVQoShSfaO2bNnV+u1KQTBFD6ngjPZKJVfId41RJ3hfNHD+mdHIHnod/20hlcA/IGIfkBEtxPRp5TD2t8NvFShjQU3AptWN4AHwP2eD2vnawDUSbeJcLtBmbMkQr8Ekj+xDsfdxT5I5jZb3O5PHz9yeHSn1+Pb8FFN/s7a00nrt1eNEtbcqjGZali2ef/x3DunFBw7Wt/oEPX7fagBPwetGpgJIi6sygWRlutdPqPoiHDvUjcKqxZMOnj/3PEfDE12jgMwVRBZCjbG0+N+ywH8UiLK/n6WpQ3QJJbatxFr1xZIInLtm4qNklhbdkASq/cmupuUYy2ACwD2AahQjgdi1bgrHUaEQdWtRsqlSaJ0P7FWdo8x4/TkheTQoUPD91VVjUuxoUXNziPKH61vdNit1s7lMwK+mOlxaMtKScpV6w3zviKZu1gM3TDYHRu0V9cXHegiLYB6Xi0rc/IhO6v/8Ai4L/W3wcP/vqAcDuNbTRhB2hSuAB934v8ga2J5HuupjJTxJjhm2UDN6PmqGHzJwoULC3JTXfM+O3n0oYdvKtm3vKToyIaPavJ9HR0WNUiJ4LIFQZZ11sfPNzvu+8ubC0U2Lfm6mLuibEOL17b2jYrChhavDSwgSpeJu5xV67nd1cOf3lE1WIjY5bWiKM15YbgT8fGEW+12u+jfZdAXeQf1sbTGAcHSRaHT15NYLkbAYEyWOm4BJ+xbGHdJXs10NkixRnf8qBcCWA6ev3YIeDpC+Yg4PZ6JrtDRn+pGwNIjIOF009LAVA2t/A79MXwHPyEdM2ZM6oyrxl0oSHU06uW1FS4dS4tH1sqTONWGi/GEEWVlZRatXuHvCL33lSakW4e7Fa4XQAhOOZweWu9+vbJSnbJh4IASfTPGMhljjhBHyBCuJvQhcXPl0rjbpF3WjYwnEWU/Ydch2G51jAJdJEGD0ZWAPTt61Ki5Nm9Tzs79hxIBzgmvunbSwdXXT62S806v3VJRuH5H1agZI3JOP/qPHdOF0Vf12Qbnunf2Frx56MTQnyyduXVERopX3COuC7F4ndsTt3571ah17+wt8LV3WIBgMbgMOfb3+MHpdT/+5875+elJF0Rea3kzPzEJJ9PiMOWGG24Yr/RvJN9DTYMblHlPbK6k/i2HxmErdQSpJhBh4KOeojsc9RgAzzPGXmHcxL1OOVpi3cgrBcribmhlrXNPOAOyIIIh7SKbdZ5hGEUrUuKis3EYkpFop0QrBYULla1EhUuHXE9aHC52tHrTAQyiQACJLdJk032u9nMlFOMQA/1dVOLoKMqKOMOn0FVcOVBE3yZ6CcoYdYGP3WwYxMiXfgtbEdndSIhW/WNafRYC434ZuCTET0BKS0vj49u9Sz6uOez4rBSLO9PlbJPDg4qQoKuunXSwODfLPTIjpX5ERor3zikFx9ISHO12q7VzafHI2rz0JK8QZQuiDnAdt5xoY/X1U6tuKMr/WCa6YnMu57oWLmC3Xj363JOfmf/Pe0qKTsnW5YJYD7OjKQO+5KM1R74dHx+vu+aJzUqojbTQVUeoLtStA9Kmqi823d0h1IfRzRjMJkJD0pkskxd1o/JhdKby5JctyAVRzpae+az6v1ovKS5KEb4LiGhwc3NzXpq+XagfwiAFCOi10Opp+6jqwPAzZ86MYAEf0cOh+kOaTP4IQ3pti5Sz1bsejsgKPTkCUaJEGMLmSO7vKxDR3US0IsQRdRpcE13BAsFPFgO4R5MMrdD+drGfACeyy7TfW8CJt3DdMhzTEif4G6XMorxkR9YDc4oqZImVGtpTiKUFIU92xrc3tHht63dUjWpo8dqWz+CJN57cWlnoa+OccpO31fafm3dOue8vb8xet21vgewD3dDitT2xpWLyonF5J8Q5mQADwJrbZm+X27RwbF6DKKsGQyIilGTaT1xfMsU5ZcqUqwzWvVUAfgnuuqZGZQvHbJTrbaKU+4vB53Y2JAO03kZ3CPVb4Em2v0pEWUTkUA5zcvcMIlqODF1iLBF2dSD6w+NBiu8tibezATxNwRaLftGvyvVJ+hk1Y01IaG14vGL3rluozdcpX1N313KAhbVvVBSueW1XUYIFbbMmFp3Pzs5Oltpv9CwhuhJZggzFYipnG2bDYxg+NUQfCD25eL5RGML+xiMAfiQdPwbwvwD+AOAn4NnwTMQALOA/HQ/gVgCZAH6mzRE1cYSAC5o+FJzIExR3Oj3OUZ6jZWVlyXFt3tuKEtEYRwHXyDq3J84f2rOyJl+IoEU9mS5n26prJx1MS3C0+9o6LOt3VI1KS3C0L59RdMRu4xmzCgaleR5eXLLvV59d8M6Tn7l22+pFXIwu6k9LcLQXDU4/l+q0t4s0mKJuYUEu9ONGHiCqLctIJ86z5vOZhw4e/G8AX9eZU43gEfeegWaLo0oVtX6VbXyESi1bR40grwOjwbOg/Vz7nuWQxOO9ie4Q6q+B56R+EsBZAB7l+FnMWnflwh8BR09PrQy8ZegqEpPD4QW5W2kT+TCAewR3KhN85bny/36Di0i5a638w9fOnHEm0crkqD66u2uxo19eUnTEbrV2EhGyE+0d4ItaJLAjWBphRFyD9NFG4uhQxDwccUdAT35XqPL9CcZYIWMsVzqGAkgBj5Pw36YaK3aQ9Jk+cCLyGwDbtctL0JVT3iRtrM+Az+XNCPhahxxT4lp1dfXnjhw6OKnt/Gm3vBFeu4W7UqU67e2+Dk6I/ZIsDYKrXb1oapXwbRYicLmMSOIhiKqoHwBWXz+16oLHZ2vyttq+v3F7yZrXeLCTDZU1+YLTVt015WAo6rXD5y4439n9Yea86VPciYmJTvmdpQ36YVnlpF0OkipK/SRUanu0vy4EmJk10sZf6KdXM8YqZaamL+Y0sSjj7hMPFToiRJETjLFjPWnUpQoiSgbf0aUwxsJG4ApRj0po7oJ+1CsBFwI6qRXaX11/aEU8LNcV8j6l7F3QSQyg1k1ESTab7fMr7vz0zR0njwz58tSRe2S3DDWmsFyXOLepjo177wKe/81vf/vLUO8g94nSdyvUdzK6Pxz03k9MVHVjoKMD7/ZzddoRk3EWov40AB8xxobFuu5LBbHsY3nOgG+shYh1MAIuWfL4uRc83KjwoBFxpZeAuwSVQAmAIuqSx1dKSsq4saNHrrvzqhGdx48dZYvG5Z1QQ3uu3VJRuHxG0RGAW2Wv3VJRuGrBpIOAfmhfgIvMn9tdPVwvZSXA525Di9dWMCjNI8Tr980r/jAvPckLAOt3VI1q8rba7FZrJ4gTc/G86rMNzgdefGvml68Z/9Efd1RNWHPb7O1AsBvYoTPnnW+1JBT8fvO2o0dqalZKc80lMRNh1ylpDXVpEi8hKheeIlsYY4f15r123a8mRDfsTqIZY93xoz7JGNsW4jgWbZ0mgqHHzQK6ehYhxlkilS1HCCKNYK5wcCT36UDo0fTq9uuFGGPNs2fPfjUrNQWfumpUrWwVKu+SjRLNA0Bnq6/dbsGQUM+RnxdJ+yOdUHpiRfmcymnrcdDdee4AQCu4GNDa3w251CEt8iKNpUykl0HbICubut+AE2mhq7YjEK6yEl037SKYykoxDolotMvl+sqsCYWWWwoyD985peDYhspA9ioxv5p9rTYAeG539fCGFq8NxKOHqcFLgEB2K7280mr8bsGhC/H69qOnc9ISHO3C2vzhxSX7SmdPqBb3y3WNzEypnz166IU1t83eLty2qs82OEXd6YnO9qmZ9nOL581KLC0ttUubm8eVNc1PpOW1U5q3K6C4zSGQ1GQjgDN6Ugt5TTaSxsUa3XHPchFRbogjpTcaeoVDdtlQnfyDLLhDiWMUUW5QMvpwRE4hRF0ifkni8yBryoKCApuNED8uO6VR9os02o3LqHN74rZ8uD+z1evJUd5BNoozhCQK05MgBL1XKBG5zrmgzQh0fK91xOYDDkQ0jYhmKMcNAP4MoJIx1tHfbbyUIY2X0dACY0jjQVh3lyMwn+S5KJJGvIDg5Bwq9y0STzwAHj8c4KqwnyW7EqdkWVrR6vWytARHu0qEj9Y3Oo6ca0y/4PHZhNpJ6KXBeGwDIJAVS7bQliE23kJkLfymhUX5tPyc5jsVa3MAuODx2WQxurAiV0Xrd04pOLZ+e9WoNa/tKhLuYNnwnM9LdmQCuE4r+hvwWOqnpPm8RF63KKCyE/O3HJLKQVtLV4PbAYhNlAv6qkfAIPpgb6A7Oup7AXwc4ng4Zq0zIRtybYJBJikdzk4dkF3AAlbUYf0QFe5Q7FI3qs+Fvk9hspUQn2hFm2qsEu65mS5n26enFtW6EpyJZWVlfu5Orw+MiKEBkZY54BXgYzrIzULakavSDcNNgioClzZEA0o3LeENAO8pxwYA6QC+0I/tuiyg6jYRPD/kIBtLILnwiQIS1313iPHjj3wmEfOnFi5cWD593BjLX998L0ckzpCNw47WNzo2fFSTf/+CSRWb9x/3BxUSG+n5Y3JP/uSfO6cK4gsELLQFsZSDniwal3dCRC5LS3C0zx+Te1KWoMnJPUQUwkdf2TFtafHIWqHbfm539fDlJUVHSmdPqG5o8drExkAYsYmgKXdOKTg2OCnBNzYRTXFt3tvi4+NXaP19SlqrhHukHJURCKgf7gXXQ+vN5e+Dr7cvgId8/bK0oZcN0mISdyISdIdQ/x4877R8TAV3PzgE4P/FrHUmBDaCW38C0HcvksUxMJ746j1diLQed6nWTVJOXB0uUuVgk+MIFruFOlRjFQGjBB0AkO1yeKxAfEVFRY5RmVDicBU6YqtyBFLd+YmsvCNX7g/aJOjs1tUd/BLopzIcCMgGkKQcTsbYHMbY/n5t2WUCaS64EWx5rHofiEh6kAjCEnAvG3+aK0X9JQhGkDFpfHw88gbnzG88eyrjgWuv3imCmvg3xwQ8/0H1CF9bhyUvPckrc7sAn49vHjox9KEbp+0S3LCw0BYEdfzg9LpHX+EBUda+UVEojMPSEhzta17bVSTcsuRIZaL+TJezrXTWhOrHl819TwROAbgxaVqCo339dm5hLkTfT729Z/Tx880OIREQRH+CC58MSXIMvuWWW4T0QfS3MCJzSX11N7jbViI4EWbglvRblM247AbqBpAMYAr4XFkJTuRF/SMxANNcAgAYY+cZYweUYzdj7AfgQf5nx7yVVygU0ZZeOMsgdylF5Nol1GA4fYq2OBgGVZDu93PUUr3yM2QON8lh1XbRm3cVqbov1U1LPg8ATgvaWn1ex4EDB76kLlLKJiUicbgithqt3evSEScCBiIvnf4LUkEo/ST0+SvkTdAA4bD3AWCMMbd0dAIAER0jIjOzVoygMyYA/WAZ9yKYIFwPvoEK2hQqm2cftMhnRJTkcrm+7UT7ZGeHr/nVqtogg8BMl7Nt9fVTq1ZfP7WqdPaE6vXbq0YJfXJQKwhIddrbAa6TlrNqLRqXd+Ldo6cGj8ziAVFWXTvp4PIZPCQpwI3DHrm55H0RwKj6bIPzya2VfktzQewBbswmc+3i2eK5wpXriS0Vk33tPNyp2FgkWql9TALahqSnXldWVhYn9ZFwaZOZiWfAc3zfCuA27fcmBCKM+TfoCgPTCm4RflHr57e0tXUHeOjdLUbraSzRrVjfIXAIwLgY13nFQodb9UPRwejlS9Y1XgpBpJMQyIurG1RB3G/EbSp1ifYkObVRZo+zdorA+3J5NQqRCGVY5/bEJVjRZiWKj4uLs4u6lUVKtCto86DTHpUL2QKuNyyGpqvXqXuJeq/MtStEXXfDorRH1kUOBHF4JiRuTUEOADMbXg+gSrMMxkQ2gseCF5yIlIO7ZdkBTERgMylvSIUh6Vvg3OEKAK7MzIxxI5Ptzq/OKtpjt1o75SQaQEC8nZbgaBdpJRtavDbZ0Gx5SdERQcB31p5OEmLwtVsqCp//oHoEGHDfvOKDcl2yXlrOwvXk1srC6jMXMoWYW47v7evosGyorMkPimompbmsPtvgnJaf0/zIzSXvP7y4ZB/ADd9E3bkW7+m0OBTW19dfK/WtP9Snon/+JYCXEXB/9XPUFJzmd7DUvwycWLvBCfuDms3BXPDMXGeiGhTdRMwItdb4OwGciFWdJnQ5VPm8GrA/5M4uAsJQDh7V6JS6yOg9W69tqjicgJQEayCAguxmIWfIkf2q12+vGuXr4JGPEq1odTntlnnz5r2u3SYTS9WvucvmQSaK8kIHPsFWM25F+0O1PvUd9bh2PT22HiQRu5CMdNGx9yWI6FYiWgbACuBWIlomHXcS0U8AnGWMtfZH+y4HGKhCVBuITdCi1knnXmCaIZkkxn1XqlrOyCVUXCXQDNNKS0uti2fPiJ+aaT81Jjvds7R4ZO1P/rlzqmwEJiyoRVrJhhav7evPvTlrzWu7igSxlgnv5v3Hc4UYXIQGXb1oapWaXGP5jKIjglOWjUXtVmvnD5fM2CFz2OJa6awJ1cIdTK4L4P7Uq1/aNuP1A8fTZD26WCfWbqkoLH+7YrjL1+SoqT70DavVqm6i9ZgJkSkL4JugxRTIhiVCt94NLtn4klbOq30fYWsg/Nr1MnP1Crpj9f11InIrhwdANYBz4MESTMQQ2kAIK47WIVKqYYpeIvsgtyJV/623yIhy0jOMEtYj3oJMuwVB1p4CMnEWv+U4wZkuZ1u8hTrjLbBkZWXZJGIpwiv6uWo9sb6YrAgmpn41gtRni7U6hS5Z15rTQD/dxQ4gxMTV5b77AU+CRyBzSP+L49cAbgRfqGIKIrIQ0VgimkVE+SHKjSSi2URkGKo4VmV6A9K4k8WiemNzMfiYk/XXshRnNIBfANimnfdH0NLRbbsBgIBF+cmO1IxOTyPALa7lMJ3CevtofaNDpKVMS3C0j8lOqyudFewutWoB31ivnDPxsCCyquW2DJEdK0gfDi5JE2L06rMNzgdeeGvm6weOp619o6Jw/faqUUfrGx2yRbngljd8VJN/37ziD988dGKo0HELq3LRvuUlRUfm5yYfm1U83pGRkXGvJiHze8XI/S2tH8LtTWSME5z1KQSC0mwD0ARukyWs6YGAj3VUoYh7iu5w1P8AcI9y3AGgmDE2jzHmi2H7rmiEWfS7lIVB5Cxp4dgBHXGuVoWqczZM96jDGej6FBJRUhwhJ8EC3TEhdu+yTzUQINjid6IVDECa9tMNvhMWYRe7iPzVtjHWJQiCbGQCSJl4wunx5R20gWRhBUIkTuhnAi3akssYSwXwEYAhjLFU6chkjE1mjP0jls8kovEAqgC8DuA/AVQS0eskuXMSUTwRvQigElxMWUtE31fqiUmZ3oREEBZIIlUjiZZbGafPIhAj/gz4+noMgfSKexDIgSynbl3hcDi+EtfuXZJr8Tat27Z3lLDKljlfOQGOzMkm2+PbAUC2IZGJsiCiwuJbtSlR9cziuhCjC3F1WoKjfViaq+HV/bXDlpcUHVm1YNLBERkpXrGZEFI24eKVl57kFak4hVGabEH+3O7q4Y42j2didnJcybSpDvAQn2KDJFRNo6W/wshMxOgWIZsXS9/nLXB3NxEdDggmxuo8Hnh+1IyHZ3tZOf7OGPuoNxp4pUJe9LVTIYOYaD9VUa3qnlACHYKs3RvEGerpW7XnGelX/Vyo2BxYLJa7W33enERrV0Jd5/bEiTCDaoJ6tWySFQTuMgTwSUbQ4ar1oPMeQnwdFAvd6H1V6GyA1GeVwyC4/0Ag0jIYY8Ws78KEPgHgJIB8xthsAKMBjAdfWAW+A2AmgLGMscngnM73iWhRL5TpVbBgQ0JAij0gcXflylwU5R4H8C0E5v7j4EZQW8D11UJVs4YCBpHltyxdemJYkiOrIIGdXTQu74TQKwNSohsEE25BXAXRFsk2ZMjJO57bXT1c5m6rzzY4RZra8YPT6wRRl8OUFgxK88iW5XE2HpFMxPmWCbwwHisYlOYRbbJbrZ1C9y0HWxESuaykhLZxiTiTm5Y0qaioaB3TookhYJAnjMtuQ7AHhlhDfoNACtwVAD4FwJ+zQlkn74KWIEVZe3sV3dZRE5GViMYQ0QIiKiIiQxcbE9FD6KugTeZQHB4MDM4U4iPEtn4RuVgwIuX2DETJaiAVP9c6Z86czclOhy3J1pVQiyhIQGDnLifmkMsmWtHa4W0ZJT3/aQRvXCJyzVL7AWGisYUgxhuh4xYji8v7SiQWKxBRChFlykeMH5EOYA9jrB0AGGN1AGoRkJQAfJFczxg7qZV5E8A7kBLLxLBMr0OaW0In2sXam4KNE0VI0YfBxa6bwLnqB8DFtGegRcxigYxcC4goady4cc4h6SnXJ7c2tf1h294RqU57+0M3Ttu1ef/xXGGcqXpcCA5VZLpa987eAtm0UE3eMS0/p1nOsCW7bX2hpGjv797dN1EQc8Etyz7S4tl2m7WzdNaEatl1S0Qfqz7b4Hz0lR3TxRrw3O7q4UuLR9bK96vxGOrcnjhyN1x8c9u7kzwej5yow6712bPgblnTwTM/LgE3KvOvrdK3KgeXwnwLkkW4dH0PgMcoOAb4wLT6JqI54A0+CC7K2g/gEBHdHMO2XZEQxEEiSmERgtPuUk4iILqW4qHqkUV0RtyizLWmpKTktLf6kjLi0AIEhxkUk1nVdamiLQBAm9e3f//+uS6Xi8Tz9Z4XLVEMtQGiYCtQ1bBuGQKGJi/o9at2bUCIuo1ARIlE9GsiugDgAriNif8gIleI26PF98Cj1q0iok8R0X+BW53/QmtLCoDhAD5Q7vsAwNWxLKMHIrITUbI4oLlEdRfSPB4Mbpz0OIJF1WKj90viVsYiDOjXwV2BAM5Fr9D+F0E67gZwr7Yp9Pteu93u71JLU+HeAwfjZ4zIOf3c7urhIzJSvP6IY5p1tzzfRMzu6rMNzvXbq0YB3LjLzxVrxH1n7ekkYcUt3y900g0tXtu7R08Nzk1zXQACyXVk0XlQJEIpvYTMcQtDtJFZKfVC1C3040aRDIUonojw7Ztn7r5+5nRnaWmpGj0tG9yV6mNwa+0d0OJS6KwZLm1dCLIa175lsfZ9DkHJYtbb6I4x2SAAr4Ar2ycCSAUwFsBzAP5KRGOirK+YiO7RJq9u+FEiyieizxPRHcQTBvRrmd6CNmhWQspN252FXiLCow0IqpxJJlx7ulirhhB/izKnADxrt9tz3t35QZ7X42Gyv7Sc+1bcI67LBiniWn6yo7mkeEL9XXfd5dDrD6Zv5KXLEUfC6VIg2IQI8Sg/S3BITeChHU9J54WoM+R3G0Bc9mPgyR8+DZ75bgGAr4JzIY8CiKVYfBc4V/ttAA+Bb3T+D8Bx7bqYa+eV++qla7Eqo4fvgCdIEEe3vVcktZXwh34ZnEsW+mgRYfBlcKLhZgH3oSbwMfQMuBGTKFsOLqJ9BpoVshhHpaWlvhvmz3UNd6DjpnF5tduPns6ZMSLntOBYxZwT/++sPZ0kiPSdUwqOCUK++vqpVXJQk+Uzio4sLyk6snn/8VxRn9hACwIp8lX72josBODRV3ZMF2JqATUOOIjHAhd6bUGshcuW0JcDAXcvo+Qfz+2uHi42JsMdnXWHDx4sam5uvlUqJlKF/gzAUXApRQkUw1FpUyVcNf2Gfdr/94KP3Z8B+BM4V10MfV/4mKM7HPViADsZY2WMsb2MsUbG2EHG2H+AL2C3RlIJ8VzWW8EtTa8HnyjHiWiJUu5L4EYonwFwP4DDRFTSX2X6AD5oXFo3ibRsOPYYtN23XEbiAJdBZ6ApXLaeIdkyhHFLYow1NzU2Tqj5+ETGsfNNDnVXbWQBrhqS1bk9cYPi4U5NcCQAyNfhbv3P087J1u0r1PcLJ66SiLScdUfdrJwCH+tu6T5x/S6pni6xwhXOu79xM4B/Z4xtAdABYDdj7Nfg3/ezTAt+EiNsAOAE11HPBFAI4LMIpMUVrmAqN5QgXYtVGT38FDzFpzhyQ5QNCUmEKlsV3wptLErzb4FWRoyXB6AFLkFwoh1/vdLYA7Twt+fPn19k9V4c/4dNb+Q+/0H1iBkjck4/ubXyauGGJccneOwfO8bf++ct1z35ZmWhCPcJBOajnHJWJNFYNC7vxJNbK68WhLULkb920sGHbyrZ9+iSmXseXzb3XXUDvnYLzy8v3MFKZ02oXl5SdOT53dUj1Bjgwpo70+VsE+5ZcqhSUacof+eUgmPCKtztbbXUnTvjSKTOJTNnzkwHX0vlZCYvQBOFS1I5P8HWyopQr0uka0Ld9jCAGnCJxyHtfHJko6JnsIUv0gVJ4LolPRxH5A23gQdR3y1OENFvAKyF1kHa4P2VVu5/tHNPgye2H9fXZXob2gT2GyLJHKJKWPTOSXUIffEDUFLfifvEsyBF5RLXwQmJrt5bgluvHcR1N6fKysqoaGR+znVDEz+clp/VDPDdcagY33qpLp96e8/olXMmHk61OawHzjUVAZhERH7DDiJSM+T4iaz2fkbW4F2g3q/2p1JumfZ/uWgLOEet69sucVnlCIjq+1s0PgSAcI9rAtcjN4H77Y4iojjGWI+DnhBRKngO+zuY5pvNGKsjopcB3ATgm+ALqBddCWQuuNUzYlimCxj3VvHbUhAZxYGJCsug2UFIz/GrbORxDL6xBgJib70wtc8iEOTkWQCbiOhTTit9+uyJ2vTCQalnSmdNqC4YlObJS0/yu2QtGpd34mh9o2Pz/uO595SMPbL0qpG1eelJXhGeU6S/lN0lRfk7pxQck128RmSkHDbadAur7uqzDU7xbEF4xfs3tHht67dXjVpaPLK26sz5LHC33iDiK0Tvm/cfz71vXvGHGypr8lOd9iMizri8SRDJRgBgQ2VN/uj0xFPDkh2ZlvHjZ7377rvlUl/756z4HsStwIUfu+hv0edy/4vvJDKZEQKbvpgMlHDoDkf9AYBbiGisfJKI8sD1J7t171Kg7WjUsqfAgzAI3AKgE8HixycBFGlih74u0yeQxbN6otpw4ltpYHYh0jr3LdMREQdZUsvXJdFdFx9CWXQEIMthwbCZeZln9LLvhIrvLSAvCIPi0ZGVmjwaXS3ZVd30szKR7QYhlJMlQNSjw5WXI9jQb6NilNKlHun+fg14IoEQ0BgeABeBAzwjkTsWRFpDE7hofbhyfji0yE6MZ+p6HXwe8sYROcF9ujfHskxfQxkXXc4j4JHxHe2S34VQlIOyAdT+X3D99dd/PHpQ2shvzh2/6+GbSvYJAik45eqzDc7vbXh3xiMb35s+Y0TO6Q2VNfkb99Tkr99eNaqhxWsT1uFyGskfbdox/tFXdkybMSLn9PrtVaNUwiv+ynNYWHo/9o8d4x948a2ZO2tPJ+kZf63btrfA19FhGZGR4n3kppL3BWEXVuKiHYIYF+dmuX0dHZZ17+wtePnDw1nrt1eNWjQu74TQrcuBlJYWj6zNSnR6CxNYY4oNS6+55po0BIdcLYcmjdDWqO+D21ot0c51WU8lRsSl3f8UOHf9e+3wqvf0BrrjnvUu+EDZQ0SbiegPRPQPcFHAHgB/i6Y+4rrprxDREwA+D67XERgP4ChjzCOd2y9d6+syattjboACxRBJT1QrTVxdYx89sa804J6VniXg0sqKgAqyK0lQXTIHrSwggCY60gjR2AQrUhI6PC1C96z6SoYj1rLxymA7GpwWjC8tLfWbosgET+m7qBHqfmlD4ncjkRdewYmrxFxn4pfL17vb1hhiP7jIG+Ci3x8T0Wlw8et/xuohmgj9CQCPENG3iGgJEf0/cHeZX0hFHwYwh4j+h4juAF9LmsElXbEu06uQCIOhQZ6k/hDRxs4gON6BXz2ibgAZY83Jycmb8nMG3TgmAWx0mrNZ6HOF/lhknirOzTrz6JJr3l84Nq9h+YyiI0n2+Pb5Y3JPrt9eNUr4MAvuuqHFa4u3WjsfublkZ3FulrvZ12pbvz0QC1zVUcuEdXlJ0ZGHbyrZ98hNJe9v+KgmX0Q6k/XZ9jhu8d3Q4rVtqORl1u+oGrW8pOjI0uKRtet3cKM2IZbPdDnb7phccLTZ02r7wSvb59Zf9NpTnfZ2kfpS9u/eUFmTv3xG0ZEc8tQldfryJ0yYMBeBmN+iL0X6ykRwq/mJWpmRCKxxQeozbd7LxoB3I8Cd+0J941ihW1bfjLEV4DvWI+CWmycAfJ4xdnM39FqjwLOTXANuvHJRupYMbo0qP7sJfHFJ7ocyKmJmgKI9r4urlY5oWSz+Lkj5pKXrg8EHkd8QSohdpXuFwZrYJYogIosREPvKO3jZqMrIh1pYO7sBwAJclR0Py5CkBK/giuVduVHiefm3TMyHOXAhwYp08Gxt/r5QNw3dJYCh7tfOidjgsjtNOF1+kFQESh7v/gZjbLrYmDLG/gWu4lkFoIQx9tMYP+shAF8E/35l4Drkaxhjf5PKVICvAzbw8fmRVuZCrMv0EbrMUTEeJOlTMYJ9+TeCWyarBCYIRDz5xqGqffOHW72fyOE2n9tdPVxwnQBPkjEtP6dZGG0tn1F05M1DJ4b6OjosDS1em+C+hV7aHmftFFmtkuzx7XIqSpETWuZsG1q8NnEvwKOhLb1qZK0IQarqswHudrV8RtGR1ddPrRLpNzd8VJMvUnCu31E1SiTs2PBRTf6yyQVHByU5GxcV5R0X7yU47TWv7SoSnPoFj8/2zee3zvjww4qUs7U1KxISEu7Q+lIWe28C56ah9fdnAfwOQBYCqoWNCNigXASXFLu16z4EbFReQDc8TqJFd3TUAADGIxf1OHoRY2yt+J+IfgzgZSLKY4xdBBeXqYZOieDicWGR2pdlVPwUfKclkITYEGvx/CB9sfL7FBGt1v7KBirLwDcWYpDdha7W3T7wwboEAY70KfX5BvrZIN2ZVkbohJ9ljDXn5+enL7vphmty7WgE9C02VSItdNHyeTm8aLKNWrPjWdyhevcMADulzYde0IhuIdT9jAdR8OfvVvSGRvcG6bmkvhoI3HQXMMaOglvG9lb9LwJ4MUyZSgClfVGmtyHPUSDITgHgBOOH4JtjEWlPHhdnECDWsvRsCRE9W1pa2mFp9SSNt7edTrHB93/7j4/+QknR3u1HT+cIoij0yUDAFUt21xK+0762DgsIeHhxyT4hSgaC43ePyEg53NDite05WZd1weM7KsTXglgLDhcELC8pOrKhsiZfRBQT87jO7YlTCbc4L54r8mQvLyk6AnDrcF9bh6U4N8v941tm7di8/3juonF5JwBulJaW4GiXNxsAMHFo5rmSEZlnfvDP3QtSU1JaWlpanpe+STOAZiL6Ibh++llwu6j/A/dPb5bnNAVshp4R/Y+AMZ/fLqW353RUHLUmpp5ucG0cEX22h+15CdygRYgYqwEMIyJZbz1C+3u4H8oEgTHmY4w1iQPBE61boEDmli6BRGRdqFbcLXNu2vlN4DpBSOVPIVifWs6M02DKHHgg9Zx+maD4xKKdXq/3fmubb+gIJ+rle/XyUcvuWvKiIkRlMldt8zR6aw4e+Fxubm4aFHFTd3a0ErcbKVQDOtmorYsNgWijrH5AH+y+owERDSeih4monIjs2rmbKbY+1FcsmGSnoI0ZfxAjBJI7PAMpzzsChOAz4JvsbHCG4G6IbE/Aoqx4y+gDhw5aAC4q3v3x2Ww17zMQcGOSU1X6M14BaOvosFSfuZApZ9lS3abE+YlDM8/xl+EGZxs+4pmvZF/tCx6fbf6Y3JPJjvj2hhavraHFa1v7Brf8Xrdtb4FsbS5Lzo7WNzqe/6B6RJO31SYszlddO+ng6kVTqwDOqd85peDY87urR6x6fuusddv2FgjCL95JpPG8/eqCM4/cNn/HdTNLnMnJybdLfSrmobD+FvYDhyVmxwXuLTNYOrdEu124YPo9X/pi4x0xoSaiBPCdR41BkaMAfkREWRHWN5yI1OfPBk+t97H2++/gftqLpTL3gHfy+/1QpldBgaAHK2URtx5RVHbnMse9AMFBOJap4nOVA5WJvdScZHDXmZV6BE3Wl0Ei+Iyx5oULF57LT7bHZcRTsJuGZjAiDE3kuMFCtCYbksiLRJ3bE/dBVXXi9HFj2qZMmTIOmnhfkTRETAC1svciQj9I5Rv4N0Z6Ym9JhNklVKlatj9BRNPA7UrmgxMBsYmaDOAb/dSsywqSqFsOYuSS5y8LxDRwS3+zwdWLg8Dn9MPgBH3BjBkzhtnavJ+bmmlv+uqciX6LajDggsdnE0abqhvThsqafDnqnyBqjy6Zueeb103eLQc1kYkzwGOAr9u2t+CGovyPN1TW5Ld2dFie3109QuSIFvUdrW90lD3z+vU/efX9afMLck+u27a3QOigS2dNqLbHWTtFfaItImjKo6/smO72ttrkkKGy25gwaiudPaF67R3z3imdzS3c1RDER+sbHXVuT9z8Ia6PL5z5ZMT1CxckxMfHy4lPVmhHtvKtxLUvg4egvUfelEvzXdznRh+BGGPhSwEgHif3G4yxxSHKlAN4nTH2pwjq+zyArwH4F4A68KhBywB8lzH2C6ncf4F33K/Aue0yAHczxp7rjzJh3ikZXFedonHYUUPjYoUIRhDuhyHlPZWI0wpouhIdcbQgPiug6ZdDEQiVmEs7SyCQMSYskSkrK3MkW/G7BelInZpCQWoAMYkefWXHtFFZKecZeE5bYWC2dktFoXDlkCfe2jcqCoU4blM9FVU0tP3lmWeftQF4ykiXHw5S/23SpAu6fSH1gxvclS1I1RBJnyoSkh4jFuNMq+c1cK7gl0TUDGAwY8xN3INjO2NsSCzaeykihnN5MXjSh3jwgCayDvRucCtiF/jalwk+zrzgczabBeJWC2Tf9dnPLmr8uOaBH1875p14oo61WyoKhci5YFCa5/UDx9Py0pO8QtQNcO73mfcPjEqyx7cLP2VRoZh7y2cUHREGXLI6qqHFa7vg8dmefv/AKLvN2nnH5IKjIzJSvELkLEvCLnh8tt+/u6/AbrN2Lpk4svbN6hNDl5fweuW+eewfO8bb46yddhvPUV8wKM2zs/Z0ksiyJdou6n79wPE0Idb3i9p3VI2SxfR1bk/cY5t2jN92+OSI6cNzah9YOLmqyeJI2nbR4TjXhtXr1q07Jq2rg8DjzPvVhwi4ydVo30TPa8YFYA2AH4pv0915Hc0Yi0b0PQrceCwUjmjlwkIj5vcAaAAwFEAFgAkykdbKfQvcGjwB/KVKVMLZl2V6ExJHLOAGT06+GJohktRWIUZbBs71DhbnKWDYBUj6FDIwTJHqUyFEPECEnGBdXd3sJBuGpDNvg3ot0+Vsm5af0/z4srnvLZk4srbmXGNGUAEl9negcYF/P9q3P9GBjvlxcXEM6GLQBfmcCp3zL0DLRyv6RubOtf9XIhD7d5kixg7KVqZKHmQpg7J5GiiYCOAv2v/yjv0EgEFEFN/3Tbo8QAH3n03gKr2roW30EBCfCt30EvCMTVdpZV+QROMCKwE8aLPZfpVk6Vw6bXDKySFJCV7hpyxclKrPNjif2FIxed07XMQMAGte21X0yMb3SnztHZalxSNrG1q8ti5qKG3uybH2BZF+4IW3Zj79/oFRbe2d1nq3J/75D6pHCJGzbGm+6vmts777t3dmfGnm+Oq7p4898uTWyqvnF+SeTEtwtAtpmhCvJzvj20tnTaheehWP4y2MxtZvrxqlRiesPtvgfOKNiskiWYffcE0zVhNtbmjx2u6bV3zwGwsmb09yxLev31E1KqnD0zwyAS67BXeXlpa2CCkjeJCtH8obb3CbgAe1bxLkuSERcuHZcpgCWbl6fV5Hw1H/G4B5jLHPhyjzcwANjLEfx6h9lxRitAsPIjzyb4VDE9zdYPANj9iFAwEDMj8njMCuvTwcwaVgy3HDe/TaOmHcuD/eM2vikE+qD7bqWXaLne/aNyoKl141slbkudXzuVTvA4CPm1qc/2h05leeOv+fL7744tviXZli5AV9K+wVWh9lIxDo4EvgwTi8AL6uTFxxXzb4ZklYeoo+VaUbDnCC95TBxiEiqUQ4xJCjPgLgVsbYHiJqBDBU46gngUvG0sNUcdkiRnN5MLgb0Blwa/r/kzhkF/gG8EcIcHD/DR5NcC40a2IE7CBWAshMS01deuvMSW0vbXlnxK/vWvDPhWPz/BtiMU921p5OElbbAtsOn0x99+ipwb62DkvVmfNZRTnp50RyDFl0XX22wbnunb0Fdqu1c2nxyFrBOQPAk1srCytPnMspzs06/fDikn2CWIt5vrP2dNLzH1SPELnkBfEVXG/liXOuJ7dWXi3cwQC+MVg0Lu+EcK0CuA+4HPq0+myDc922vQV3TCk4KtYL8b4AJ9aPv/5B0bH6pvRBrgT3+RZvwiM3l+wEgM37j+feXjLxkzcuOrJP+vCj3/72t68r6xsQbFQrc9u/Bt/M+l1QpXVhNPhG7IcALjKDmAlhxkevcNS7AdyoVa730HjwMHm7o6jThD6CkmXInJk2kFYCeJy0KGAITtMGBIfIE4TBUJ8i7wilHadduycUkV4BScdbWlqasGDGFPuMwcmfiMkr+18GZe9hgJxMXoQuVHf6wlJU/D8sOcEz3AkMzkifWVpa6kbAMtbQVUqCA5zofh+BRPG/B7Ad3NXOLdUBqf8PQ8lXrZYD7/+nDfopyDdep139hRcB/CfxyGEAAI1I/xE8dr+JniERfEyMBN/APUaBWAWJ4H7s30aA0/42OJF2IOBbLcbZM5mZmQm3X3/t+ZtGZR0bkupqyEtP8qp+zSKBRkOL17bmtV1Fgov9446qCTcU5X983/zig6MyU+rvmT72iK+duzeJdLMAJ5J2m7Vz/pjck4/8/b2SNa/tKgJ4esl7po894oy3td8zfewRcU7ejE/Lz2kWRBoARmSkeH1t3AWsocVre/PQiaEP3Thtl7wxWDln4uERGSleXwdPr7l+R9WoNa/tKlLDld4wLv9jOTCLnMv++Plmx4kGd9rd08buO3mhOfn+BZMqRmSkeEVktbHpzsaiRHS6rLh78uTJYs0UTIheOOQHwefzV8DXF6CrcegCBKcbNZRWxgIRE2rGfRMPAniFiCbI14hoJHiA+VYAr8WygVcaZEKjilQkIvoMeFxgWZ+ajeCEHnJ9ehHF5DrVLFovQOMKjQiLqA/BhHzu0CRHymgn6mU9l9+ARRPeyG4fYiIKlws5j63QOa16bussOYD/6AScSbJhUm1t7ThonLGerlpHJOUF525WAzijXXeDW8lfRAgxlk4/qD7S0Ory6dy30aCO/sb3waPxnQN3LTwOHnmwEcB/9GO7LgtoG7yV4BzzL8HDEx8GHw+LwTfYD7NAJL3D0JJvSGNlBRGNLigoaMvNyZ40JScJ41Lt9VcNzTwNBETVYg4J4iQI7vIZRUdGZKR4H7px2q7tR0/nXPD4bCcuuNMAINkR337H5IKjgpMFtJCf1046mJee5B2TlVZ3x+SCoyLgybT8nOZf3jH/nVSnvV02AhX3yr/9G2zi0cjWvcP9nAFAxP4WkcUAnnM6LcHRvryk6AgYIFuTr5wz8fDCsXkNa26bvR3ga8SazbuKGlq8thkjck6/WX1i6CM3l7xfmJPmrm/xupKd8f7MW8IFbFoKjqV0+oqam5t/Is37cgSSnoi14xS4aPt17e9haQ4LhsCFQICaBdBE6DEaNrqIWPQNAEQ0DMCr4NmyTmpHDoBh4JbaNzLGDvRCOy8JxEokqdXVRYQriWzKERCdvQ+u13oMXJ/9+1CDRq3XQNTuFyfrGZnp/S4rK4tLtOLXc1KRPzuN/L64cmxe2fAECExs2cdTXPMbh/xjx3jh4ynOdzKG/zuNCfsv4rfr1q37q9I/srhwBaSNhEKEV2h/NyFgvKdrGKJ3Xt0QqP8ragrxrHK5r7uLWI4zrb5p4CEsbQAqAbzJolkYLkPEUI21QvtZDskYUTu/CQFfXj+UzfSDAMbcfNNN/5o0NPPLy/Pth9p83s7HNu0YL+aEjIYWr00QJxGZTBiFAXz+7Kw9nTQtP6dZBC5p9rXaZCMz+fxX5xUfFEZbfrWVYngmniXP4TWbdxXZ47ihmOCghah80bi8E394d19BhsvZKgzJVCIv2iq/mxClzy/IPflqVe2wZk+rraa+MSM31dXwn7fNqQR4+NPvaf7gwkpc1Le/Bdlvnwe27zv4w/fff/9qBKuv/GuHvJ7Ia6mkBnsMfNPVZX2MBr0l+gZj7GMAk8AjDP0LfCf+NriIYPyVTKRjDVWESwHXDmFo4gbwIYCntZ34AwB+qRJplUPU4djv0rm+EdxwSoTQkw2t/KJuhRufkmLDqKJEnJbrS0twtMtRkmRRnZiIsghNzZ6V7Ixvv29ecZAluIUIoxPQmGzFDePGjXMq/RMqoIhskFcObsDzfQTcZbr0Gxmk9FTF4/L/cr9IkoeIjPr6AsRD/zqlU0MB/A9j7AnG2BtXOpGOFZRv749SJkmtFiOQjGMleK5jMd+EqLVu9OjRvxyenfGpkiz7hZQ48jW0eG1Vp89nCZWQiDmw5rVdRYL7lXNMy3Orzu2JE25aIkpZkj2+ffkMnhteuEfOH5N7Mske337B47PJRLqhxWvzc8ZvBMfmlv20BZGW81KnJTjahYHbxw3u1PkFuSdF7nm9bHpAQBVWfbbB+cjf3yupa/bEv1l9YugdkwuOJjnj27OTnI2nmlpSj9Y3OhpavLbvaZuX6rMNzgdefGvm6weOp615bVfRmtd2Ff192670TEtrpufixe/Fx8f/XXvUColIbxTzlwKR49RYEreBM0R9iu7E+vYxxv7IGPsiY2wJY+zzjLGnGI8kZqJ3sVEhxE3Qgp4I/amBWHuwfF7hHvX0prI+2w7J2lmGfH8c4bo8B7r4Tq95bVfRhsqafCHafurtPaNfP3A8TU7QIUP18xThBdXY4OMScTq+w5fX0NDwsPIup6S2lisTTyXkJeB6JjeUeOYIENQl0IJMqG01gqzHlrBE+xukU+8nzERw8pun0TUtpIkeQPq+wojTjWARqRvcHevb4FxaMoJDU25kjJ2yWCwvXFMyfeGRqn1X5Vs8Z+rcnrgLHp+NNJ9pgAc7AQAh6vbniNZChIo2ifnT5Gu1rd/BCXpagqNdcMdAwOd6+9HTOfPH5J78yT93ThVW4mu3VBSue2dvgVBh+do7LGIzcOeUgmOyH7awQhfPFeLude/sLdhQWZP/5Znj9ywcm9cgB2gRZeUY4kLPDgAj0lMaHrhuctXykqIj0/JzmktnTajOSXF5v7lw8u7nP6ge8cALb11TeeKcS6TTzE11NbxaVTsMDLhjcsFRu83aOSsz/vj8SRPSvvCFLwgCbNf+bmTB0g4A+Dm4V4i8sfaCe0osM9rE9wa6HUKUeOSiPHD/QBlnGWOf9KhVJmQiK4tx7UT0MgtE0SnXrsnlglJUEtFGSCkZFY5PWIYHPVfUrf19ClIqTKUOaGLvYRlxKMmGt77OjaDdsbAe3bz/eO7KORMPCz/Ih26ctkuIpWSR2E/+uXOqSN4BBHbWqgW5y0Zt+U4gNTlpQn19PURbpIlmB/CUpC4AuDRC9oOWJRblog7t97NS/y0hojPhiLUi7g76FtL3CdKpm7j8oMyvZQjEkF5MRC9IxLoOwF/BDcuKwC3AExGYr5uys7O/GN/qmZNl7Whs8vis697ZW9Da3mEZmZVS//wH1SPAAJBGpDUxsxBNA9w4CwxYPqPoiAg8YrfysgDniuuaPfH2OGun4EblQEPCQruhxWsTMQ6E//Tq66dWiY2AalgmW22rqS6F9ffQNNeu53dXj7DHWTtlf+hF4/JOrN9eNWr5DK6vnj8m9yQAfNzQnHLB47OJtSQtwdFut1o789KTvDcU5X98x+SCo/4+AZCZ6GwVluuZLmdbqtN+JC0e7eeO10xMGVH4b8OGDfvhxx9/bAf3Z/dJ66k4J4j4PUT0G20e+yOcIZDrutfncreSchDRWvAEFvvA/Z/l44FYNc4Ed6uSRGVJ4Jaj/h2eDlesRsk6Bf2cuGIRkUXbQVG3JMOJIKtqrZwQ0yUBmJvY4cv823sfZAkjESBgNDYtP6dZTswhLD3r3J64NZt59hw1761oayi3rSzmrUt3JWRfd911BcqlFxDIarMEXBdYLu2Y5dR3AkEhMyWpg25KSgNRuZycBAjmqrOlfu+ziEYm+h6SRMUNPvYKwF1+/NIprcwmAIsAfA88BsXt4PkDNgF4wWazLZo9Y/qwpjMnclbOGLMX4FxsvM3a+cDCyVWlsyZUl86eUF06a0K1zMGKGNsFg9I8IitVWoKjvcnbyhkzCrhALb1qZO2R+saMyo/PZleeOOeSJVdPvb1n9AWPz7bmtV1FD7zw1jWCKAvLbJE847FNO8ar0QWrzzY4ZaNQef5uP3o656Ebp+1KddrbhYhcPK/6bIPz6R0HRgnxerOv1fbzf+2eAgCP3FyyU4QRFRuApcUja5/cWln47Ze3zWvytNrsNmuniFgmGAQhEXhud/Xwo/WNjgfnFL6fY7cUWK3W74OvE88gsD66tN/PgEss/wKNGdXmuMictUn61r2OqAk1ES0EsBw8vN0Q8N2ifDwSywZeiZB0x9ngblijwSd9HXiUMhHje4VCVO/Sq08aTLKYRmR+EdlfBOe5USLGK6C4L1DAb/tqAJtKS0vbkqy44ap0+4UvzBh3BAxY987eAjkcqF46y7VvaMEPpIhKAN+ZAwHdlFE6zDq3J27rnoPp1xUXNg8bOnSaLLLWipQjEJJxgXK74JLlDcovIYVL1dEz+7+NopuX+7hLSFXtGxUDeJqIrkEgQE1/Bz+5johuJKIbwcXg/t/SYQ1XiYmQWAnuTfAzcDXLMwioYwaDj8unwTe9a8GJxofgxo2nbv/0pxsm5eUM/9Kk4R8AgBAz3zG54GhagqN9/faqUeve2VsgckuLh9qtPExnndsTt+6dvQXf3fDujMoT51w15xozjp9vdthtVn+Gw2n5Oc3/cf3UXXFxts5Xq2qHCRWV4Gw3VNbk31CU//Hjy+a+JxN3ANhQyQ27qs9cyGxo8doEcZazWYmAJMJrA+Bi8hEZKV6RGlPM+ZVzJh6+4PHZauobM+6YXHAUAOJt1s7C7LS64+ebHZv3H88VRmtiM7B5//Hc++YVH/z1XQteXzg2r0GoyurcnrjN+4/njh+cXifsY4TEzuv14Zose931M6dnLlq06B8IbJwfBF8H7kHAKhwAJiCwkSdwIr0YfTiPu8NRjwHwPGPsFU0vWqccRpmmTEQIaUd+Btxw4VbtUrl2bgX4wElR71GJinJ9o0TUVyCgOxO7fyCwCViCQAIBOZjIEnAr8+9oRmxTk23Is3saLog4vOKZwkVCTa4BAE2eVtvzH1SPAAJJ7mWfa2EgI3bPKrHmdV91eMbg5LO2du+i+Pj4FdolISnIRoBoq+8tCLiQFLjBjXpEhhxhyBNkGa9sBLpw2bLuX5JGOACcBV+0JwLYBcWFq5/wEviCswm8jfJvcZh66+7DBU6c/x1a2kqdeSSkK2Lu+QD8XVMnZQ7LSLlluNXrfWl31bD126tGLS0eWWu3WTs3VNbkC1F06awJ1cLV0a8flkTUNxTlfwzGkJee5P3yzPEfbT96Omd5CTccEw0tzs1y/+oz124rnTWhekNlTf7aNyoKXz9wPO353dUjTjW6Hf/vXx9MOX6+2SE43s37j+eWzppQvWrBpIPFuVnuCUMzzgI87OfS4pG1q6+fWrV60dQqsaEQ+us7pxQcO1rf6JAJpz98sLZx37z/eO4jN5W8PyIjxbt+R9Uou5WHIn1ya+XVM0bknC4YlOZZNC7vROWJcy7Zm0TEZBBrjaj/jzuqJswYkXNaREUUfty55Dl37NDBscmuxLsRYIrGgKsffiN9xwUAfiapK4SLp5DaBcUL7y10h1AfBhfjmOgliMVeIwS/h7awK4QhEUAxJJGtDpH2G5KJxUHiEMvRVRwuZ9iSg6bIZYQP6K1ElBRHmO/0Ntkf3fDOlJ21p5OE3kh+H9lPWkCEECydNaFaBNGXfTNF2rz1O3hyeD3OOtPlbCtMxLlslyNzyZIlRyVreDv45kbkoRWGH36wQCIEIZJ+SnnHJVI/rpD6zVAMroi/V4DvzOPBxWU1Wnu+Ah5fvD911CMBDI7gMA1Euw83eBCdc9A4ME0ytkK7Lkccuxd8jCQD+B4RFX9cW/vvg+0YNsHFPlleUnREqJBWXz+1amkxD7spiJ4achPgYUNXPbd11oY9Nfmjs1Lrj59vdvzu3X1XycRRllr5s1UtmHRw6VUja5/YUjHZ7Wu1xdusnfkZSedfraodJvyaRR1AILGHTJABrod+9B87pq/ZvKtItvb+yT93Tl00Lu+EFvN/+s7a00kNLV5bk6fVJnynRfQxkTlr4di8hodunLbrzeoTQ3fWnk763t/enfHAi1sXzBiRczotwdH+2KYd4x948a2ZO2tPJ63fztVoMmHefvR0jnjXDR/V5K/dUlF47HyT43zdWWt2QvzMW265Zb/GdPwMfJ5mS99pI4ASSVUme91sgpKjvrcQlR81ABBPhfcmuMjmOXRN7djOGGtX77sSQLHzvewSotKAU16JEIkpFEOqciiB5lXDKz3iIThDFuxPOBjAsrlz5/79mgmFT9yUifbmujM+YeQhysk+liKv7OpFPHKRILo/2rRj/DtHTo342a2z3sxLT/LKvpmyflq4k4i6ZZ3Ybq9j1I5GbH3yqd8+InGyIkSgGwFdteo3+e8AbgTPW3wR3FVLL8f3CgQHiwmqD1JyFAT7ykJqiyzydPeEUMdinJkIjZ70sTqHNXwdPCCUHVzMLcaFA3wtFeP0XpvNNtuV4Jz8vSWzdx+q/djZ5G21JWt+zkAg7KbIzSyH4RVzR05wsW7b3gIQ4Pa22h5dMnMPwIOOCLWTMBaT59fO2tNJgCbeHpN78tX9tcNKZ0+oPn6+2fHk1sqrH7px2i6RN/r4+WaHSJiRluBoP1rf6Hj0Hzum33/tpA+Kc7PcR+sbHU+/f2DUw4tL9h2tb3SMyEjxalEK4+Nt1k671drp6+iwyAl61Pz0IrTp6uunVm07fDL1f97+6OonP3PttuPnmx1vHjoxdP6Y3JN56Ule2edb9AkQ7O4lfu+sPZ10zJKaf7DNvv1/1z/9uMfj+TmAU+DpjXcDWCvN2SXgG20ReljM/6C1Mcpx0jt+1Bq+Bh4b+UlwkZ5HOX7WjTpNBEO24O6yW5O43qfEOVlvquihyxHgnIXxmBqFLEgUq9UxWHv2vdDClUrPPwWgvLCwcHzHxabs1E5Ps2zkAQTy2QJc77z0qpG1IsUdEMgd+73FJft+duusN9+sPjH0yTcrC+Uwo7Lvp6zrlsMLrt1SUZjOvA1JNlw9ceLEiQgEzt+EgEuU3zpTIrbLwI1FVoEb9CxGwFVLhUykV6Jr2EEHOEd0L4C75f6VjPmCMpENAB01AICIbERUQEQlRDRDObplbHqlQ5a8aP+7wAn0ZnDRaTYCqiWZSAPAb+bPnfPhvUuuO3z3xNwjU4YNOmO38pCeYm4J4nznlIJjGz7iPtHCBarO7Yl7/cDxtEdf2TEN4HNv9aKpVTcU5X+ckehsbWjx2oSR5/ISLjKvPHHOtfqlbTMEcRac54bKmvylxSNr3zx0YmhrR4flya2VhU9sqZh837ziD1Od9nZfW4fl8dc/KFr90rb5QhdceeKca0NlTX5uqquhODfLXXninOs7L2+75q3qkyMrT5xzCY571bWTDj6wcHJVsj2+/YZx+R/L/SckauJ3ndsTt3571ShfO9d57z5+Nnv19VN3XfD4bA9teHdebprrwqtVtcPW76gaJfTnQHBoYrluYVz2/O7qEbsqPox3dvimLV68eDy4fnoEgI8A/E7Mb20OCyItVBj+TVhfzOXuuGc9Cx4b2QgnQlwzEQLyTlxyDQpyrRLlFAMxoet6Vjm3DJpLkqgD6BKFLCiet0SMShCIevY0U6LwMMaa777j9hveef+9kScHJdFX5xUfXL+9apTY9as5YjfvP54rrDtlZLqcbcW5WW4AJ0VKPL0ycuD/R/+xY/ojN5XwHOEEDHOwC/FNvsLm5uYyAD/RbhM7X2h9upGI5ExW5Qikr5yFAEe8grgLxhKpDzchIDnyab9lgv4bBBbaZdr/y6Rv5gLf7IhoRgPCPYuIpgN4HtzNUg9ifJjoJrT59O8AloKrQZrB1TIvg/ftveD9PBGAzeVy1R4+ePC2L4+b/cEbBz9O++E/ts8dnZV6es3mXVMB7Hq1qnZY1anzWY/czPW4Td5W25NbKwvvmT72CIgn3/jdu/smDktLapQjgj25tfLqL5QU7fWniNTmqnCXvG9e8Yeb9x/PHZGRcjjT5WyTI4rJrlVH6xsdqU57+3O7q4cLe5Qnt1Z2jh+S4R6a5vI++sqOafcvmFTxZvWJoZUnzrl+/q/dUwoGpdV9Z1LBzrz0JG9xbpZf4iYCrqzbtrfgwOnzWeu27e1cvWhqFRDsViYsuIVNi6+jw/LmoRNDVy2YdPA7i6a+87v39l01MiOl/o7JBUdFKk+ht5eZB+GN8sCLb828/9pJH3CL88KqfW0Y8ep7B75LRK8wxnYD+B2kca8xKYvB7UsWU8CN61vgbnXvk+a+FaNh0wVRE2rGmAgdGhJEdBM4S68GfjBhAKb49mqL+gvSNbFzW0EBf2Y/MUfAT1j0uXAHkXXPAILE3g5wi2QgkP/2KQQMq5YAeFbS1ZZrxi7ZSXbbmDFZKWfircQ5ZQqECVRF4OK3KtISQQ32nKzLevC6KR/IIQ9lX0xRdsNHNfkjM1LqxWKxvKToSE5Sgq+wlfkWzJnd8vtjx8SmRM6oJXTVUIinMOjxIZirAQIZx5LBXeIEkRUWn9C+jRCxC1FYuVSHCwECvxsBQ717entiR4gnwGPzPwagXr3IGDOJdDcgSbfEPPQB+Ce418ZrAD4FTqyfAY+A3wSe43jWDddf5ypOt5/Ije9o+PX2msIke3zL6caLLpvVSkL8fMHjOyqMswjA/lP1Wc+8fwDzC3JP/nFH1YT7F0yqyEtP8soqpodunLZLiMoveHw2MVdln+m89KRjsgRrxoic09uPns6R5/KGypp82VOjzu2Ju29e8cF17+wtKJ01obpocHpdcW6WOy896ci6bXsLCrPT6r6qRRZc/dK2GQ/dOG3XhsqafF9Hh6V0Fnej0gh+tVB7VZ9tcK66dtLBhhavbd22vQWls7mRG8ANT0tn8Q1CpsvZNnv00Avjh2S8K8T3R841pj9yc8lO1a+7+myDUzx/ZGZK/YY9Nfn3TB97pGBQmqfxZMOpG66ZmjOqcGzFX//6V8GErpAIsvCFfwBAlXbOhYDve01vz+WoddQRV0z0IIAcxtiDvfKAAYhY6w4lYgoEiMEWcEJRDgTpW4GusWplEbde3dkIWJQnafV+TjOskMsJrBDPXbZs2YKmT47//Dsz8nYMSnS2ykRVLySgiDssfsvXq882OJ/cWlmY7IhvVxPBy/o4lfiLOjNdzrYd5zw52y46WEM7vrRu3bo2BOsI74JmYStteO4CF2Mdlt7xLql/RX9vRCBVYVBdap+Ib8EC6UfF/X7Jhnb+cWixgtXvEgliNc6I6AyAYsbY6bCFrzD0tI91bBw2aZc+g0CQqJ9rf10AlhUVFVXecu3sbw1qOuE4cOzjBF9bh+WGcfkfv1pVO+yOyQVHReAOIDhO/gWPzyYChyy9igf4eOrtPaPvnFJwbN22vQVVZ85nPX773HcB4FdbKwsPnmnIuHva2P0HzzRkCG5ZxOZede2kgyJn9E/+uXPqQzdO2yXqEx4cchpKMT+/v3F7ydo7570DcE5ZL5WtSL95tL7RIdorxO+yxOwn/9w59b55xR/mpSd5Vz2/ddbaO+a9IwgxwN0/7VYehU3cK9p1tL7RIafCFKhze+LEtdcPHE/7+b92T5k4NPPszBGDT/1xR9WE2xfOrT9mSd72h2eefcztdjNwm4K/M8YqpfU1EYG11wWu7tK17YlwjEQ8xrodmcxE70A1CEMwhyaMGOS40UJ38iy6BjvRHUDKBuAZBIjOn2QiLUEQPdGWFQn2+NT5U8aeHZft8FsG6xHpOrcnrvLEOdcTWyomFw1OP1c6a0K1PDEBPrHVeN7ifyGmE7GIRZ3CR1REZHp1d3V6csFVFsA+gTH2luBmVCmFRJS3QBNjSQvqFgQIsnDhAjQOWnt/tS6/kRjxaH1riEgYpMnSJLfWnlOCO9f7Nn2MavBYCCahjjFkFZEkeckEcBWAA+BBULLBx5sbgN3n89178ewnQ554/e1hP7t19pt56UleABCcp+z1cLS+0SHcmVbOmXhYiIzlSH4AcMeUgqOpTnt1waA0T/XZBme81do5NMXV9OedB8cXZKfWCQIniPzR+kbHfX95c+GTn5n/+n3zij8URE/ojAWnXZyb5W5o8drEc/Izks6LqGFCh770Kh5wZERGyuGGFq9NRA2zx1k775gS2HjI0rPN+4/nfqGkaK8Q1U8YknFWbPD94UsJWFo8slZwzZUnzrmeeKNicm6KqyHJGd8+IiOlSkgLhLh73Tt7C3ztHZZUp/3gm4dODH10yTU7mjyttie2VEy+f8GkD4qGJbf97lDTdKfT+aDb7V4Pbod1GxF9Gdy9zg5uE1SOgDTumb6SipmEegBBEZmplsuCWG4E/AuAINxbBLHRIfRdIOtoFYLR5T49QmexWBJd8darC5Lt50U5OVOPcOMQlppVp85n3r+AW4DKYnCBOrcn7sk3KwuTncEcNaD5WGuRlOSISYvG5Z0QoRALBqV5vjJnYvW2FvuY+iaMB0+2AfCABE8phHUluLjfBy3xpnb+6+BBXL6DYOM7iG+gozoQuu9sBJLI++M5S88tVzZQA4FIA1z0/Vsi+hp4CtsgtzrG2IV+aNNlBW0+npKI9bfAiXM2pA3glClT/jzjqnHXzEnD2XMjh7QnO+Pb123bW7D3VP2gCUMyzt4xucAv7j5+vtmx+qVt8zMS7c0/vmXWDlU6VTAozdPQ4rVpcy/r8WVz3xV5quU4BwDXBa+6dtJBmbN98jPzX0912tsf/ceO6cnO+PdFcJKVcyYeHj84vW71S29fOyk36/iZZk/y48vmvgcAtfXN6c9/UD1i5ojBpwQnLqzCRexxMEA8X9SnbuwF0U5yxH/45NbKq++bV/yhIOIiHLFQe6U67ccueHy2J7dWXv2ZyWP2f/RJXZavrcNytL7RIbjy//f6B1Py05LOt3V2Wk9ecKccP99cCwJSnfb2DZU1+SOzUurz0pO8J0+fsZ08dnrInNmzOl/860uHiegbWpPOgBtNC9sTNwKSTaHK6vUIZaboO4aIhUiSuK+lCGqSCa7XKtcuC3HLFPA8toe18sJwShCWTar4WhByiXj479MjHHoEXwzK9PT0b3/ptk/N/OJw+8eZ8eSpPtvgfOCFt2Y+vmzuuxc8PpuYoLL/dKrT3i5HHZNT7x2tb3Q88vf3Sh791DU7ZDGbmttWFnMJQxE5Rd6/TntG7PI4Trg78G/r1q0bCSUdnfYa92r9+BsEi8JXgov/6xAspjZ0pdL6UCy2uwBMheLqptf3PUUMRd9ucHGeEZKuVD11jOayX/2hGmPKKiXGWPPixYs/N35QytfuHhZX3eL1wR/rGoBwf1o0Lu/E0+8fGJVsj2+fkjfoDADcevXoc6Ke1w8cTxPE7c3qE0PnF3CXJYDrh2+/evSBG8cPr1v7RkXhqmsnHdx2+GTq7uNns0V6S9Ue5LFNO8bbrdbO1Yt4TO+0BEf7ms27is40tSQsn1F0MC89ySun1AQ44RfidxFzXARrUdcAgG+6hVuX+B/gUjaR1lJsxuVUmkfrGx1CXz5l2KAz+06dzxT98/Dikn2ivY9t2jEe4LHQbyjK/1h2IxOi9Ce3VhYeOH0+655502rOJudefOWtd7+7b9++meBBkEoQUH8JyaVYh8WG3wvJIDeK8dGr7lkmegnaxP4++EB4AQGiIQbAEnBR9cMAFkjWiMJloByKE75kBOaP460RmO8D2AMlGIjgyqWyckjNFQAwY8aMmhyXPS4jDh6RgWdkVko9wBO++9p4rGHhPvL7d/cVPPACTzkHcCMWQaTXvlFR+Pzu6hFDk12NIzJSvAAXs6k6btmCs2BQmkcm0sJV682Kfalo9Q6tra0dCymikMT9AtyKfYxO9z8FrjOUQ6ougRIDXPlWC7T+fgGcSG+C5uqm9ONoDCCXLAlzAEwLcZhRBrsJCkQf82dLk4i0CIgDxliz1WodvHvXru//7V9bCv7r1fcLL3h8NhGvGwCe2FIxecaInNOpTnt7zbnGjCl5g868UX1i6I//+f4s4VK1s/Z00hNbKiZ/oaRo76tVtcNq6xsTnthSMfmCx2crGJTm+UJJ0d7/3lpZUnninMvX1mH5575jmd9++Z3rpuQNOiPmmtBNA1yidd+84oP2OGun2Bg3tHhtbl9bXE3dhdTHNu0oEWXFGgAAYIAQaa9awMN5+jo6LM9/UD1CpOCU+0lYnYv/n9xaWfjACzx4yYiMFG+Tp9UmQhKLed/Q4rVt3n88V7iYCSINADV1jRmyT/h984oP3jev+OAdkwuOimxdaQmO9rVvVBSu27a3QGQg87V3WN+orEr3NtQNuXjx4lfAifSD0NZIcFse4a0hNq8M3L0uaiIdLUzR9wCCRlSEfnM0NE5aWuBlEbTQpdohZeXRrLdX63DJsvvWAnCiNBfcqvkeIhIuRsJ6WZQVgRqeBg9Z6jpWU3O7NTfJUn8xPk7sgpPt8e1pCQ6/6BoI+E9r8YI/enJr5dUAPnxya+XVIvmGMF559JUd04/WNzo2fFSTD8ZdQuRMPIKwi4ku67nF36/NHrdvY6NjdH5+fi4CObVrFPF9MxE9gIA/s+yCdVHRLYswo8/KXLGyCMtuYGcQkH7IqgqhwtCVVPQXGGMVkZQjoj8BKGWMeXu5SZcN5DFHRBeBoHl8N3jM6GwiQmlpaeLFMyfPej6p8THWiec/qB7ha+NJKdISHO25aa6GN6tPDF161cjaR24ueX/z/uO590wfe2TpRM65vn7geNqbh04MHZmVUj9+SIb71apaW91FX3LZrAmVm/cfz0112o/devXoc0PTXK8D/MkfnazLmj1qyOHZo4deEIZWQjctCK1I6iF0wQ0tXltrezsRgRpafAnHzzc7RLYuX0eHRRh4qQR/9fVTq+Tf/lzZxP2pBRctohrev2DSB0LMb4+zdvraeV8If+omX6tNBEcBOIFft21vgT3O2vnITSXvpyU42qvPNjhFoBdfe4elpq4x45GbeN+tnDPx8NKrRtY+8/6BUU+/f2DU0okja93eVtvu42fzfdaqpoljx6Ref/31e9atW/dDcAL9GvhaKX/blwF8Fj0MXhQpepNQ70cEblwmgiER6acBfAOcU0sGJ5a/kcoJgv0MuFhG+P3KEbP8+miF0IjrNQjowgWR3qHs/K8GTxSQCGB8WlpahiPONnTnvgO0KPsqv9GKLD6TRdNi55uW4GgfPyRje8GgNE9eetJ2Of9tpsvZ9viyue9qE69Wtm4FAsR57RsVhSK6mZpSDwCykxJaB3sZPvZiHID3tNtdAIJc0yS3LdEPyeAbF0ZEX0GwTYAc71t1i3NL14N21VLdsuh4hXati857gOM2cF9gExFCEGUKRAdMBnfDEgGG3gJXzew+deqUBxfqcv5j7oT30hOd7UKn6zf0slk75xfknnz0lR3THl829z1hYOnr6LC8WFFt21l7Ju+7N05/Z/booRcaWry2zERn65dmjt8xLT+nefyQBrcQPQPBltyirWu3VBQuLR5ZK4j02i0VhcIaXKTGTEtwtD+5tbLwZOPF1O/ffM12gGfBKs7NOiyiggmr63v//Pp1hYPSz+Smu9yrr+eRCMWzhOuXSD8pdOmCyIN4eGGxrpTOmlC9fkfVqMoT51wLx+Y1LC0eWfu9De/OALep8NvGCAtywS03eVptIM5Ry5HXRmSkHAa4m5mvvcNy6OyFLLvV2nnv3KsO/v7dfZ2NPk/iRx99tOD4qTMLwfMszNCa/jK0Tbv2+1bwEM7Z0LHtiTWiEn0T0aeIB0nQuzaOiD4rfjPG/sFMH+qooU3wM+BEeiI4p2dH17zf8iKwGAFds5+wyIYOsuhbu12IgkXAExF950EhCtfOfR3A7zWd98+WLVtmWzh9csPX5l61R45CBmgJ4t+oKFy/vWrUonF5J0QMYjF5BHEWu3BZDCZ0UnKien+dWyoKG1q8tuUlRUeEKE5OqSfK1bk9cdnxaEqwYuqgQYOsCIixdUXOLOBb/ktwMdcuBAioHFlKwA5gJAUim62AIhqX1AguqY9F0Jly7XveAylC3JUC4lHQvkhEfyaiciK6VqfMBCL6NRG9TEQ/JaKs3irTW5DURA+Cf+tN4By0fxwwxioBPDxo0KD/LcgdPOXOqWNrx2Sne8ScWl7CdbuVJ865Dp5pyEh2xrcXDU6vE6La5TOKjqy+fmrVo0tm7ll17aQd+06dzxREb2kxd4kSIulTTRed39vw7oyndxwYJYi0TDybfa22R1/ZMS3Vaed6W83HGuDJc9a9s7egocVrs9usnStnT6xcODavYeHYvAZhcf3tv22b//jrHxQBXOw9YXDGJ1Vn6nPq3Z54mbsWuHNKwTGRWEQObJKW4Gg/7/baH31lx7Sj9Y0Osa5MGTbozEMb3p0nwqJaiMdtEL7RR+sbHSLNpwjWQlqObuFKpjIGy2cUHfnSzPHVEwZnnCmdPaF6REaK90szx1fXNbkdOWnJrU1NTcvB18Zvg6sbzyDYq+ZlcB/qxX0xjyMm1ESUAB6jtsagyFEAP+rLCXG5QZrgXwfnpDeCx6AuUsoNlsSvQRmuJO7vXmjEQCq7USI+so8xtHsPQ7Ja1uAGJ3ajATx46tSpa4Yk2W0jU51uIOBC5U8Qf+2kg8tnFB0RWXj86fckm0WR3lKGcM146MZpu4BACNKj9Y2OZl+rbf32qlFpCY72pVfxhAQifOjaNyoK5f/bLzZ60ebLaW1t/aZWdaRRwM4AgVbp3COCn6wD30W/gGB9ttBFr9H+LgHXcwHBm4XFWm+8cAlx1D0GEcUDeBV84dsC4BUA3yaiuVKZYvA+iwPPIzAdwHYiSol1md6E9l03gbti2bXTU+Tr2nhYPGPGjKI2d9PoyRn2U0CA+Ag99atVtcPGZKfVN3labXdMLjj6nZe3XfPV/3tj9rp39hYcrW90NLR4bS9+eHjsjBE5pwHgwxPnsp9+/8AoEWb3aH2j4+Pzzam5qa4G0qyd/eF3tfn51XnFBx+5uWRnWoKjff2OqlFThg06I3TS9jhrp6+tw3LB47M1e1ttv31nb7EIWQpwrnrV/Enb47XUmQ0tXtv3bir56OefnvtGkiO+/dFXdkwThmbCnkQEXBGqstWLplYJS/UzzS3J9y+YVCFCpD7++gdFu4+fzf7OoqnvTMvPaS4YlOZ5dMk176clONrTEhztIqKa3P9pCY72JDtP+iP7e4s2i9wDwpf7gsdne+rtPaNTnfb2q4cNOnPntHE1N8ydTUOHDrWBc873gK/JYiO+CsB/gc/x5F4YQl0QsdU3ES0C8A3G2OIQZcoBvM4Y+1NsmndpgWJjKVoMrg/ZxALBOOQ40cIVaDUQJMZVjVXuRrCPtB+qm5G0cABSCFO1jNVqHXxf6Zf/Y3YaJsxLoyOy5aaavUcQWTVQSUOL1yYiBKmBCfwibs1aFODh/kZmpNTfN5+LsNa+UVEo9GbC4CRY5H5ouGXwSOdzW3fs/+STT/aAixmDRP9Kf/uDn0CzEkfA57lZKSMHP1mB4EAnoh9HS9b44ju55XLqN4gWsRhnUT7PDe7B0W0LcCL6NjiR/v/sfXtcW/Xd/+ckIRdICCHcCaSBBhpuKddQoC2ltrVqa51W52Ofzumqe7Zudc51Ttc663Suj7dudZv22eb61DmtPjrqrXdqKSVcyzVACmkglEsICSSQC0nO74/v+cAp081LW/3Nfl6vvijJSXI4Oed8vp/P531ZRDMCKxQBVIhZx7kSAEQ0Ta9ifg8FgAEAeIam6V9dzm0+xf5+YcETIEyCd5iH/hsAfoJsDOyGLV++PHrU3Pvd/74h7xheD/PFgVosVvEjlTXLf7a64MzL1e3a+8qyWiRCvh+xHmz+8p9qOtR8LjcYLuL71+cQpDVKjB5sNKqQvwwA8NO3T2v5PG6Qz+MGw4Vk+wP6rtQ+G5nnFirjnMZRu+jFUy3pfB436HT7ePwQbnBT0aJevK6xim8bHIu+q3BR5+uNPRma+EgrzqXZfGb8iYh2NmMDr32UKMXr+3t/O3HdtvLcWvO4M4L9eV5/gEMBAMqFsg1F8Biy3//jPh+3ZTNIjKN20R9ru9PFKo2v3+n52d///vdcIGOKh4GAeNfCXHI+AaSg+lxgss9yjn2W1ncqAPyDDvO86GW2uxafI5iL92EgLVhEdWPFexeQC/8WIPNUrHQl1KWIbgkA3AOkOgwDklDuBpLs7wYGAT6vLc5GRX9skqYoSnLvvfdCGBcWKgQwPt8zmv134EWHtnWYwPecaE4HANh9S1ntx6kHzR0IsipWx8jcO2/Q1e24QdcxeyEy60rjqF301If1BWiRie2t1RlKy/BFi6S8pHgSGIEC9t84v03F/K2HgCTfHczDeJzY26Ky2fmPeT37OFZQRJ3sPFwK6rsbj+XXqZJmxbcB4HWapYJGk8AkzQWA62AusQFNvO0/AOJwdtm2uYrxKjCWsEA6jrewrte7wsPDj0/axm5KloY5Klv6lDi+QaqSyTYhRC38vXeUH9+weKH1x9flNTYOjMZW9VgSsfukkks9qzOSLZUtfUo+jxvcWq7t3qzT9B5sNKpQJCRCJPCPT5O2cvX5wYgWi1XcNGBNNgyPxwAAoDjJ1nJt93O3LqvB61MWKvTzedzgxjy1KUoi8mGSXp2RbEHA2fZVBYb7y7JbX2/s0TxQkduElSy+3jhqF/3wYFXp7AKEAnC4vbwxlztk95EGTb15WLLnRHP67qMNmlfrulIffPOjJcZRu6hQGed8+uayqu5RuxzR3vtrDanjLjcfaAA+j5iVfFyS3nuqJR27BkjrQhtMb4B0CLBLh0kaXx/0zwT7eo0J4tDQQiCdrxZg6LBAFue/AYDX4Spa1n4WMNkMENTvPwspANg//+587cMFAB3AUH3mIZDRDGIDkIq7D+bQxrNtbaaSywLiYob0oREEPAHxIr5E95oFjgLmcUzO8cACqTkcDntKfIQ0WQhDIRxRkA1qEXC5QbYN3+356gtAXypU4g0EOGzjjvm8TeR3InLcOGoXHWw0qtiqSygbuDoj2YK6wUCRGw3+/2ZtxvkWWrpgy5Yt4pdffpk9EviHNjhr3hzOHGMvzInMsHEAAgDwUnPo+jfnV+ms44igExdrZv21DYpY46YBwPMURW0HgCVA1ND+StP0aWazWAAQAal82WEBQiO7nNt80j4KWA997rkja4T1JpAbeywA/AoI6CgWAO4FgIUZGRkD9LQz4kcrsvViLjXDBmEWq+KGEfiF1euYyx2CxjUIkHrwzY+WJMnEDrlY5FuvTTFXthJNbIfbyxOEEBBaldGS6HB7eSOT05KK9KTeJz+sLytNjTc9842lJ9nWsqgghtcsOk2hvzzaR0aIBBf26w2pKrm0G7epMQ3FK2RiR3KkxIO63zh/Lk9TDAYCNIVUsfU5KWYUJGkfssV46wKcTUWLelFeFABmK2StItpV1UN8nvbrDanlaYrBF0405+1cllMHALDz3bO65EjJGayeGQOS9OrzF1Ur1IpBvAchDQz53Pv15L6FfGw2eG5NhnKAK4u2V16YvI7P589QFPUhkAX4CMDs4txJMQydz3uefJb4LIm6EQB+RVFU+MeV6cwMagMAbL1M+/a1C+ZGP+tVS13qmIUJ4iXWS24DlqwlVnQwJ4YyCpeaaoiBAFyeARbWgHkOCfweYBISsMQaBALBa3GRET9XCiEwMe3h2qc9Almo0M921mHLF2JSBSCJu1gVN4ztMDZFg/169hx799EGjc8f4HSP2qNMtgkTvg6N63e9ry967tZlNfgZbCSpNFQYuDAEml6rYykAvMGqjGepVvOOOdtcgy2CcjezGSZuMbAWLhRF6QFgGft7Yi2uUEcdXcgOfFyn4uPPhK9cvAJkof55Q8T8fByIW9f/AkAeABynKOoemqYPwBxY0j3vtdOs5y7XNh8XPwMyqrhcIYS56xPf/xYA+E8AWAUAP1AkxN9oaLKI/T4fva/RqEYZT0RBI/CLLbGJiQeAADAfqMhtruohyVsdI3NHiAS9+860q9sHbTE/vi6vERO7Okbm3nmjrv5gk/EfvN9xIW2f9vBw1ISI6f16Q2p+cszIrvf0Rc/dtqxmFphFzwHO0IJSIuT7HW4vr21wLBoAjEi9rGzpU6ZGS22VrX3KCJGgVyWXenD05fT4WmpMQ/FoqfnzypriRbGR1giRYBYchvcIrz/A0SqiXegcZp/28CiawEoQdIq+1ivUisGOofEotvQw2zMATT/26wndC7+0SbeP98LJ5rzvlS9urW/qLE1LS3uvvb0dKZjz78supnt2xZP1p25904Rz2Q0A71EUlcV+jqKoFCCtJh8Qztm1+GLhArK6jwWYE0+YN9/8ByEOFlr5PPP7EFwKGnMBuVnqmPdmt4IFQJL0q8BU88x7DQEAlJeXJ3FnPFoZ7Rl/4gN95rY3TpXuPtqgAZhDUiJoBP+PQgbFqrjhRyprlmMrD3W6vQHiL4vozvlJ+/vLtd27blqir2ztU+450ZyOgikRIoFfExtpBSA3CYC5i9A+7eGFcKhgFOUNnu/u3sLlctnjg39AxLOO9ysfc8G9wvxzMZ0HPJ4uIPOph4HVZWK9pxjITf8dICCUWZtQZrv5CPyrGhRFiSmK2vlPnn+Q3QmgaXorTdPeL/CRTgDwA0Az817/R9P0zwHgzwDwU2YbB/Mzct5r5TDXpbtc23xc/ArId4n/FP9k238azHV4AMi5kwUAfwUyhnobCMXym1u2bOmNl4pzf3ZDSYNKLvUgvUgll3oEPIaqBHOMCjz3NxcTSc6XTrctrDcPS6p6LInrtSlmNqNiY57alJUoH02OlHhQfAiTcftFW4zT4+Ptq25XzwIxGQ94dYzM/cCK3KZNukW9fdYJucPt5Xn9Ac5JI+Fo4/vYpz087GzZpz28bRW53VuXa7u3lBL0dHZilBX3B+mZD67MMyCSfffRBs3BJqPqgN4Q/xe9IWtjntq0rSK3e9DuEtI0gC8Q4KDICcBcASDgcoMm24TwgL4r9YkP9JmyUKF/z+3EsGO2MKBJN6HGNBSPzBPjqF20+0iDprK1T1msihvG+5UsVOjfrNP0hgv4s3iAHTfoOh5Ykdu0VqO0blpWcIED9Fpg5EKBLLyEAJdgEJ67Gl2zz6pMdieQE76VoqgBiqJqKYq6AETcPwMAvkHTdOAy7+PXJlizYjGQxPkE6yTA1jSii+ebc0jmv9e8mSjSjc4z77UByAmI4YU5a8vHmJXiLJiqp6fnYUNnh3rcOuoPF/L9j68r1rM5kohWRUQotvAASPvqqfUlp9hzaQGPG0SzATbYDOfeghDSblPJpZ5tK3K7y9MUg49U1ix/59z56DcajQs25qtNqHq070y7urKlT7k6I9nyRqNxwZjLHZIXKRhckqPhLVmyZCH8o5HG3XDprP5O9nMsbAAuhuYf3zuBzLQfBIA982fgTELfzhxrNmr+TmpO8ezL9KT+Pvzz6nIGiCb1ZQnmntAGABfmPWUCgBhmGwcAmAEgd942uQDQcjm3+YR99NI0PYn/4AtwY3FhDWTM9EMgCPRvANFW3wQAU4ODg+uM3d1pCmFw3D7t4SG9CP/vcHt5T31YX1CsihtusVjF3//biesffLMqd9+ZdvV+PaE/Vrb2KSe9Pt6rdSRx1ZuHJXtONqcfbDKq0AoSKAJG23OCPC4VhrhePtOu9QYCnPU5hFuN1TEz210cIRL4sWrdUpplDBfy/Wias/tog+bBNz9aAkAWx280Ghe0WKzifdVkvwAA8L6ACoSyUKEfF+2bizW9G/PUJqfbx3v+RHPxt3Sa9kJlnNNkmxD+6khD6feW5Zy7pyTTKOASGiYeU0zEB+q6UlsHrXHtg2Mx2KZHRDfOvw/UdaWeGxiNOVDXlbr7aIMGhU/yk2JG9p5qWWwctYuMo3bRS6fbFrK7gogLeOFEc169eViSwA/aSrSZQqlUitLMrwAA2572JfgCLnifJT6z1jczy/kmAJQD0aJ2AEA1kKph6pNf+e8flwONO28+DEBu9HcDWcn9AUglXAEkyaKSFiKN2ehknKv+gw0bRZDlvwAyzpgAkvAvsWKkWWjyjIwM0fLC/D1qjjP+zVP6hK3LtedWLkqerU5wlQ1A2nEAc8hVbEcBzF3A81fKbO1vNkoUW4AopnK8q1+GCk3z0eT4fvXmYUmhMs5pdU6H/OhwW3mD0WyzOxzr4VIRE4BLVdjYXHNsV/7D8/O/o0/6P2vM4Jr3WYdYj31u5PdlQCSfBYBtNE3XfcLzSgA4SdN0yufZv094z+8DqZ7zaJoeowgS+yMAMNE0vZHZ5nEA2AIA+cx5uBQAqgDgRpqmP7yc23yK/f2ixxgXZHoAWA3kHMgDgKcoiipanJVx+4asBRyD0cjps07In7uN2FBuf7u6mK3VjX7QqMuNlTaKi0SIBP7njjdpeq2OyMVJMaMb89Smg41G1ZayLOP+WkPq0MSUaHDCFf7QdflNAAAvnGzOe2BFblNypMSzX09a1ms0yoEqoyURW9UqudSDtpc4D8e/yz7t4TncXh7OecvVisHdRxsKNHGRVvSdxn3Ddjlbt9s7E+AABbAxT206oO9KRTaHfdrD6x93CnG/1ueQeTvOxQEY7/ojDZrhSZdQLBAEvl2S0YN8cdwGudYOt5eH6HbcZwTBRYgEfhSBweIB72EOt5d3oK4r1TcT4DT0jyhXLy0ZdIVG/v5vf/vba/Ou7dtgnqfC5zhHrpzNJdMC+wvz7+M+XErT9MRnfd9rQYIN4oK5Vi0mUjEQFCmCynQURf0SiEjJrLUi6zWbAC41AGDe4+dAxhh/hLmZLHKCZw0EmO3vHhsbyxfRvgU3L4w2pIkKLx7p7FegExYm1LbBsZjf3F5+Zr6BxrYKcvEfqOtKBZhLyvP1vNmoTrwZoVoRbofAEpzbAVya7BEJvvuWslpZqND/3WU5hg/V6QBh0sDLL788H0w2q9DGugDXAcNvpogU6yXz7PnBqqJnxVFYLTEdEEU3VKNijyAukSb912fFZY9U+GQ9BACAfgBIoCiKR9O0/59s91ni90BU7owURbUBQDqQTtwPWNs8xWzTRVFUFxAe8q/mJdfLtc0VjXnXYh+QBbYPAMoqKioMmQlR9IW+Tg4FAA9U5DZhMty6XHuuqseSOOn18ZIjJR6tIvp8lFg0s2HxQmvZwkQHAFHoG3O6+ZYJl2znDbq6KDFRIsPEJAghQh/rtSnmg01GFZ/HsR/uNCcBBXDvksxWvHY36zS9+6rb1YcN5iSgCTWKLd1ZrlYMojIZJnW0mfTOBDiCEG7Q6fHxOBQVvKtoUa/D7eXtPHS2SCWXOkJ4nECSTGwHIG37WtNwXHqMzKZTxTn21xpSI0QC/9ZyMgOfdPt4RqsjSh0TMSbgcoPobuX1k9EYW4FwY77a9Ojfa4qTZFw7eyEAQJL0rvf0hUkyyYQ8TOjdXKzpRZMgFFUBANhX3a52eX28yhYyMwcgILJJt4+H1DQAgDUZyoGX9Z1FCanp3+Dz+XyKok4DWXQJgIxWnqAoascXSdafNi6LexZFURFAwEjfAcKj/to4ZrHjclXUwNzM2S0VduKES43LsV19SaU2D3k6i1pmfr+H+f+r8ypyXCCcAMYgnc/nq2VS6Rt5yTHUMzfkncLPmG8cj+22/XpDKhreaxXRLgDSLjs3MBrz4jcrzsx3wcHngZlN0UDa4pik2VxIgDmk+HwHLvx/i8Uq1iqiXS+dblv4jbyF/fUBmapnGn63b9++SmBV1Ox2NbBm1x+3UPqY7+e7QLobYmBJgX7Mggh572vhUprY7Pf0z86FT4rLUO1ZAGAFTdPGT3g+HACsNE0LPu75LxIURSUDaQkP/pPPTwfik91N0/TFK7nNP9nPy90duwsIZmHtzTfekLZBk6iNnh6xHKjrShVwuUGX18cTC/h+oADWaJQDhzvNSVjRzucDA8y5VM2vKAHm6JG7jzRotpRlGbFife5Yk6bXNiHXxEVaUVoTX4PAqnK1YlCriHZhBe8NBDjbVxH3LIC5armytU9ZrlYMoluXVhHt2nOiOd025RHQQNN8LjfoC5DEXmceUd6au7Dlf/Vdul/dXHIsUSb2sHnY7GOG+2Sf9vBQv/sfquqjDZotpVlGrJrZmJhiVdxwVY8lsTxNMXiorU/Za52I3Hmjrj5CJPDLQoX+3UcbNF5/gDPjD3K/XZLRc7DJqJqVLwUy3wYAwEXAeduk+FdVnaVCaeTTLS0tRUDGNz4AyASAZ4GoR36uBfdnOcc+t3sWRWIFRVEHAGAIAB4AgOMA8KfP+57XYg4QBozXKRtAxjyHlKohIEl6HfPSu4FUct9ltWMRIPUmzHGKh4DwAF8FUtUtAYC/UhSlZZ47BHOk/li5XH532eKsCRmPHjfZJoTIhTaO2kWoSlaojHNuX0XUhTbrNL3eQIDz7PGm/N1HGjQm24RwS2mWMTU6Yta7GukS+LuAS4zkJQIyC9tSmmXcVkFmdojmnN8ut097eKszki244kbru72nWhYjt/v/ms4nR/gm3Hy/55YtW7bwYG4mfyfrGLFbWmy61ifNkLOAtDBTAGA3zAH+4mGOs872nL4FGNoPK0nPqsF9SVH/L/bhTiBjkcseNE330zRd9UlJmtmmm6bpk/8suV6uba5UsLotC4HQsUoBANLT083tba3fcI5Ypitb+pQUkMptwO6S5SRGWb3+AKfKaEncmK82IfjqeFe/DMFjD775UQkAoUpFiASzSW3+59unPby2obEYh9vLm0VqUwCpUVLbjD/AefFUSzobDCoLFfonPT7eM8ca8x5++7T2yQ/rysrTFINbSrOMmDRRSvRgk1FVrlYMrlyUbN99S1ktjsG2VeR2/2hlbqeEEU+JEot895RmGosWxJrdM/7QR68vrKoxDcUjqAuALDgQELr3VMuskiHiUDbr5jpquK/IHkGQKSqN3Z6vvrByUbJ9c7Gm93CnOYnP4wYfqMhtRj9tpJqtz04xm2wTskG7SwgwV2nv1xtSD+i7Uv9c05mG4Lm1GqX1e6tLjEXabA2Xy30RAC4CWaQ/AUQL/MTV6Ip95tY3RVEJAPAtICdfDJA22Z9omv7+Zd63r3vcz/yc5e4CXFqFMdWwnvn5CsxV2fg8u6U7u+qj53iAh5jtTwOhGY0CQad+AAAbOBzOreJQka6ruztpUWRo/wF9V6oghCAvkQeJMzS8mNQxMjf6wTrcXt6u9/RFD1TkNpnHnZH7qtvVG/PVpoNNRhUASdDrtSlmnEGr5NJuANLaY7twobAnzr3t0x7ed/96rCxI05wQLi/44jdXVMtChX6UIGW76ryi71xonuGrpnmi+4GsgrfDvCTM6j4AzAH0ZjnQrHn9QiAyuj+jabqFmYVWUMQdCcF98802PKz3vBsYOt0/++KvQuwBgMMURfmAgOHcAESLG8h5txvINX4tPmfQc5z624AQD1sB4I5gMJi/Oi9j9PzAxdD85JiRxv7R2ORIiefekszWP9Z0ZCfJJBPrc1JmRUVsU27+Cyea8xDcpYknbAdU+Nu6XHtu76mWxUh3Yo+W0mNkY+z2rsXukt1bktl6sseSSAMAm2KFtpZYpZpsE91o0OENBDioldA/7hQ2mofjWizW2ORISTUAuS6xQyYLFfpxsYHdAJVc2obHpfXiWDRW4rtvKatFmlT/uFNYff6iCmiCvL49X30Bu3Mb89UmVEnDaxtnzEjTYtPWcFGyMU9tqmzpU2oV0d1syqgsVOhPkIY5Xq5u16pjI8Ycbi8P6WGv1nWlmmwTETjTH3O5Q2Jo92hHW9cKPp+vdrvdW4DcIx8GgB4ASLsa7e9PnagpiloMALsA4AYgs7fdQGgH3wWAuCuwb1/LYFVd2KZGZ6xLQE/YsgaAlyiK2sS0rj/pbf9BbYz5L7bLh4Ek5/8C8v2+AwB/W7VqVb4mJiK4OjJ4MjjjDVS29imx3YZCDKhQhO+NbTgEdmniI61aRbRrz8blZ/CCACCuOIhs3X1LWS2+BrmiWCnjLM0+7eFtO3iqNCtBPrpGoxwI0jQnNUo2HiYMmUF6BnrN4n6oY2TuH63I7Tpr8069XNN1+4IFC7574cIFtr0lG2D2Cuv4vgJk0fM75nh9j0nWI0C6RhkURdUxx3wEjzG+Ho/FvPfCwJb43dQ8x62rFTRNV1EU9RMAeA4AdlGEuREAgAVAqv9dNE2/+cnvcC3+VTAdG1xAAwCkiMXim7NTF0RNjI5wlivlY3/RG7K2LteeQ8tH5ERHiAT+1RnJloONRpVYyPc/UJHbhKCnLaVZRmRUIBYD9a7RGQqT0l1Fi3oH7S4hJtGdN+rqKlv6lBQFcFfRot5Z4Y+ZAGdLWZaR3WqOEAn8bA4zANOOPtOuVskj7GGCkBlmIV6oiY8cY+tqhwv4fkzSAHNjMnyf5EiJB21ux1zuENyHHWuLqjMT5C4AkmzRinLXe/rCBypymzG5AxAjEUyuRzr7FeVpikucGgU8bjBCJPAjkBX3AdvjcrHI9x+FixoRvDbp9fFUcqnn+8xipbKlT1nZ1sejAKB71B61vCDXYZ92Q6/pwrTP57sVAP4HiENkDDBiKFfyWv4sre/rgNzEfwoAhTRNv0x/Ae1fAACKojgURekoirqToqgyiqI+dn8oilIw29xCfYKw/tXc5koFa2YKMFeFsf2O72eS83PUnEzl/R+zmhN/zPuxP+NumJMVfQkAjgBJQk4gnZI/hoSE3Dxk6X9woLcnMpwH3iOd/QpEW4+53CEoms+WPkR6yJjLHXK8q1/21If1BWs0ylmFKLywsE1eqIxz4gULMJfkkaOJ74vUjqx4+ejGPLXpcKc5icPhwv3Lsrt2rNV1zAqo6A2p2ArD/YgSi2YKI/mDQioYWbpkyRIgLWusdGLhUqOS+XPmViByruy4CP9oqIHH8uO40WIgCVEMZDG0Dj6GA3+1g6bp3wDAIiAOQA1AFt/PAICWpulffHl79v9/4DVGzVEcxQDwUFpaWkSnwbDIPeX0NQ6Mxj5yfWGDVhHt2laR271Zp+nFtu2+M+3qg01GFVaFtabhOEx0bJUtACLLW9lGqIn2aQ8PneaMo3bRo5U1xY+/r1+aGR85Zp/28FRyqWdzsaaXz+UGUcEMHekACAgNF8VItQSY00lAoZMQHiewSbeot1AZ53zutmVnkWaJf/+2itxuNncbqVAm24TQOxPgII0Ln8dxWY1pKH5fdbt699EGzY7KmuzK1j7l95dru5+7bdlZbLOjcQif6cZVtvQplZESx+4jDQW7jzZocJ8v6cixYnVGsuWFE825To+PV2W0JAIQVcMZf5CLc3o8ThQArMtOMadFy8b6zf3cgkVq4YIFC1YBQDQA/BpIkboargLV8rOYcqQDKfc3AplJ/w8QwYLNQAT7PxOAjKKoMgB4GQgq1gTE4cYNANfTNG1hbbcZCGL0NADIgNxo19I03fBlbPMv/qbLBSYDYLViWdXzE0CkQVfBHIjsNrgUqLQNSDX+B2DFvIo6HkilvhYIReYlIC3PZfhe37zjjv+M5sz88FspYYZkaeglYBa2ohGaZKAakjo2Ymx9dop576mWxd/SadprTEPxs0hRf4ATLuDP8hbZlTi7fYbvPX8ljrxJlAlE83h2u28W7MLIAmJlv+P9hqWJqWn97504lUTT9LeB+MwuBqIahsfqbpiTkUT/4HeALJbY7Woxqx2OC59XPuY443d5P/N9fSwF7rPG5TjPPsVnyABggqbp4JV4/696fJFjzAIceoD5vhMTE1eoEuOfu04ZOblKGTErUILn7X69IRXpUWiegQAopCzOP8/x3H747eolC+Th4xIh308DQLiQVLQOt5f3p5oOtYDHDbYNWqPzlXEjW0rnwGVsZcBPutbmG+7Um4clj71bq8uKl48iYHTPyeb09TmkDY33A5QPxYq3WBU3fNhgTvL6iVxoZUuf0jbl5svFIh9uj1SwFotV/MLJ5rydN5B2/8cBSXEfXzzVkt45bIsOBIHzyJrCuiqjJRE/92CTUeWdCXCQAjYrbQxkwYOJeczl5teahlTPfGPZicOd5qQtZYSD/sM3qkqyE6OsazTKgd1HGwocM7R0cHySOzMzcysQrv4UsO6/V/Ic+zw8aqzSvgPkRmcBcrP/Dv0ZqBwURZUCwCiCSigiQXoWAProOV5lHBAayXaapvcyj70GANk0TWdd7W0+xd90OZGiEmASAnUpJ3MZkMpsLZCkIoRLRTdwtv0qEHrWAbiU6iUBIsLgAzI7ewkAYpk2bjxN00P33XdfTNA18T8NZ6sLXry19BibG40XICZB9sXDBoKszki2IB9zS9kcQhP/TrxoPs7Rhl1hz97Iag2pTq+PJxHw/eu1KeYDdV2pmPT/QQbxzY+W7LxRV8+e2a3SJFm6KZnq3TZTa9Xp040w16WYj9oWA1nE/ArILPo8dSkIbNZli5Ws42HebJp1nbB522xJyVm0+Wc6QeDKJWqKzE5WAOmqfAMAor9o1+z/1/iix5h1Lq0DgEMLFy58UrcwKb/H0BmWwbhLoVezSi71PPG+PnOTblHvrvf0RUkysV0s5PtxgSvgEWlRnNOy3aeMo3bRd187sczt9XMLVbEXUZiEnfhMtgnh9v+rLt22YnFjx9B4FCb63UcbNIjontUuYLW/MVmzRY3YnOeH36le/uj1RWdOGi2JfdaJyAcqcpsr2/qUO9bqOpDjzUZiT3p9PAGXG9y+usDQYrGKnznemP/QyvxGrSLaxd4H9v1jPrODnWjZLnsAc572ESKBf9+ZdrV3JsCZCQS5bKoWos3ZyR8T/l1Fi3rZ9xW2NkS9eVji5grD3jjviDl6tq7a4XDswvvp562mP8s59plR30yb8GWapouAeKweAnIyjlIU9b8URek+5fucYSM/aZr2AZn/ZbI2u5n5+UfWY78FgEyKonK+hG2uaLBbZsxD61hJ+hDMcV9HgLTGXwXyRbPjJZirtouAzFDYrRkxEOTy20DoWU4AGEHQGUVREg7A7SqpMDonVtrPnvm+0WhcsFmn6WVfHGyOI3rEIhIcFcZwFm2f9vDw5L89X31hX3W7GpP/pNfHc7i9vO1vVxfXm4dn28f3L80+r46RuddrU8x83ly7C2UW2Shw9LrVxEeORYgEs623+5dmn0+JivB0d7TzCtJU6g0bNvQASaxDeLGxkjGi6PXMcWYj7g8BWUU34vdFzaHE72e3vWkWopz1vh+w3uvL4lD/Q1AUlUBR1CMAcB4A/g5kAbgFiD72tficwSzkDul0Op4uJzO2o6s76keMu5TJNiH87l9PrPp5ZU1x9fnBCKPVEQUAcG9JZuuudSVt21cVGDbmq01bSrOM63NSzLve0xfidYHmNnh+r0xPMnoDAcH67DkpUe9MgPP88SYNXm8Otyf0sMGcVKyKG95fa0i1T3t4Ah432GKxire/XV38zrnz0fv1ZDG8PifF3GKxih9866MSXEygA9YTH+gzAYimgTYxylJjGorfyvhZH+40JxlHHVEtFqv4qQ/rCxxuL+/2fPWFWtNw3OZiTe+OtboOrFYPG8xJ0WHCycq2PuWOQzXZ+/WGVHaSLlTGORF3AkDuL8WquOG9p1rSH3zzoyUm24TQGyDyqOoYmRulQnceOlvkcHt5Ai43uEm3qFcsDJlZryX66fPd/PB9ZaFC//eXa7sP1HWlUkBMRHCbNxqNC4539csONhpVGinflpMg41Ck3R3LfMdX5Rr+rGCyMJqmz+BjNE23AcA2ijji3AKkyr4VyE3uMwVF7OnWAJmVYWQBUS5iC+x3sJ5rvcrbzN9nAVwmxx1WhMNc5YXiIydgTpjkFWY75FBj25ud0JELbQAibqKnKOpV5j2GKIp6GkjCWce891rm814rLS1dHBkCa5dGCS6Wl2XNKs0hBQqAzMWQXzmf34jtbXTywUoAQSDYTtqYpzYZRsajAcC4Poe0qVRyqQeBMZNu33CtaTgOL1QULVDJpR5c7bIrfbzAj3T2KzbmqU24ohaEcIO4n98qSDX0cQRKx4z4mzweL4OiKJzN/xBIm/sV1vF7h/2lsBIyMM+h7u8fgHSUls3bfra1zUYAUwyC/8tO0hRBeN8EpHpeCwC1AJAEZIw1/s9eey3+eWA3hSLCLgVms7l4+aIFck6c1BIu4vv3nWlXb8xTm/7wHxVHB+0uYY1pKF4ZKRn/w0et6a0Xx5J+J6s4BgCA4h0/WpnbGRse6jxQ15WK0rsAZHH6X68dXzpgd8kfXJl3GtvQ3pkAJycxyvrs8cYlIVUtwU26Rb3PfGPZycq2PmVlG1nkIljrYJNR9S2dpv0vekPWt3Sa9t+fbl3855pOqnvUJl8QKR2vbO1TIhtDFSm1Az1XrUeKRT7UEmfQ3Qb7tMeojpG5w0X8WdcvtoIgAuG8/gBnwO6K9AeCjrEpr+SeksxaNNzBz0TwmoDLDeYnx4wgKn7njbp6AJg18UEKZ3maYpCiKGrS7eNhS1/AJaAyoMksej4eBu9bG/PUJuOoIyo+PNTx7PGm/HARX49c8WePNeX7An6Ow+01LpYJh1WK+LRAMHgXc0+9oiAyjM8KJrvl456giU7u32iavg5IYvg88RSQmfAvWI+FwzwhfZqongVgzrz7am4zP34GpKLFf5ZP2O6zBCpZAZAb+0Igc+n7WW2WWCC8TLbyGOpHs7nQvweShHA++l3m/R4GkuhPAIvny+Vy44w93X8Q+yaj5EH3xL4zc8L9AHOgks3Fml7U4sXnMASMR2xla59y0u3jHWwyqti0irRYmW1LaZaxUBnnfO5WIpuISHD7tIdXaxqOY1bOi4tVccMIPNms0/RuXz2nIczMlmbBZrfnqy+o5FIP/nR6fLyZQIDjdBNnHEzm0T7HsFIqyigtLQ0AMc5IAaID/QHAbBV0Aojy293zwGGvMP9GgCRnD/NdPISvZ76PeADYzRxrdoQz3+nlWNB97qCImt0AEM2DPgDIoWm6DMg4xPdl7tu/QzDXaBsA7AkJCekBOrgkmuPz3ZGn7j3YZFQ1mkfidr57Vjfp9vH+eLYjxzsT4NxTkmlMiBB7Hl1TVB0hEvgrW/qUd+SnGQbsTmnHRZt4wO6MsE+5Z/XZ32g0LpCFCv2/2lB29tcbyo5VpCfZTLYJ4WadptcXCHBaB8eiNXGRQyvSFINPfVhf4PSQtjM70R9sMqraBseiMxPkrt23lNWWLUx0aBOjR27NXdgn4IUEv7ssp3t9TorZZJsQ7qtuV4fwOIGt5dpu1CXfUpplpKhLKV4IIitUxjnZLWbkbM92yLJTzDRNB0ddHikqmNWbhyWVLX1KVCRDNbT85JiRv+gNWfeWZLaFcDmBQbtL+PPKmmIfY+pjn/bwbFNuflWPJfG+0qyWF0405yJrBA1LvIEAhw18RW2GFotV3D5oiwEA2LNx+ZmH1xR2qKMjxgBIVyI5UuJ5fF2xPi8pdlgWKvQXRAmHbyzMmdRqtTSQ8dijV+N6/sw86n8VTAv7MwVTkf8AANbRNN3DesoN86pUiqJEAMCFORu7q7nN/PgVEEQvhgS+QLJmKi8EG+G+TAFAMzBtaubxtUCQurPWidQcn1oChP4jZd4T56hvAknOaCYBzHYeIEkHoqOjf5AcIxeURvHbKYrhOeekmPdVt6u3lM0hO9UxMvfmYiI/aBgZj37u1mU1slChH+dduOIGAEATARRvQAIZiui/dLptIXIbo8SimdnZNoPwfLPJyGf79AIQYQQ8ZtgeQyN49KY225yRCdJQx8XJ6YgWi1WMC4C3Gw2KsoI8d0FG2vKRkZFfdnV1DTDHdwpIFYQdBgBmwcQCByHoDCVCcYa9nTmWd1IUdYJ57HEA2ICdDJirxq+K0fy/iAeAyHfeRtN077/Y9lp8xmDOl1IA+HD58uWhLusQnOvsFrZTtGpLaZZxY57aBABQqIxzJkdKagDm6EgHG42qk0YLhwKA7hG7HClbsRLRxIjTLf1WcaYRK08AgIONRtX4lEfwwslmudPjC/1RRd5ZiYDvz0+OGXnig/6yIwaz91s6Tfsfazpydt6oq0OAGgqHmGwTJnZnChfD4SK+PkIk8P/wjaqSmUCAmxYjGxML+X72zBqYfUT/aQDCb3Z6fbx12SlmFEKxT3t4hqHxKDYorqrHkrg4KWZ0XXaK+a3m8ymP/v1MMY/Lpe8rzWopW5joYEucIkIeAKBrZDy6/aI1xhegueuyU8z7aw2ptik3/4LNGfntkkz9pNvH08RHjuHf89SH9QXf0mnaBczYbBbPQhHJ1BdONOdFiEJcbN97QQg3eLDRqEIXr+2rCgx4XMZc7hBjT3fY1KT/VoqiammaXg0EWH1Fr+nPrUx2uYKiqIeAWC/eTNP08XlPnweAJOpS2lYK67mrvc0lQV9Gxx2AucqYVTm/wjw1CYxSGevxPzGPxVNzfGotkIQSCwBaALhr3mqPbVWIs9iPAOCh8PDwjNXLy6LuKs4ajg6BKTaH8tygNXbvqZZ0nJFhhbylLMu48wZdnSxU6N9zktBCkMKB7bDtqwoM2HLCOTNa7AHMrbARwfrYu7W63UcaNAiCaRgYUeKs641G4wKTbULYNTwejVxrtMzc9Z6+MD1WZtus0/QWKuOce25ffubpW5a2PH5TsR6TdJXRkuidCXByxEFLggCU5UuXYrt6EkgyPQQE4f0BkFk/8qxTgKiRxTLbvwqsGTbMAclOANH/XQgk8RfDnAANdkk2UHOuXV9WIJiwm6Kov1MUdRMzeroWly+8ALA/PUWVe1tR1sh/lWV2eWcCHIfbyzvYZFRhdYd0o91HGjSv1nWlorDI95dru9drU8zJkRJPeZpiME4q9sRKRBOVbX3KevOw5KkP6wtMtgmhLxDgnB+zR2bERY7+qCLv7Fvnzi8qT1MMbli80Lr7lqVV8jCRLzNB7kKhFLSZRBAV0i2Pd/XLtr9dXYzX1JHOfoUsVOh/6Lr8przk2OFbc9UmVATDqlQWKvT/5vbymo15atOvjzRk7TvTrk6PldlaLKOxD/3fRyuOd/XLcI7+3G3LzuIcGbty31+u7dYqol3yMKH3yZtLa3+8Mq/xL3pDFs7FZaFCP6qTRYgE/iOd/Ypfri+pfeR6Xb1EyJ8ZmpgSbi7W9MrDRL77yrJauoft4of/Xl2eGiUd319rSEWO+ctn2rU2l5uPxzxKLJpBrvi9JZmtdo9P7PLOhGAVvjFPbdpSlmW8q2hRL7bX2Vic7eVZjStyM93R0dECADgMc/eBKxafhZ71EJAW37+qGP+Xpuk9n/I9HwTC49xA0/SRj3leA2ROfBNN0+8zjz0JZBauoGl65mpu8yn+nsuG+mb+z547o4vWK0ASxgYgM9JMIBVyGJDk8BwA7GD+j4EJ59C8/wPz/r0SieTJnBRlTIowYBXxuH5U/dl9tEHjdPt4M4Eg98L4hOxna4rqUQmJrZOLVnJI/2Ajwbe/XV38yPWFDZWtfUpEorJX12yq16THx1ufnWJGnXB082Efo91HGzRrNMqBwwZzElbxHRdt4ic+1C9dmprY93OGWw0wh+pEpCzuW4eLjjlqg5CxGXhw3759TpjDACwEho7F+h1pbMuAtK9/A/APmuqvAAHqfRcAxljfEwC5kMVABGWw4+SBj3E2+zRxuVDfFPGV/w6QEYobAOIBYDFN0+2f9z3/XeIyoL4XisXi/9h08w1lPsv5yOtSYvp+zbhMzfiD3B+tzO3E8x9V/FAvHxepO989q3P7/DwRn+e/vzS7Ze+pljx/IAD/zYyMCpVxzuNd/bJfH2koePLmktpCZZwT28fzWRn15mHJwSajao1GOVDVY0ncXEw6XIiGRqVBrIJxpIWo7RdONOc+UJHbXGW0JE4ybXTUJX+toXvhRz0DC/OVsSaH2ydOlIY5pnwzvJjwMM+MP8Ax2SYj7y/LbmHQ4XIUXgGK8J3ZeJPjXf0y3L99Z9rV5yzW2FS51BYlEfmQAgYA8GHHhagnP6wv/9XNJcckQr7/V4fri2xTbnFqlHTI6Z0JS42KGN+1bkmrfdrDe/54k0Ys4PtR9xxppg+++VGJQia235arNlW29ikFIdzgxjy1adf7+qIUudSG/PL5rn8AAG/3uzSv1nZ4DN0978Ol1pdX5Bz7rK3vYfhHAYj58alavxRF/QcQUfO/AUAyRVHfYZ7y0jT9vwAANE0bKIraAwD/S1HUb4A4lnwPAP4TE+fV3OZqxTwEMiZUFMlIAZKIm4Ecu6l5NKEdMCeScg8QINzTcKknM9vJqU0sFl+XkqwQ31Oacb5YLrC0WKziXe/ri3beoKsTcLnBjaWZxt+ebNaMT3nF4SK+/5HrCxtmDe4ZBSKUBt1X3a7evrrAwDbNwDY2sNaE2A7HlrbD7eUhj3TXe/rC1GjpuETA928u1vTuOdGcjhd1lFg0s6U0y/j88SaNyTYZabJNmFAhrUgZd+H7y7WX0LX2nGxOL1crBoEiK3RM4CFTdifHGdDM0KH3AkmsHoqiPmAdO5QM/SaQ6qgPyOLnaSAJeIQ53mwry9uY37F63gxEtB+vGQ2QhelNwBjQf5nBJOQHKIr6KZCF33eAeM13AAHMPU5fPvesr03geEosFqfHi4WSivyUzv+p6VBrYiOt67NTzC+caM51uL08nJWiehZ2otDF6qGV+Y2VbX3KTUWLelVyqedwp9lqtDqi/1zToZaHiXwRIkHvYYM5SRMfacUEppJLPSi5CzDHjz7YaFSdNQ0lAswtpnE7lN5VyaUe9sIWKIINAQBIkkkm0OyiqseSuF6bYt578lzGs8ea8pVyyfjubyw7VrYw0YGLjsferdXJQgM+GgASpGGOl6rbtCp5+Di237FbN5/PXdVjSbRNeQSyUKF/S2mWce+pFg7S09g2mVtKs4y/urnkWI1pKN7rD3DU0RHWn60prEuOlHj2VrWk4/x635l2tVjI92NrHuWJ1TEy9wMVuU27jzYUhIv4RkzKESKBf+cNZB8B5u4ZyE7xzhA51Z4xZ1xuTq45Sbng/cOHD3/ltL6P0ZfPGcsDc1SoYtbj0wDwv/gLTdM/oiiqCsgN1AsAJTRN17Pf6GpucyWDmuNBC4Ecm9eAJIUnAKAJCKVqLZAk/TqwhDiYpPEckOoaE/EkkPnJQ0A0rtla38DMYx8rX7b0Ypky2nl9suCCY8rDq+qxJKZESW1shLXd7ZM8uDLvLAABf20u1vSi+o9x1C5CtDUqHgHMSRni7+u1KebZWTM9p7K0t6olvcZ0UfW7b1YcQ7UjdtWN+4Dv5XB7eQN2l+yh6/IbGWlFy4G6rlSJgD9LJUNXr0m3j4cevPj64139sl99WFc47pkJX7l8WTAuLq52eHj4tzDn8+1ivodSZtd/Qc9ZX3bAHAAPuxlvwlyCxsp8CZAk3cp8VwAA7wLAKJBz6xP1Xq90UBT1QwD4PWuR6gWyj69TFLUAyALvbiDqS19LHvUXCZqmnVwu980YeeQGGe0NRIaJ/AIuqdZUcqnngYrcZvRa3laR242Ob/ZpD89kmxA+9m6t7vGbivURIoE/XMj3YxJ+Yn1JG9uXWhYq9Au4c+AwAJKYsUplV9QlKfFDx7v7U3MSoqxYveLCdz6bAzX4cZ6950Rzutfvp8rTiD/2em2KedLt43UOj8dvW5Gr7x61y9GCE4Aku8dvKtYDELYGiq8gaBQ1yrWKaNf+WkOqNxDgYOdsvTbFvPPQ2SIcoyEvHPcXxY72VrWkby3Xdp/ssXBmAgEOP4QbRPvO9Tkp5meON+YjTQu7BiiAgu+XHCnxBIJBKkIk8G/MU5sm3T4e7g/AnM0uAOksYEVvsk0IJ6a95lcMw/kh8rhCmGMHXbH4rK3vz6xA9nWKy9AuQzGSAgA4A3PuWHr4BP9gVvsVgCTkP9CXmkisBYCPaGIi8Q/CHEVFRRvWFC3+r7JQz1SSEBzsljW25gBIC/rVuq7U7lF7VEJ4mCMhQuxhKxCVpxF7PLzAdh9p0CA4A2lbiDhlt/yQ9/lxLe6Ps7FkW+ytXJRsR3pFy4A1dvvqggY0CUEAGoJukCpisk0IiWduuP3WXLWJikmKOjns7qf5oq379u2bNTCBuQ5GGFyqTHY3zCXmWd1uIImbAgI4iwWig18NxLd9FQCUASGU4PfKdtj6THEZzjMXkGv5E5Mwg9Wg6U97g/g3iy96jO+777547vTEX2Ys5yMfXJbZimp53kCAMzLhEsZKxR5MDo9U1ix/an3JqcMGc5J3JsDpGBqL+dmaonrEVqBtK7IhsEXNFvlB0BNWf5gMa03Dcaszki2VLX3K9FiZ7fXGnoydNxK/5flGF+z3e+54kyYqTOTbXKzp7R93Cn/yf6dXLF2Y2LdJR1TFgAIoVysGkyMlHgCy6N59pEFzbtAaO+P3c7SKmBHsiLFHYVFi0cw7585H/0VvyNp9S1mtw+3lTbp9vF8faSjQxEdaNxUt6mVb5k66CXtjwO6KeO62ZWcBAF481ZLePWqPemhlfuObzUaVgMcN0gCA1p27jzRofIEAB/XMGZ9snUoutYuFIbPuW/ZpD+/7fztR+tPVhY2/PtpQwKWo4EPX5TdpFdEuk21COOkmMqPYVUAjkF3v64sUUrHdFuTKR720ydBj3HClW9+XFUxGUZSQoij15XzPr1MwX/ZvAOAnQOaXSBVaBoyWNJAkgP8XM8kXAU8ZALCJmhPiQLvKZQzQ7GUgNK94AICYmBhlcMa3LcI3Gf7a6YZ41MkGICelcdQu2n20QbPnRHN6hEjg5/O4wbsKFnVgkkZby/XaFPOzx5vyn3hfn7lfb0g12SaEhpHxaKRt+NBwHi71m/3hG1UlSNtQyaWeJz7QZ+LnAcxV5PZpDw+T788ra4ovOlzCKqMlEW8sazTKAW1S9IhWEe1CQQOs1hlOpgcTfmVLn1IlD7f/aGWeYeWiZLtOChfiBZx0ivD/EVAGQBK2iyY66vgYAGMVSs9ZjQKQefSrMMvshBEggiEXme/uKJD59E+AgNTQaOVLpWn9s6BpOvh1TdKXKdISIqXCHyzNaEdryM3Fmt4SVfxQ7YWR1NQo6fiu9/RFhw3mpKfWl5wKF/H93pkAZ5NuUW9mfNTooTZiBfnMscZ8k21CuDoj2VJrGo7bulx7rqrHklhvHpa8dLptISbpRvNoPIKw1DEy9yPXFzbUmobjMuMjx3CBoFPFORQysf1PNR3q77124roDekP8x2l6O9xeXt2FEWV+cszIvjPt6uRIiWepOrFva7m2u1AZ51yvTTFvW5HbnRwp8Tz41kcl+6rb1QAAW8qyjD9dVdDAobhQrlYMYjX60um2hbgwH3O5QzqGxqO2Lteec7i9vEcra4rfbDaqfIEA1+cnFKqNeWqTOkbmLlcrBgUh3CDaVcpChf79tYbUu4oW9e66aYn+sMGc1Dc2IV+XnWIWcLlBvPcIQrjBcrVicNf7+qLnjjVpXvqobVFarGzsRytzO7H7gPedjHj5WLiI71+siB65vyy7tarHkthisYof/XtN8a8O1xWOudz8fdXtaofby8NKe+cNurqZYJA7Nu4QcDlUglarDbvSJ9NnSdSvAgOimR8URS2mKOq3QG5M93/cNtfiU4cYSAUXyyRUlAp1wZx85b3M/+8BAgQ6AQxdCBjKFgsd/hsgKOabACAZSEW3jqKoeIlY/Eh5ziJRWRS/1+WZCVmvTTHjye70Ev4x8qIBAGwuN//1pp6McrViEKviWcOMBPkocizZHGn7tIfH53GDW8u13Rvz1Ca8WGWhQn92YpQVXXfs0x6eccQRtTFPbUIgDLs6wKQfCAYpgLnZ2e6jDZpnjzXlr9EoB7CKNo7aRZjs5ztxlacpBpFmMuZyh7jdHrjQ3RHqsVs3SaXSn8AcjQrBZPHMY/cDo7+OCZaakwnFypqCOUBZH5Ck/AGQTscC5rtMYb7Dq+Jjey2+nHA6nZnRIUC53F4OAUWNxgIAlC1MdFSkJ3Xfmqseee62ZTXbVxUYwkV8/85DZ3UdQ7bYCJHAv0m3qLfXOhEJADDlnQk5UNeVerDJqFqdkWxJjpR4Jr0+XmUrMeIAIMYdXC4EX63rmtUWKFTGOVdnJFv+eLYjB41wZKFCv0TI999Tkml8ekNZlXncGfEtnaadrT4IQBbNRcpYc6JM7GkbHIt2uL081NVnI87VMTL3c7cuq8HO2RuNxgXhIr4/QAfg96dbF//6SEPW3lMt6WgYgtfx6oxky2GDOemlj1rTgabp23LVpiJl3MUHV+YZNhdreo909iuOd/XLnj1Orms+lxusMloSUY2MLLalni2lWcZFscSdb0sZUXBD86COofGoe5dktvoCAU7TwGjS+uwUM+5ji8Uqxr+Lz+UGD9R1pa7RKAdq+obincyxTZZJHJnxUaP3lGQagQI4oO9KdXlmQna9py+cdPt4I5PTki1lWc2hISE8pVKputLn06eeUc9v01HEWeo/gCSNTCDyn9thnqLTtfj0Qc2pX30EhKOtB3I8R1gz0h0wx/NdDMRqbQrm2rW3UYx6GSvRVACZj1JAzM4vbNmyRST0exIKZeDoG7byz5qGlCUp8Re9MwHOq3Vdqd0jdjkA4SRjq8ficMn+s0jTXmsajsN50OqMZMvBJqNqY57axAZroRd1SrTUhj62qPCTlxw7vH1VgYGtbAYAkJUoH0V7PYA5q0rkUDKUr7G+sQk5AEnAG/PUJq8/wDlsMCfhTAmBMrJQoR/n4liRv3CiOTdJJnZgUr9/afb57+SrWp6r719SsbSsr6753PMWi4WNur8NWB7VzM87KYpiq8Yh6M8DpFrOgznjDidFUa8DGWn0AFkwtcNVoHT8i6ijKOpfGW4U0pcq9V2LTxEURUlyc7JvVs7E82sHB9RrNMoBpGbJQoX+J9aVtLFtXY909iseui6/8XCnOQlpjc/dtuxs/7hT6PT6hCvUisGTRkviq3VdqXwuN0gBQHqMzHaw0agyjIxH77xBV/e9pdpzJ42WRDY4SyWXejSxBGjGtpA9UNeVunW5tjtcxLfsfPesrqZvaHRNBkGDz+JBJCIfABEoOthkVAENUJISP4TV8MFGo0ollxowybP1DIoWxA+VqOKHfvdRi9Yz4w8R8Mh8ftb9qtaQ6vLMhAxOTEVs1mV0aBXRruRIiRHfC3Er/mCASo6UeLavZvQZag2pbFYJAEC4iD9rrsH2ro4QCS7sq25XC3g8Ojcpuj9cxL9Edzw9VmZTyaWeNRnKgd1HGgpm/EGuWBgycxfTehfwuF7Wexn3nWlXb9It6gWY5b+fbR8cE4/b7RFyxYwaiE/FFYvPLHhCUdQyIMl5IwBcAIIEf/Ha7PqyhQBI4m0B0jKtAIDXWNXbIZiTDf0lkPknJpPbmNeLgVTNbDnRCiAocaAo6o6AZ1oZw/fHvHOqGYACmYDD8fy1oTvz8ZuK9QiYwNkVoiD3VrWkd4/a5etz5oQDDjYZVS0D1livP8AJF/L9CDCrbO1TPlCR24Rz6zcajQt+fF1e4+FOcxK2n9hi/280GhdszFOb8CbDFjk52GRUGYbGo5+7bVnNgyvzDPuq29X9407hs8eb8rPi5aMIOGFfwLgfRzr7FSiUoo6Rue8tyWxr7B+Ndbi9PHZr/d5c5bk9DRdWLNZqv0FR1BvMd4HHE+BSY5NZOVDmuGLSRrGaB4FJ6szI4ecA8CMAsAJZZM2qmH2JcRIA/hWbIXA1duTfLbZs2eIautBH7z9xNk3G506MT3kENE3Tj/69plgTH2ndsVbXgfNaADLiAQDQKqIN7IVuldGSWKyKN2cmyF2HO80cfgg3uCZDOfDX+q7U5080F/+oIrcW2RbnLKOxPn+Q63B7e4FRC1PHyNxY7eLnYWJ6/ngz99slGT3ZCVGjJar4od1HGgpSoqU2FAdClPXW5dru/nGn8K1mo+rJD+tKn95QdipcxPcbRsajWyzWgaoeS6I3EOAgE2PA7oq4tySzbcPihVYAaHnpTJs2JyHKyvadR6Bax0Wb+I9nO3LO9F6080OIahoAQIkqfmgmEOT+dBVZoEeJRTMm24SQzdxg86ERQHawyahC+VFcrIfwOIEQLh8Q18IGwwEAVBktiSnRUlsIlxPERcDGPOJc9kajcQF6fAMA/LmmM00eJvQCcc6Cpw7Xl0ZFR3ukUukVt6391K1viqIqKIrqAULw5gKxo8wAgPev1M59TUMAhCoTAmS+iYYaYiAJdx3AbLW3DMhI4gOmensFAI4y/3+N9RPnrBUAII6JiSmNoPzFne1t3B6rPaowOXZEGiaY+fHKvEYEdKEQAiK6ZaFC/44bdB2bdaQ1hXOtLaVZxv/Uadp3rNV1sD1gvTMBDrar1DEy9/1Ls8+vXJRs376atOBeOt220DhqF7ElQCNEAj/eZPbrDanorrWlNMu480YirCILFfq3lGUZq4yWRHV0xNiaDOUAikawDyJWLOgUtOdkc3q9eVjyF70hKzJM6ESTEGytR4SAu2JB9FB/3/mHIiIifsK8zSswJ3xyiAXcw8raBaST4WKL1cCcSlk8kJHE/UCq6Aog3ZK18I/ypFc7fkrT9AP/4t81OdHPES0tLYmOCUfcwzeV1W2ryGsadLjCKaCohdFSGwABTuL5v+dkczr+jq9HL/dytWLwiXUlbQ63l2e02qN8MwHOa/VdqWIh358WIx16vaknI0Ik8G9fVWD43lLtORGf5wcgYyH0c0ePapQCPtTWp0ySie3dI7bIA3VdqRvz1KaavqF4XyDAnfEHuc8ca8xHdUCgATou2sQvnGjO+3ZJpvF3d1Yc1yqiXZWtfco78tI6MekJeNyg3jQccWHcGVmRntT7F70hq948LGnsH419aGV+o3ncGfHI9YUN6I616z194YunWtIb+0dj712S2cpnqFFrNMqBcZebv/Pds8tO91oW/M+ZtvRtB0+VHu/ql+16T1/ELhBw7g1AFiFHOvsVazTKAUzcSOPcsVbXgfetKqMlcXVGsuVPNR3qh/7voxUouXpPSaYRzYN2H23Q7HpPX4giSwAEr7NGoxwYsDul6bEy21Mf1hdEiAT+R68vOuP1eAUBnzfpSp9Tn2VGnQdkvvZLAPg+TdMfXZld+tqHF0i7ewwYdDGD3n4OCKcXgU1oChEGAI8xlVsKAOxjtp9vmekCgNfy8vLyvO7p6xbwvFM/X53fen9pdkvrxbHoFLnUlhwp8SBAhX2S4iwsSiyaQflCVFN64v3a7F9+qC//sONClH3aw0OQxvbVRJHsqQ/rC+rNwxKsFEy2CSG2zDG53r80+7wsVOhHCgSbc422fgfqulJ3H2nQ7DnZnC4LFfq3rcjt3qRb1PvCieZck21CyBbox9eNudwh+/XEKWjS4+NFiAT+Wxcv7PpbY0/ut3SadnWMzM1urb9+qi5peHhIUVZclLplyxZ2W/h+ICC9hUC6GgBzqnEAc3NqtiMWisu8RtN0C0u5TMd8r5/Lw/ZafPVDq9XOFGRlDGckRE02DozG3l+W3RomDJm5NVdtEvC4wQP6rtTVGckWWajQj6MmBEEaR+0i9HKvYlrZB5uMKg7FodNiZbaWwbGkFWrF4MIYmeveJZmt6hiZ2z7t4XUMjUc9tDK/ERfVWKW/0WhcsLlY04uYjl7rRORN2SnmrMRo65RnJgSAgMAKlXEX7yxMP5+dGDWKrfL12hQzMcIQ21VyqYehQsKYy81/vbEnA12uytWKwWePNy2RCkNcJ7oHFn5Lp2nHRbdWEe26f2n2eXytOkbm3nmjrv7na3Ud67Up5sZ+Mruf8Qe5lW19yjAh35+riBr46arCmvFpr0Qpk4wnR0o8bK44m1K2+wi536zOSLa8cLI5r8ViFeOcHl3CAEgljtQsCihKKhJMAxA9hwN1Xalef4BT2UqAbDtv1NVXtvYpZ1/P/B07b9TVm8edEVuXa88BAGQmyF3J0bKJ8LDQWSGUKxWfpfX9FyCV9D0A8AjTHnz5iuzV1zu8MGdjGQZEgtILBBRWAHPV3Jus/z8DxGijHQBOA2md3w0wq/F9GwAIdDrd62kLku6MAp+9IkHcb7JNCF+ubtcq5ZJxiYgArFZnJFvYYgdOr493QN+Vii5UAKStvT6HtK/21xpSc5Nia/7a0J15smfAMTQxHWGf9hhloUJ/oTLOuXW59lxla58yQiTo7R93CtlUFLY835jLHYIyofcvzT6/uVjT+/zx5gx5mNCLJvDs+VS9eViCur7I9wYgCFOksTxyfWED0KSN2DNij3r6cD1PLhb5nlpfcgrpLSijeP/S7PN7v7mi+qLLI+oEWYpx0vVfQHjoJ5hjLAbCnz4wD2T2Jsx1OnBEsQ0IAhwduRB/gGIqX3luMkVRuQDQdk3w5HNFSKhQGORRnqB3JsA5abQkGobHowVc0rp+9nhT/sFGY3BLWZZxY77atOs9fSHApZgMlVzqaewfjUXhj/5x58ALJ5vztq3Ird2weKE1USb2PPVhfYFEyD+HAiQqudQTLuJb2LgPdkdp24rc7p036uoP1HWlrlArBh9/v3bpT95yyP/71qVntpRlGd9oNC5Yo1EO4GsLlXFOdKpi28lGhYl895Rk1qGVbLiI748Wi5zfKc3uDhfx/ZWtfcqavqH4LWUEKIqyofg34v3jSGe/Ij85ZiQzQe7aW9WSbp2cFt1bmtX1wonmvPQ4mUuriB7Ba57NFcf9qTcPS7AFnxwp8cSIRRNPHa4vyk+OGdqYpzZ5AwHOvup2NVK1xqc9goNNRlUIlxPIiIscVcmlHvQgQBoajsqQM43tdTweAGD5w0et6UOT0xHq6IgxPlcY5ADFhyscn7qipmnaStP0r2maTgfSuuMCAZD9AgDSKIpSXJld/PoEU2EhcOkuIIAyCZB2aTbrue8CSRKxQKq5PiAgs3cBIIHZ5gNgqEQA8AGHw/HHRskftA/2L/lukaqBoiiobOlTqmMjxu4pyTTihXCks1+B9AuyTwBsFyoA0tZGYZPNxZre8WmPRCmTjMvFIt/j64r1KJJgHLWLqnqI5ODeUy3pVUZLIlJRBDxuEL1pjaN2Ea6MEfTlcHt59eaR5PI0xaBKLvUIuMSaL0osmjne1S+779Vjq3781kcViPbGdhciSr+l07QXKuOc2yoICv2h6/IbB+xOmdcf4GgV0S5sO+6vJS12/NsyYyKcneeaQiO5wZuXLVsWAJJcjwIRixEAo6/OHP9w5ntaC3MjilggVTMfWAYczM/XgCy+fghfbut7CXyM1zRFUVKKor5HUVQjEIGdL1097f/TCNAAtFgkDG4pI+3XF+9YUb19dYFh5aJk+56Ny2cTo0ou9dxbktkGQBaZx7v6ZUc6+xUARCAIsRrhIr5fIRXba/qGEhDVjVStSa+P92pdV+qP3zqVt+s9fSGOpXCsZJ/28NiqgDW9FxckysSeH6/MPysI4Qb+dKZDDUCq0meON+ajFvjxrn7ZwSaj6rF3a3XGUbsIsSQ44/3hG1WlOw/VZB9sNKq+tyznXK1pOA6THyp94WgJO1z2aQ8PXfUy4yPHnvywrqzjok180TElPtN3Mc3p8fGeu21ZDaK6AYgQy74z7Wp0vMK/7Uhnv+KOvLTOF040577IGPXwOFRwjUY5gAJMG/PVpu4Ru/yl022LmgesSSWq+KGt5dpueZjIhzoOKIiCjn3PH2/SPFp5ZpZpgt9NvXlY8ueaDvU5izXpvtKslh036Do2LFl8URQquuKAy08tePKxL55Dfn8HiFVgIwDsomn60D994b9pXCbBE7YOdwwQsJgAAP5Ez7lj3Q0kEW+AOZT9BiCV9wdAKurdQMxORgDgzlXXXRdBTU98Z3NWgqGuxyzDOZTJNiE82GhUAUU0bVG+EH1hJz0+nmPKI7BOeSSP31SsL1TGOfGCw+oXgKy02UAPXMGbbBPCCJHAv/dUS/rW5dpuh9vL2/W+vuiBFblNyZESD7rfnB+bkC9OjB7ZmK82IfDE4fbyLkGsMvHS6baFmfGRYyeNlsRNRYt6dx46q/vN7eVnAAD2VrWkNw+MxIkFAv+Pr8trRDAbAHHywhX6nhPN6ViFABCal2FoPOqBitzmpw7XFynjY702OsTrA+7DTU1NCpizvkTLUDzOLoBLhGd+CERprwnmNL8BSEUeA2RhKwRynXwupOjl0vpmvd9yIADR24As+t4BgHdomv5XcsH/tvFFjvF9990nEvg9b8S5hsJGrWO8+Qp9AHMjmhaLVfzw36vLC5JizbflqU3YCZp0+3gvnGjO1cRHjuUkRFm7R+3yIceUqL5/JPl/Nl13RCWXevacaE5HrvLzx5s0Z03Dqsdu0H2EKmFs0BUbvPbOufPRZQsTHXtONKfnJ8eMvHymXauOiRjbulzbva+6XV2SEj8kEfL9298+Xb5jra4aq2NETR/uNCe1DFpj4yRhzohQgWcmEOCIhXz/xjyCkgYgc3b0k8frGIWPAADsU27+D1bkGn57slkTGSbydQ7ZoqPChM7f3FHRCECkPic9Pl64kO9fn0MWBsmREs98ffTKlj4lgtP2nmpJR7lV9v0J700IlMPHUIXMOxPghIvI5wAAPPxO9RKgKeoP/1HxEVLSJt0+3uFOc5I3EOCgF4F92sPr40QsOOOAt//w8svPX8lz7AvZXNLEr/n3APB7iqIWA0nYOXCpQMS1+JTB3OxPwFy15gVSzT0ORN5RAuSGj5V1KbNdLjBULppYLC5kXlMBAK/ddtttQ0pp6O1LI+K7l8SIhiN49BTav9WYCHdQIiQ0B0zSRzr7FSj9t/PQ2aL7y7JbGAlAc6EyzsmeEyH4a9uK3G68AaHcH4r9G0ccUQ63t7eytU+piBDbK1v7lOEivn+9NsVc2dKnvDVX3YAn/+5bymoReIIJH2BOnQxvfJkJclf/uFNIURT0jzuFVT2WxCnvTIiQHxL4j8L0jhdONucppGJ7n21Cjm00PNaTXh+PbV6A5h6EW8kJfLcotbHLH6rq9fH/IxAI/HdLSwvSqcKYY34LEDoWewQhBtLu/jmQhIfiNPcAQCGQBVcnEM3vH1MU9YPPq072RYOiqDggC757gZhx/A1Ih634nymWXYt/HX/5y194qcpkxcVBS9rum0sO4+Ns73YEUB7uNCc9uqaounFgNFariHbtvqWsFgBg13v6ogcqcpucHh/vyQ/ryp7eUFY1NDElPG+1y2Y/iJoTEPrRyjyD73ADN1Em9uw+0qDxBgIc5D4DzLWuEVDp8s50AUV43YkysR7lPUtS4oee/LC+TKuIsoQLQ6YlQr4fkeO356sv7NcbUtdkKAe8gQDH5fHx1uekmCvbiIf0wUajKkIkMPaPO4UvnGzOu3dJZuu+M+3qWSlOmvBDlZHh9g87LpRQJ89RVpdH8q3izMbvM8wN3E9sSa/PSTG/WteVWtVjSS1IjjHfvyyn+0BdV2rPiF2eHiuzef0BDhYcfdYJ+aTbZ55/nwAg2JiVi5LtyZESzywzpIIUEpeM8vSG1KyEqNH12QQrQ1zFTpdHhAqm0mNkYyE8btDp8fF2H23QtA2OxWxYXWGdmKLYBkhXJL5QRX0tLo3LVFHfDaRa2wzkpn8USBXWAKQNngokKR8FMhdF/vovgFTfR4EglTcBwMiWLVsWCP2ep8Z7DSn/VahqxATYP+4UEk6xZEIsDJlZo1EO4NyWLSPKdvXZe6olHd1vUH4Qzd2BBtiYrzaxXXFwPiULFfqf+ECfydbtRVMOXLEifQIrCrxovDMBDrresF12xlzukCc+0Gf2WScib8pW9Yy5PBKUSlyvTTGjkxAA8ezFNjs6eeHfhO+H74ka4REigf8VvWGh2cONG3bPXBgaGX1gbGxsDcypj73K/LyL9TvKveoAoA0AHgGAWiD3J/yefgKMs9mXKCH6BpCFRhsA7APidT75aaRFvy7xRY/xf26665Go6bFbb0uRdmAl+usj9QVBGjh5STFDeD4++NZHJejnzpbU3X20QbOlNMu470y72unx8UpTEoaeP9FULOTxvKWpCRa8JgBIa3i9NsX82KFanVIuGQcA6GU6VOijDEDO791HGzQ5CVHWPSfPFT+9obQK9RCMo3bRvup2tSCEG8xPInPjXx9uyBpxTkvQExuxIkAD5CRGWZ8/0bREtyDeLBaEzKzJUA5UtpFkbxxxRMVLQx3yMJEPK9CVi5LtxlG76LnjTZoLtsnIuwoXdaTHyVyTbh8PK292h44dJtuEcPv/fVTCoTh0VmLUKPKyAQBQF/1IZ78COdKbi8l9BYAsjp4+XJ/ZenEs6emby6pQEnRvVUv6+pwU8+zf1WhUCUKIyVD/uFOIGBo8HokysSdCJPA/d7xJ02AeUW5bkVt7bnAsVp6WE3zj+OmPLl68+MvPCg69ahX1tbiioQGC9F4F5OYeBiQZ/wLIjf4JIHy+UiDGDwAA+UASxiaaps/fd999CjEXHtJGCMPlwviW/XqyQsXWMppftFis4hdONOclR0pq8ASvPj8Y8fKZdi1N07Br3RK9Okbm3rFW19FisYqZ+bQZhU7Yrab52r54AwIAQCvM7asKDFglI7hk0u3j4Wz5YJNRBUAUlwBIyxrgUpF8WajQL+BxgxXpSb0fdprVCMBBDja+L9AE1Tp7A7ylrLZ/3CmEj1mfIp0LgKDd7y7WnB90ei82+0RJh+rafuF2u384NTU1AXBJq5sCADnzFvOTdDIAPAUEBGgFgBrmu3N91ov6MscNQICHP6Jp+tTV/nCKooQAsBAAxmmavvgxz4cDGRNYaJr2zH/+cm5zpcLrm+lqNo/IXKMXUyvSFIOHDeakuPDQCVmoyMe2W3zu1mU1uHje+vrJMq0iemT7qgIDjmi8/gDntly16YWTzXk/qsirrem7GL8xn+gN4OjGGyBV5Y+vy2s8bDAnMdeNEcdGAOQ6M9kmhG0Xx2I25qlNpanxJmR5IMpWvFAAAKGDSURBVOtCEDLnUpUoE3vEwpCZm7Iz26qMlsSxKTcfr3cURNp9y9KT2AXbX2tIxQQaIRLMLsj3nmpJf+FEc97QxFSnThXnmPEHuWmxsrH0OJnrsXdrderoiLFNukW9KPnLdu5CwNnt+eoLu79BlA7RKATfPytePooSwfZpz6zMJ3b29p1pV1+cmIp4dE1RtVYR7TpsMHM6LtrEp4yW1BbLaMzipJhRRKhjB/GFk815igix/cGVeQaH28urbO1TNvaPwraK3O4n1pW0tVisplrTcNwNBdnWWjefUqlUvxscHLyi1/O1RP0VCubmj63UcwCwHsgN7R2Ym1VPAZk77wCAO5jnbgGiePUbrNJSU1PTblq1cqs6FBYqA3bTa20m1aTbR2ZFTGsZq+bDBnNSSrTUhhdAvXlY8uSHdaWPXl90RsK49+CJz2hs8w/ou1Lbh8ZiUJ+4UBnnZIOysOIV8LhBoIkU6cY8UnFj5bDnRHP6torcbqSO7KtuV580WhJn/AFOCJcbxITt9Ph495RkGiNEAj8jqiDbeaOubnzKIzje1Z+/Y63uNACpLMrT5qpy9L4GIDMv70yAk5MYZd1zsrk4I042iOIq7JsZLgoACFr82cN67dbVxYaZgux4Z2npGhrgT/v27WMLHBwBgD8DqbQXAqEvLgNSSf+cMUO5AKTafhtIG9xHUdSBL6vtDQDXA9Eif5+iKAuQqvovV/HzfwcA3wbiEIf2tmgE8lvmMRsASCiK+glN03+43Ntc6bBarS3TgcC0ZkGS+7DhQpLN5eaPTXnDf7AiVy8LFfp3H23QbF9VYMCFcf+4U8ihKDonIcqKBjh3FS3qNY44osKL+L0pUVJbepzMtV9vkAOA0en18Xa+e1a366YlegGXG7RPE9c7rz/AQZ94ZEIYR+2ifWfa1UADpMXIxiJEAv/P1+o6AEg7G+BS1y3vTIDz55rOtPNWu4zPXLcHG42zMplssw18DBfI2CnDomDrcm233jQc8cT7teU5iuj+vrGJmB1rddUqudSjjo4YoyiilOabCXAkIuJ+xxYcKVbFDe+rbldjqz0hQuzBxcS2Fbnd2JY32SaE6I6191RLOoovbcxTm9ZolAPobw80QI1pKL5AGdsfJgiZ+T6DmxFwCY+6srVPee+SzFakjR2o60plz70BALCF3uITplbVNU0YenrGr/T5dC1Rf4UCRTOAzPjfBZKMn2DmzmeAVM+bgcyu3wUCWvoTkATwGwAooCjqJ2FhYSGhItEbPOeYJwr8F97uHkjGkxuTJF68Pn+Aw+dyg5uKiDzemMsdopJLPSWpCRckQr7/2WNN+QvkknE546TDvggP1HWBY8or/Nk71Ut+taHs7IG6rtSuofHoRYwLTs+oPWrXTUv0bP4jAJj3Vbert5RlGYEiFxjSo7aUZRlfPNWSLhbw/Rvz1aZBu0uYKBN7dh46q8PV/IDdFXFHflpnhEjgjwwTeosWxF1IlIk9u97TF8VKQicPd5KqHL1r8ULerNP0vniqJf31xh7NthW5ta0Xx6LL0xSD80E+KJWYKBN7AAAUMrHjeFtP9AyXLwpLSLlnAniTABBHUdRHQKrnEwDwFvN9rAJiY/kKMBKiFEXFMz/1QBZZuUA6IZsoivpchvNfNGiargaAasbu8k4gCe1JICI7qymKeo8m1peXPSiKuhMIg6HuY55+gNmfxTTxh78VAA5SFNVK03TNZd7mikZVVdXoAqWy/3DPxXQ5HRgTC/j+x2/KmVX9MwyNR+GNv8ViFe891bJ4gza16/kTTcWiEJ5vyjcjXJedYkZZXXxfiiJV5V1Fi3oP1HWBSi71YNKcnzzRpOO5400aiZBcUwBkPs4Gi4YL+H62GiCqnd2aq+66NVc9Yp/28LBVj10zh9vL219rSHV6fbzuEXvUb24vP4P6Bw63lzfmdPN3vntWl50QNbpGoxwoVsX1xoaLPXcVLuppHBiNLVuY6NikI+5Wzx9v0pjtzsj7MrJaDneakw42GVXbVxUYUJ7Y6fXxZvwBzjnLWNKKtKRaBL9i7D7aoGk0D8eq5BGO+5dldx3Qd6Vu1ml60TLUHwjA4qSY0e2rCgzbVxPALN6T2DiaytY+5ZjLzUfwnMPt5VWfv6gCmlT3zx5ryqcpGnbdtET/XufAAndEAjc1Le35c21tXzk/6mtxBeNjwGTNADDKiJl8DwiSuwIIvUYMAIlAzB6szFt0A8AtEVJpeWKkVHKhq3OmetyRu/MGMlMGJkniSY4m7GsylAMHG40qXyDAoQFgU9Gi3vXZZH6zQC4ZFwv4/vI0xeAsx5mpVDcVLep9+J3qJaPO6fBJt48n4HKDqdFSm4DHDUaIBP7s+KjZmwy2wg/UdaUaRx1R/ePOATaHEYC0syXMZ/25pjPtRPdA2tMbSo/tWrdEHyES+Bmz9+bdRxsKWi+OzYLDGBGFuoNNRpXXH+A09o/GrtemmA/UdaWyUew/Z1r34SK+/2TPQOKzx5ryAaCRzakesE+G7nq/f6lUGDLF5XIhM0E+sqWUXLSPvq8vX1xQdL9MJuu22+3LgFhaVsCcN/g7wJJsZb7Lxxjt9SeB4AaeBYAfA8AVX4X/q2DAoH8AgD8w59h3gPiXh1AU9SEA3HU51ckoikoF8veXA1lgzo/7AWA/TdMGZv/eoiiqCQDuAzI2uJzbXPGYdDpbFEV5YWtiQyaPn+uMBCBdH6AAdt6oq0dLxvYhW8yPV+Y1rlyUbI+VhHpr+obiS1Lih1YuSrZja9kwZIsGgF5tYvQIVn5YSSOWQxDCDeJIqcViFT/8zpny75Rm1jeYR5K3rcjVH6jrSg1nrq8jnf2KcrVisLKNeMuzJXtloUL/uMvN/3tL77IwfsjJ15t6MlLkUtsm3aJeRHEjGDVRJvYcqOsCh9vLU8fI3JuLyTUtEfH9D+XlNwIA/PpoQ4EmNtKKLf+TPUSx8NG/1xQ/eXNJrTxM5FutUbbU9A3F99km5Clyqc0+7eFVtvQpXR4fj8/lBh9cmWc40T0w3HpxLNrp9fEeXJlnwHtKiSp+qP7CSEL3yLh80O4S9tkm5IgI//HKvEYAIlgCQBYvT31YX/DI9YUNCIrFsVm4iG/GRQAueP7wHxXHAIjr3uPrimfvQ1XDnpC/Hjud7A8ELFfjXLqWqL9CwRLF+ADmNKHvAlK5/RIIktgKpKJ+FQgF6MdAjMu9APD3FeXlWnOvMX9LcVpTSXz4MNtXGoFeOP8y2SaEB/Rdqejp6vUHOD0jjuifvVMdQ9M0/fQtS2sx0eJFDECAYECTdtfTG8rOvlrXlTpfWB+AzIbZ8yaVXOoJF/D9N+ekdL1wojlv5426uknGpQvb4Ajs+HZJRs9qTXJ/Td9QPC4stq8qMCRHSjw0TeQGcb9Q+ShCJDAiFYTc3MajDzYZgzkJUVZE0T57vCl/2uvj8rgcOkYS6nz2WFN+uIivr2ztU5ptE6HdI46E+5dm1y2Mjph6s8mo2lS0qNfh9vIiRAJ/kpg/lBZGha1dsSz57Q+O9Lnd7u8A6XpMwRzTAXXV9UwnBNH3P2KezwaCL+j7KimT0TTdAgA/oCjqJwDwDSBJOwQALkuipiiKDwRZ/hhN0z2MwQz7eQkApAHBYLCjBgBWXM5trlY4HI7f1LYbFi6UFyluzFaZK1v6lOVpisFwERknRYlFMxvz1SZoJIkELSDR/KJsoduBOtc8LpeOEAn8azKUA5UtJLninBuvLfu0h8f2vdYmRlksdlfEd0qzGlovjkUbhsajf8p4tq/OSLYcqOtK7Rm1R/WPO80I6MJW/P3LcrpDuNzg9ZkLxtLjZHUH6rpSEawm4HGDty5e2PVydbtWHRsxZp9y85FyqVVEu7ZV5Ha3WKziwwZzktcf4FBMRYrAUaPVEdU9bB+xutwSAKLFgF22jou2ocYB0nbGewFQRMr05eq2wqx4+UWzfTICAAw4XmsftMXGS0Mn2i7aEo8Y+pPRm2DS6+NVtvUpEQCLI4Gty7XnXq3rSgWA3giRwI/HCwGxAKTSRuBpZSt5HqvwtnF3ZF2/NTxRodjZ0dFhuBrn0rVE/RUKNHxgWqVovPEqkNn0KBBEuABIkg4DAjI7DgD/CwDRYWFhO+PCQ0NvWVXYoZGGjKHhBAA58ea3xipb+5S+QIBjtjkjH183Z8YxaHcJXz7TrgUgoKptFbnd7FkWzpSxbYzUCjZq86XTbQtvz1dfQAoEAtjK0xSDu482FKREEd3jnhFyowCKVAFvNZ9P6R1zRAJFkjECXHBeLQsV+lOjpTZ0y1qvJdxH46hdtLeqJb1rZDx6+6qCBq0i2rU4KXqkRBU/9MeajuzIUIErOVLiefymYv2Buq7U9dlkFCAVCbwqudRTrlYMPtM/kp+dKB/sHBqP6hwej+qxOqJ/e7KZ135xXLEoTjbUftGWcMF2yqlISoq9bvkyd0unYXd/f/8UENBfDxA/cD0QK9GfM63lESBJHF3mngay8JoCIqLylQoGdPVX5t/ljF8BwCBN0/s+4flI5qdt3uM2AIi6zNv8Q1AUJYA5AxYAwrD4XIF6CMFg8DVeCP+JQS/9WHPPgDY45Zl66kN9IZfLpRczdMEjnf0KTA4ARHRk13v6op036uoQjX2ks1/x+E3FegCAF04256VEzeFJjKN2EVaIbDctTCrYVt+6XHvO6w9wkiMlHq0i+rx92sMTMP7yVUZLYrlaMci2u6xs7VM+eF3ebBLasVbXYbJNCP9U06HuJNU9qGMjxtZnp5hfONmcd0deWuczxxvz0eTjpeq2nLRYmY3RTug92GRUJUdKPJWtfUqlTDJe3z8SW6yKuxAhEvgdbi/PMDIerTcNW19v7NHcW5LZhjP1jflkXr33VEt6Znzk4CqNcuDZ402J/eNOIRB6JAToIHVvSVbXaw3d/hAeJ4CKiRQArCP2lmbULkfL3pM9ltS2QWt0Wmyk7cGVeQZEer9a15XaOWyLfnJ9aS1ieWZfDwC/P92mFieqhIPjjoHePlMUyjR/3nPl08a1RP0VCrS5RJtKJlxAaFphMOeQ5WL+bQPiYHZPeHh4SHlxIbejtXWRV8rvf8XuXPDQyvzGF0425z2wIrfpmWON+Qvk4eP3lGQasRXMFiSZrboZpDS6aKFJxounWtK7R+1R95dmtzT2j8ZilYxV+madpheTNCqEsatdtLjbV92e5A8GqNtyyQWokkvtVT2WxPzkmJFfH20o8M34qQcq8ppRIhF1dYEmbSuVXOqRMOIKg3aX8EBdVyp2A1xeH89HjAXydq1bUrcxT2060tmvuLcks+2FE835+860q9dolAMUACRHSjyCEG6QYv6+qh5L4kMr8xuTIyUe3A6/gNyk6H6xkO8vVPLM312W0+0N0rzth+orRGESWUpKyjf7+vp2AEnIYuZ7ugXItbUASAV9CEjHYwdTZU8BaYlv/xIBZVctKIoqA9J2XkdRVBbzcCgAyJjfOwEAF5Dz5RgFMOfydbm2+bj4GQA89k+e/9TBcliD1tbW1enp6a+qNDk/LBR5Jv52ugm+XZLRg9cccpMnPT4eAi418ZFWlOfEeTJuj1QuALIYXp2RbNm6XHtOJZd6mLmqiT1/reqxJG5drj2XHCnxCHjcII6a0Gry1fqujERp2Kz0Jo6T0F3qiQ/0mR8ZLSkv33XdUcaC1ndPSWYtJliVXOpB7/nWwbFRZmGco5KH2xH3EiES+A1D41EAYMRF/v5aQ+r6ohQzdtzuXZLZ+sezHTmxEtEE+kJPe/187EJ0XLTFBoIBqO8f8eUlRfcjfWp9doq5Z9QeBQAQwuHMur2t16aY//BRa/qvjzYUcCmKfui6/EaXdybkmeON+Qtk4eMFyTHmddkp5t+fbl3ccdEm/ovekIVCM22Dtlick+NCCJO2Oi0d/lzTxhm8ONQGxGZYTFEUXOlkfS1RfzUjBQB0FEWhreIHQNqlO4ABKgGZd+YBwNMcDidv9YrlnlKFTJKXJTvCpSh635l2dbiI79fERlrDRXx/gjTMYRy1Rx1sNPrXZCgHnvqwvuDWxQu7/trQnbln4/IzAHPIT9wJrJ4dbi+Pz+MGE8LDHH8825GDqmKo9AVA2uFIpyhWxQ1je41N0wIg7XDfKeIfDTSxoUPRk6QIsb1vbCLqZI8lcccNuo6ty7XnKtv6lMYRR1SCNGxi13v6wp036uqBBvjDR63pzQPWZFko3/mD8txzJ3ssiRIh3//ztUV6ADJTQvu9/nGn0OH2hqVGScefPdaU76cDFAB0I5q1f9wp9AYCnLeajapbc0l1U9VDVM/wpofCCNh1kHBpV1leVsSgO7ilr69vCuZEaCqAIMGPAMBDQHTYAQgqfAQAgEnWX4skzYQcCIBuL+sxFZCFTDoQzMUokEQaP++18QCAi6bLtc3Hxa+AdEYwJADwueaP1JyvfAMA6N56661X77v33uRGp/fOPtukfNLt47H5/utzSIvX5ZkJOdhoVK3JUA7gIrdYFTd8QN+V2mebkGNCxC7Z6oxkC4KlMuLlY3wuNwgUANAAvkCAw2cWsHitbcwnVMoosWgGEeH2aQ+vf9wp/PWRetkajXJg35l2tcvj45nGJyMBoHtT0aLe9sGxGIBLlf1Q8CM7MWp0SylRLUMdhZ03Mra4jO7CAxW5TagZztbyV8fI3BEiwWyXLzNBXoN00TebjKr24bGEWxannq7qsSQuiJTYwgR8/9bl2m4c2x1sMqq0imjXrpuW6A/UkWOUFCG2o773xYmpiJ+uKmgAADjU1qcM4XICD63Mb6xs61NKRHx/okzsoWkaThotiTin3n20QZMWG2HdUkp0yqPEohlM0p0uOqZ7GmaGrLaPPB7PizCnTHgn3qs/z/nyaeJaov4KBSspPwYAj7O4uiNAeK84t94ABOl9ICUlxZetWXQxN15W0HGuCdTaFG6hMs6JF8+aDOVAZWufUizg+9NiIm1ohu70+NpfPtOunfb6OA63l8eW6ASYW62/dLpt0aDDFb5r3ZI6lVzqabFYxSgS0HZxLAYAZvmeBxuNqpKU+CFstTGaxZY/1XSoJUK+Hykj61gSfOighS3yV+u6/F5/gGOf9vAOd5qTZvwBDrblcd4eIRIY9+sNqSvSks7GS8M8lW19yplAkBvC5QTYN6WDTUaVw+3lVbb1KSNCBVNVPQMKBISgNeb4lEfwwonm3Dvy0wz/fayxtP2iLfbBlXkNmQlyF1uCEFf2OAPcvjK3LiJKHPLrqvZ7YmNj9SMjIwIgVfNHQBL0diDqcGsBIBrIrDcFAFqYdtnXJUkDTdN/B4C/sx+jKKoaALpommbTs04D4XjvY37nAcAaYIBnNE3PXI5tPmEfvUC+P9yXL/Q3A4AUAB4EgM5gMAhn6+r+lhQfWygMj4j7wGBOdkx5+DsPnS3atW5JXWVLn3JNhnIAZ7qHO81JW8qyjCbbhPCZY4156bEy2x15aZ0AANsOnir1+mc4Am5IcM/ty888fhM5n7G6BWCUAlk8a/u0h7f3VEt6ZWufcrNO04sjK/y5v9aQuDBaNp4cKfGQxTM3uOumJXoAUg3nK2OHAQCwKgYgOBeH22vCSh+vE6AAcD8AAO4tyWx94URzXkq01BYu5PvL1YpBNnANOwbI/DDZJoRIr7ynNNNYqIxzZibIXfvOtKs35qlN2PljI78jRAJ/uJDv376qoAGPHSbzCJHAv+9Mu7pzyBadGh1hCxeR+xDqP/x0dWFDZVufErE4Tga8xh4RqmNkbouHDj827I05WttoHB0dfREY1UdmkyuapAE+m83ltbgKwXhHbweAEcb84W7mqT8BSQL/CQQ1ewsAxASDwZdc1uEblAHHiMvr4+x6T1+Eily356svHDaYkzbrNL1by7XdITxO4GCTUVVvHpZ0DI1H/XhlXuPipJjRg01G1e4jDZrdR8k/fO0fPmpNrzePJCdGiCfxRK7qsSQ6GQBYdnzUKAC54LeUZhm9gQCnxjQUv3W59pxWEe26PV994U81Heq6C8PKNRrlACbjh9+pLm+xWMWyUKF/fU6Kedd7+qLq84MRlS19ynXZKWazzRnpcHt5Tq+Pd946IcfPQKCLLFToL1crBl9v7Ml4q9mo6hoaj/b6/dTWcm33ltIso48RPQAa4NW6rlQBlxu8OSfVcNY0nFZ9/mKkOkbmRhBOZJjQu/NGXf31mQvGFiuiBqxOt/j3p1sXA8wZhOzXG1L77ZNhvz5aX/Do32uKz1vt4sMGc5JSCPbvlmX1ffPG1fLy8vI2mNP1fpz5OcJ8Z7kAoABiQaoFsgL/Mr2ov6rxOADcRFHUYxRFLQWCveAB4URf7m2uWDA37T1A2ul/AIDbWlpa/uu9w0e1XYMj3ERlCjeUz5tRyaWOCJHAPzbl5qNQydbl2m40tKhs6VOmx8psBcmxI7891aJzuL28PRuXn3lkja5+z+2kC3aks1+BKGw0p0GqFpp7oDhQuVoxuLeqJb3ePCxBf2q0s5SHCb3o9S7gkc//4RtVJVhFFyrjnM/dtuwsANEk2Ffdrj7YZFTtq25X4yL/jUbjAmxto6RnZoLc9dxty2p2rNV1rM9JMb9wojl335l29eqMZAu2/rELhxLG2MpH3XAAAJ8/wKls6VMaR+0i+7SHJwjhBrGbh5+rVUS78NgBEA407v+TN5fWSoR8/4G6rlRfgBQVu482aP5a35XaNTwevbeqJb3FYhX3jU3IKYY2OuZyh9SbhyXjM7Tw+DgkD0z7D09MTj4QDAbPw1ySRtvbKxrXKuqvbtwNZK4mAKIZfQcQhSseEPOTaolE8tsYSVj8N7OTeuqM5sity7XdHRdtYgSVPLAit6l90BYDzCoYaLJixLabSi71aBXRHfiBWC3j70OT0xEZcbLB+5dmdyGorJxRWTrYaFTlJEZZcUWskks9FAAMT7iEla19yiqjxb9Zp+mVCPn+3bcsnZUqBADISYwaqGzrUx42mINbSrOMMRLRxJ4TTXnapJiR5EiJB7mjEiHfnxottR2o60pVyaUdyAHffaRBIwjhBh+oICjT6vODES9Xt2sdbi8PAKBzyBb1al0XlKsVg439o7HlaYrBlYuS7QBw6m+NPbllCxPGI0QCPxvNGSUWzdyiXdjXYhlT/NfSnHOoFvVGo3GBIkLsaDCPxP50VWHD0MSU8PkTTcURoUIzAEB2GH3RGeCo9c6JXbGxsc+PjIz8CshMOh4ADECqND7zHf6MEUD5SiG+v6ToA4BB9gM0TX9EUdQaIAj59UCOXylN0yOXe5urFGuBLN5eYfbrw2m35xeWGV7QzRUtlPF8Yx0XbWLzuDNSGSkZR+15pD+yuc0/WK7VoywuVpxYIatjZG7EcuA5y9a6No7aRTaXm/9ms1FVaxpegG1xRFpXthIUOYJPBVyGXpkYZWXL7MpChf6XTrctxP1rsVjFVUZCtULBI2yLAw2w80ZdHVbAAHO2mQj2Usml3ehvv+t9fZFCKrbfU5pprGzpU1YZLYCf8+KplnSvP8C5izXTRhQ5wNyCGmBOI7w8TTFoHHFEqWMjxmShQv9sJ46Z0eP+P3O8Mf+/luacqzENxR82mJMWxUZaC5JjR3a9ry+KEYsmmgZGlXfdtMZk44RW/+3gm+M+ny/ABpAx4N9rYLKvWzCGGhVAZp7onrUBSOv0F8DoRMfGxt69Qpcf0Mn5lvVpMf0lCeEh9mkP749nO3IYeoIRACArUT7acdEmRpoTn0eQ0gebCCUL1YgAAF440Zz7QEVuMwBp9/x4ZV7jM8ca88mOkVXmCyea8x6oyG16rb4r9fkTTcU/qsirxRae0+PjtV0cV+QkRFo26QiQBM3a0VyjxWIVy8Uin3cmwPH6AxyH28ujAMDu9onXZafUqWNk7u2riD4xArqeOd6Yz0avov5uVY8lMTlS0ltltCQq5ZLxA3VdqRQALIyOGPf6A5yXq9u195VltTx7vCk/OVJy5j91mos5iVGTAAyYRUuQ38itPmIwJy1RxZvKFiY68IanjJQ4nj/RVJyriLEkR0o8VUZL4o61ump0KPpN1bn0/yhaZKrQLEg/7A/c53K5tk1NTRUAUd1aBYRb7QOAaiCCNHU40vg6J2uapjd/wuMnYM4D/JNee1m2uZrBfOftXq/3bpE8ZoE8InyHaHJE9sealpwfr8xrTI6UeLDdiup4qFy2OiPZ8tSH9QXx0jBPFWueiuIi9eZhya+PNhQATUNyZLjjp6sL2gHmPJv/XNOZds5iTd59y9KT95RkGrEdjp/jnQlwZKFC/5jLHYLXBV6HAHNynGjEg8n/hRPNefeWZLYiSh3lPgEAcAE85nKH7DnRnI54EQSysgVLCpVxTgSTRYgEfuy87atuV6/JUA60XxyLoWmajhAJDKi5sF9PEj3eu374RlVpdiIRV/EGApyqHksijrkQJ6OOkblx8QNAuoOJUvFE2cJEB17PJtuEcNd7+sJ7SzJbo6VhM52VdQtMLn93e3fjPp/PZ2d2+U5GI2EKCEDyWuv76xRMq/sxIBSfGCCzzneAmGwcACJN+Z9hYWHfrigpzh419y147cRZBba6ZaFCvyY20oozojcajQtyEqKsT35YX+byzoSsUCsGUYxEwCUC9C0Wq3j729XFDreXlxotHa9s7VM+8YE+0zhqF2kV0S6VPHwcgJhsRIgE/pRoqS05UuIRC/n+xYrogXhpmGcmEOACACRIxZ4fr8w7O+R0Sw/UdaU+d7xJ0zFki/31kfp8m8vN/7DjQtT2t0+Xr9EoBzbpFvUKeNzggbqu1DAB35+fHGMOF/H9aApyvKtf9vA71eV/re9KVUVK7cmREs8j1xc21JqG48rVisGXqttynF4fz+H28nqtE5FrNMoB3wwRbPnRyjzDgyvzDFmJ8lEAgEAgSPWPO4VPfKDPfKv5fMrPK2uKx6bc/EG7S1iuVgxuf/v0ih++XrX8rGlowW15ahPO+FZnJFu6R+3yImWc+adryM1vzOnmnzSSrgPKLf7mRHN6v7GbXqyMk5UtKV4NpJIKBaIDPgIET1AKjL8z0neutb//fYO5cb/C/HonswC/EwBc+/bta+8aHP3L67XtSkm4JBgu4vvfaDQuAJgDiqEWPXpPP3J9YQNKhGIHqDxNMfjYu7W6A/quVE1cpHWzLqO9ecCa1D/uFKJ/8s5DZ4tCeJzAjrW601pFtAtFPhh6EwlW0vQybWEUANp9tEGz+0iDht0qx21ToqW2zAS5SxNP7jmoGb4xT23C9nmUWDSzuVjTi79nxkeOHensV6zPSTFjwjeO2kUdQ+NRO28gFTgAMdJpGhiJe7PZqFJHy8bSY+XjAGSB7XB7ecgCwXsXJulnjjXm4ZhNJZd69tcaUtGFD/+m7W9XF9unPbz12hTzoMMV3mKxinFfVXKpJ0kmmajvH43r8ocquUJR/7uHj1q7urqeAqJpkQJkAfgE8/uJq7Hgvpaov0LBAIyeAVKJPQwArzAz61gg6MIPOBzO4oS42OtUYZwEh91G31uS2XawyajaUVmTDQCAkpn79XOJ5tHrC6tvzV3Y98eajhynh8yX12tTzChA/y2dpj1CJPCvy04x+wIBTtfwePS+M+3q6vODEeetE/JHK88Um2wTQlyBIwocgHCxAQigY1tFbvf1mQvGFidGj2wqWtQbFSbybV2ubXry5lJ9CJcb/N86Q5ZEwHeHi/h+NHYX8AhPmqIo6mfvVC/55Qf6zONd/bKqHkvio9cXVcvDRD4aaHrvqZZ0vBkkR0o8abEy2/eXa7tVcqnngYrc5iqjJdFotUdhlaGOkbnXaJQDfzzbkRMbLpo41NanbB+0Rvv8fipWIpqYcHsFP32n+rqhiSnhjrW60xGhAvdjNxSfRjT7pJfoom/WaXqfWF/SBkC0yI1WR3T74FhMi8Uq3q83pJakxA8ZR+1RY04X/8PTNUlO68iNxcXFx4GMKWggFzYCpg6wLuqrcoFfiy8vWN+vHkiXrI35/c7Dhw83LliY9ks3NxReaejLLlbFDZtsE8L9ekPqxjy1CSU7XzrdthCT9baK3G7sNhlH7aLDBnOSOiZibGu5tntT0aLe6zMXjOkWxF7QKqJd9y/NPq+SSz3psTLbpqJFvY39o7GYbOvNw5KH36kuH55wCQGIDr/JNiGMEotmNuapTYIQoni2l2k5bynLMm7WaXrfaDQuMI7aRVh5A5DiYCOzuAUgcp4H9F2p7OOgjpG5N+s0vU8frs984gN9GSbr4139sgff/GjJi6da0nF8hgv1LWVZxqyEqFGJgO9fk6EckIcJvQDEnvZgk1GFiPndt5TVFirjnNtXFRjCRXx/kKYJyh2DIvcDXPjIQoV+RHGr5FKPSi51PHOsMX/HoZpstCENE/BmFmVkUudd9EVTv2XU4/F4AaAeiFLkS8w7PwhEz6Liaiy4r7W+v0LBfOHLgJwARwHgIYqipoEAUypTUlJ+n61ZNGAf7M/JC/PXD8ZH+RNlYs9Iy5So/aItwWSbMCJ9CGiSPCfdPl6NaSje6w9w7i3JbK0yWhL3VrWkG62OqAWRknFFhNh+0mhJ/N1HLdEURUGKXGrbvqqgIVzE9z/1YX3B95aR+Q0AANAALo+PV9nap8xJiLL+taE788crFzVSjOQetphwsYAGGVuXa8/tuIEIJgCQVhcAWJCrWdnap+y1OuSBYBDGp9z8Z4435qfHyMYyE+SuzAS58Zfv12kv2CbD8GaATj0Ot5eHkqg0DbBALrUz4LTCnTfq6quMlsQHVuQ2VfVYEsvTFIM0AEx5Z0JGnG6pIkJsz0uKNu3Xd2a++M2KM7+5vbzG4fby9p5qSZ/xBzhiId/P9qqtbCXI3JKU+KGTRkviW83nU7x+PzXp9iVyOBx6a/niTgDodFLC8C5KWiSPjNz/3vvvfwREUS4HiBmHi+ma3AsAmRRFPfh1Qn9/3YL5rtGL/LdAruNtQCqyx05WVT2z6rrrwi4MWb731NGmEgjM+NJiI20H6rpS0VTi9nz1BTZKG5MJnvdoHYvKe3KxyIfbjrncIXweN8h2lcP59aPXF1X/saYjBwCgXK0YREnQjqHxKKRkGkccUUq5ZByvbbYVJXKxWyxW8bPHm/JpmoaHrstvBJrokaPznXHULlLHyNz9406hxeGSZcVHDZUtTHQgq+KBitzmN5uMKpT/xb9bHSNzo+Qv3kNwNOD1BzgMVbIbW/YIRPvl+pJatmsYehOwZVLvX5p9Htv5u9Ytaa0+PxjxUnWbdt+ZdvVtuQtNLm6o/IKf32kcvPBbv99fAgRn8g4wCoMMvVLCEqi6NqP+ugYDOnqcOSm2cLnc6RKd7h4Z7dEZR4a4bzb6lOuzian60ORUODrS7D7aoGkftMXcrE3pkoUK/ajw9cyxxnyGYgmbdIt6B+2uwcb+0VgEVrC9p6uMlsRtK3K7ceWZKBN7jnT2K0pS4of+eLYjZ0Va0uDrjT0ZCeGhjuRIiYfPIytwADKLRrN3Ppcb/JZO046z76oeSyLTZjM//PbpYod7Rrz7lrKq5EiJZ++pFnB5fDyJkO//wYpc/aTbx9uvN6TmJ8WMdA6Pxz96fWH1LJileM5ty+WdCfl2SUbPoN0lRLS2Jj5yDBcp4SLi9PNGo3HBpqJFvX+u6VBvX1XQcNhgTlqnIoIHeMx3HjqrmwkEOFkJUaPo9DXp9fFeretKdXp8PBRPuKtwUcefazuyKQC4uzizbZNuzl3nSGNPeE5GmvcDy8D22NjYwyMjI08BaYNnAOG908y/p68l6X/fYBbdm4AACWkgPPJqAPghkGqsEgAePnrsWEdycnLbcu1ixYxtENZrkkxVPcQzGWBOGRCT9Pa3q4sRp7E+J8WMySslWmqrMloS85NiRth+8gLuXAuaPWPesHihFXnLbzQa476l07T/RW/IQlDakc5+xX1lWS0o5wlAKmMUNUJd7zcajQtQNa2ypU+5MZ9oE2DiRR71s8ea8mMloolQPs+Pr0fd8D7bhPw/izTtrYNj0dgSByBjgFrTcNy3dJr2WtNwXHKk5EL4POcunH+zVQrx70cEPHbZ2DP0PSeb04EmncXGgdHYh67LbwwX8f37zw0sliQo+wcdrt+cPn1aDXOUPhcQkOg6iqKsALCWcTq8KjNqiqY/xpj3WnyuoL6g2TzzHvEw56CFBg93hIeHr9csSJJHUT5P38iYRCmT2GOlYW401kBxjurzgxFvnzOq9BdGUn++Vlf11/ruzMfXFesn3T5ecqTEs6+6XT0+5RGMOKcld+SnGa7PXDAGQC4KNncQYG4Fz+Y6RomFzjGXR5IZHzlW0zcUvzFfbTqg70oNFxGO5OFOc5LLOxNy3mqP1MTLreuzU8xvNZ9PCeFxAuuzU8wImtlxqCb7tly1iS2Wj6b0G/PVpl3v64sUEWJ7VJjIl58cM1K2MNGB+4OI7OePN2f0jI7LlZHh4xaHS+b1+znaxJiRreXEuu7hd86UzPgDnGdvW1aNHPDtb58u333L0irkW/sCAc73l2u7UYcYOdb4WQ63l4fqZxvz1KZJt49X1WNJ7LVOhNMQDHaNOBKKF8RdkIj4sxSYJJnY80JtX7FfLBv4oOq03+fzHQWyIkf1snuAqM298nku8Mtxnl2Lfx5f9Bgzifp+mJP7HWF+f4f5/W0gVqOdAPD9RWlp2uvzM+Mm+88H7yle1I1oaQRhYvKqNw9LkNNf1WNJ9AYCHAR9tVis4kcqa5Y/tb7kVJXRkuidIW1rdreLrf0PcGlSqzcPSxBkiqqD8/3lAUg7HhM+PoY0RhRMwvsJ/txxqCabAooyjU/IfrOROG3tOETGdYah8Rh+CDeQGiW1RYlFPgS4zgI+WeIw8/cbjze26mt6Ly54ekPZqcq2PuWOtboO/LvYCHkAMvvHfZ50+3iCEG7QRXMlvZMzgmH7xMnh4eHHgCRnMRDxGiEQqh1ev14gbXDx511wf5Zz7FpF/dUMVCQ7BAB3RUdHp64vL/MujQ45f6imUa6UiWdGXW7J5uKMnnDGw3XX+/oiMZ83dd46Ef+d0qz6zcWZxuRIiae+f2TsQF1Xas+IPWrXuiX6khQi8bckJd70/Imm4pq+i2avP8AZmpiOyEqUj25fVWD4OEGCQmWcs6l/1Pk/Z9oLHr2+6EyNaSge+YgURdpn2KI63GlOevLm0loAUqUmSsMcPaOTMe2DYzH5ytjhjXlqk8XhkoWL+MYdlTXZEkaEAFWPosSiGdQrxgReYxqK31KaZURe5L4z7eoQHiegjAwflzBiBwDELxuAtNNlIr6zaWBU9eeaDvW3SzKNVUZL4mJF9AAaiCCdC28IKLqANwH0wWXv256Tzen5yTEj77T2LipSxl7IT4ruX5OhHMhMkLscbi9v13v6Qk185Ng3FiWfe7VzOF+dorL7AsEao9FYAWTx5QJykX9wbUb9bx8UEFCoDuZMW9BP/hYgFLVYAEgdGx9/dJIXes9QIGSdN0jPcpHZAiUAREzEGyBqY9j1wedWLkq27xXxj6vkUk9ypKQXMSWou//LD/Q541PesAcqcptRK5/tx66SSz0IMsVuHPv1SG2an6TREQyrYZxhb6vInV1wRDE2uQCkmj7e1S+ruzC8QLcg3rzjBp0egMj6YnJHC80IkcDvDRAOtUou7QYg1TDOzHFfosSiGUaPvBcAoKb3oqrFYjVrFdEu7IxhmxxgrsOACwuLF6QfDPni66pqTMPDw0NAkvObQIolNElCH/rFQDjyAIzk8zXU99comGp6NwCkMP8PCw8PT46Ty5bky/kBvnty0jBki+ZxucH7y7Jb32wyqna9ry8CAHhgRW6Ty+cP+4/CRU0vV7cVAhDU99bl2u6ty7Xd6bGysT/VdKj/WNORc0d+WufZviHVYkX0wK25atPFyamI+8qyWnBljobtslChv1gVN3yks1/xzrnz0S9Xtxepo2WjiTKxR8DlBr+/XNu9MV9t4nO5Qa0i2rX7lrJatuhAhEjgT4+Vjd2/LKf7Z2uK6vOVscNbSrOMKrnUs/MGXd2k28drGBhRlqjih7ZV5HZjRV9vHpYc6exXoCLYuMsj8M4EOP3jTmHb4FhM/7hT6PLMhGwqWtQrFvL9To+P92Yzadkjv3KzTtPL53FpZWS47dZcovmdnxQzIheLfKhd/ujfz+j+XNOZNjbl5h9sMqqUkRIHwBwdxRsIcAQ8bhCBPTj7lwj5fh6HCq5ISxr0BQKcJz7UL33xVEt6hEjgf+62ZWe3lGYZj3T1J0mC7vHbSxcHlhXr7lQqlSeAXPQpQG7gG66hvv+tQwxEhvRhICAyFxDr2ruAaCRMMT83AMDTVqu1lSsMfTJEFt28R99XdMxgln33ryeu23uqJZ1dOUaJRTMlqvghgDkAJwBJXvXmYYlKLvW8dLptIW4vCxX671+afb7jok1caxpOvSlb1YNaCZg42e/NbitvW0GuSURzewMBDiZ/rPbxfTbriMAKztC9jOgQVusoGQpA5ta1puG43bcsPfmjlbmdbzWfT3nmeGP+vup2NRYJ+ckxIxIB3y8LFfq3lGYZ2QsKoMnfxZ7fYxQq45yFyjjn0xvKqnDRvl6bYg4XEMzJ7iMNGmS14N/MEQi55zzCWI8w/I2LFy/+AgDGAOBNplJ+jQH0YtIGILx87I5dlbhWUX+FgnHN+h0A/BwARAAgio6UxXpdE1HvV+un+8YmUqxTHjGAA95tM1EDDmfENxYvNCA3Ee3d/t7a60aXHHzv7y/Xdu+vNaTeU5JZB0DECLDNmx4jG6vpG4rH9jJqCCeEhzpGnO7wO/LTDIcN5qRcRfRACI8TONhoVGFLbb/ekOoNEMlPXD2j2phCJrZTAICtcQSY7D7aoPHOBDjhIr5/W3lu7UnmxtHYPxo76fXx0JZOHSNzl6cpBp851pifKA1zVLb2KWPEoa43m42qugvDyas1yf1T3pmQnlFHVCif5y9NSWhHkIneNBzR1G9d8PO1RVXJkRIPAAzvPtJQoJCJ7Q63l+f1BzgLo2X2EC4nMBMIcIYnXMK3m3vK32+/YFbIxK6N+WrTjD/AWU/cd+C/XjuxLITL8e9at6SuUBnnfOYby04eNpiThp3T0h3X605LhIRiwxZfoGgILuK6B/R9prXLy0ptrw8Pv+b1en8Oc8j+a/FvGCyt70kA+A0QL/lnAEANc7aodwEBjK4CgGUURfUBgJTP50vSVAt8EwJ1TNnCBBOCxTBZt1is4icP15VpYmWD+/WGVJxlT7p9vF3v64t23qCrwzky0HMt6BrTUPzS1ISeW3PVI8BozgPM2cviqGd/rSF10uvjhQv5/vlV65bSLOPeqpZ0fC1K/WLLm111C7gESY5t69l71KGzOtQHxxHWgN0pfWhlfiOKIqEAys4bdHVsABgA40fAAsahYQniV3BfkyMlHu8M2b8jnf0KbKG7vD5er3VCvu9Me3D7qgKDJFQYPGaDhQNeOPPRmTN/DQQCdwDpds22s1Hyl6Ko14B0QNTMzwogCf0amOzrFMwFXgAAPxOLxTKhQPDXZJmEd4MqSd9+0Sbn87ij96YktIgFIX5GwMTxVrNx0feWaVseO1SrU8dGjGXERY6JQnh+tIF77niTBt2mNhcTNOf3XjuxslAZ2y8PE/m2VeR2f3+5tnvfmXa1yTYhtE97eCq51KOOjhgThHCDhQvievbXGbJGJqfDf3Jdfk3rxbFo9j6vz0kxH6jrSsWbBmryPlCR23TYYE7CGXq5WjGIRhlOBjS2PifFfEDflXqyZ2BhlXEg9fEbl3yUmSB3AZD2WL15WFJrGo67vyy75aTRkjjlnQkZdU2H7VqxpGONRjlQYxqKPz9qjxTwOIFvLF5oeL2xJyNGIpow2SaErzf1ZNy/NLtGp4pzPPjWRyUyEd/p8s6E9I5NRP25piN4wTYp27VuSR1qAd+aqzb1Wp3RI65pCY8L/j/XdKhPnx9M6R61Rz2ypqgeaJp+6Lr8JuSor1yUbEeqm0TI92PbH4BQ4zbmEa3xd5q6kraULG5tp8MqNm/e3L1v375ngBhHXIt/02Bp9k8xN3grkOSI7mnxQNrhAiBgJZyFbvD5fLUj43ZLn1+g2lSuGwLaQxa2/gCHAgCJgO9/dE1RdePAaOz6nBQzesMjLgPHN6i7jWY5Ai43+NM1hR1YgbK7Rvg7joAONhlVOM/FxId/W59tQo4LUQSqsRcEwDBA8H2cDEsE2+nsJI1mPc/dtuwsew6ukks9mthIKwAZS2Hlz+4s7K81pOYnx4w89m6tjqZp+M3t5WfQBMg4ahftO0NQ8QBEDpmhY83OzwEA5GHCmaPjkN7nBmNHz/mXOzs73UC6HmsZB0OcTwPr97VAgKDnKYoauVrjq2uJ+isYfD5/5OZ1626S0x5HaXigf8+x+uyty7Xn3mwyqv5Y064VhvBmdq1bUjfpJkjkRJnYkyANm7BPufnPn2haen9ZTs2zx5ry46WhjjrzyIJFsbKhR/9+RpcRLx/7/nJt9+/urDiOq1AAAGwlP/r3M8U8Lpfes3H5mU26Rb2Tbh/vhRPNed9bmnPusMGc1HpxLJoR478EhAE0oUEAADT1j8TVmYYTtEnRw1gNvHiqJR3F8gHIzaNcrRhUyaWeHTcQDeC3ms+nHDGYkxr7R33bKnK7jaN20a739EX3lmS2Ij0shMMJoDlIZUufcmOe2uT1Bzgr1IrBjqHxqHtLMlv/WNORM2h3CRVSsf2DzgtpN2WrRh9Ykdu0+2hDQQiPE1wYJR370co8g8Pt5RUq45zGUbsIaIBwEd9fmho/EC8Nm3iv3bTo7uIFrZ1D4zGJ0jBHuIjv53ApOlzE92MF0mKxin91pKH0niUZDYcN5qRv6TTtVUailIbUuJyEKOv/1hmyQvyeXo1I4Bwc994jEomCbre7Fr6CXtTX4vIEk4ifAIB2iqLeBdIy9QCAl5lnDlEU9UsgVExM0ncBGYn8r9VqXTs0PdP2kT9459j5rnivPwBAA/BDCLIZrV4LlXFOTD4o4xkhElzAanNjHrGSfaPRuADVxgDmZEZvz1dfwGRrn/bwvIEABzX9MdiJHW02Ach4bL2WoM7L0xSDOJPG+wAmaQlTmeNnI9YDFctwts3GxNy/NPs8OnHhQmL30QaNzx/gSBjUtzcQ4DT2j8Yi4hyA4HR23qCrw7n9xjy1ad+ZdrWAyw1i652tS748P9tpcAunmruMr1VVVd0CRFRqEuac8NYx/2eDysKB6YBcTYzJtUT9FQpmJf7mTTfdtKTf2PVdH9fnTSzLmFq2MLEvXMT380O4QQ7Foe8qXNSpkks9u480aDRxkdZJt4834pyW7LxRV989bB+4PnPB2NDklDQnIcraM+qIHpmckqTFRtrGp9x8XDXjzz/XdKhr+oZU2sQoy5M3l9bihbrz0NkilTzcnhIttSXKxJ4HV+YZ9uuJKhC2s5Bj/GpdVyqCQJSR4eN9Yw4523sI7fdw1YxcZ0185Nj2VQUGBvnd98KJ5txbc9XN+LokGeF4Aw1QqIwd+WtDd+ak28ezT3t4aAwi4HGDWF0w/OzWv+gNWd/Sadr3njoX5XB7ecmREs/eO1ZUd1y0iU+ywGYRIkHvvjMEMPanmg51aUrC0O6jDaVe/wzU9A0lpEZLxwYcLtmg3SXMiJNbJ90+nm3KI6g+Pxhx2GBO+sFyrf7Pte3Zvpkgx+sn82yH28tj+OPpJ7oHFoYLQqb+VNOh5nO5wfLSYp99zaqRt9//kOvz+V69Bib79wwmET8NRInsF8zDPwFSYTsZlTIdzCWE24Ak6QPMa988UVUljIuOvvHWoozwDXEhHRRFzSKrx1xufoN5RPn0BkJtdLi9vK2vV618an3JqcOd5iSkbiEdCROgSi49DzBnV4mSmgCkQsX9984EOFiJI9Ia28qyUKF/z4nm9PI00iGb9Pp4PSP2qPRY2RiCwLAClgj4fjTOACDYk4NNRhWC2LCFzbbPvD1ffQGxKbgoAQBwun08iYjvx8UB+32xm4eqjPj5slChH2lb2CY/2GRUAQBsLMqynPMJY1v7h/5WVVWVDUQ58G2Ym02jjvcQ0+lEUBla1V7Va/daov4KBUVREh6P9+2wEE5GfuYCe093F/zsnercs6bhRW+fOz90X1n2OZfHx/trQ3dmvDSsURDCDaKdI4rdv97UkxEvDWtao1EOvHCiOTdJJnaMudxh5WqFZc/J5uJvLFZXV7b0KW1THsHBJqPK5fXxQvkhbrN9MgKr7BaLVZwWK7MJeNxgiSp+CFeqKHiPK2+kUXSP2KNMtgnhAX1XqljI92viosbWZZPFgDcQ4GzMJ7NpbG2hEw9W9OjYdW9JZluV0ZJ4uNPMAQoghMsNXnS4wkJDeP5X67syxIIQ9zPHG/NVkVL7eatd9mpdF6xjKF+MXaa5cWA09voMpTFRJvbQQFF/qulQW+yuiAcqcptfONmcz6OoYP+40ww06SQAABQmx448e7xpyZTXx5MIQqaDNISWpMRfFAtC/IcN5uBvT53LTZSGOZ46XF80POmSVPVYUmcCfm5pSsIQAIcShFDB9dkp5tbBsfCd757V+WYCnG8vyWxrsVjjFkZF2Ka8Pl6PwxWxhTtd0y3ipoWGhib5fL4Xv7QT7Vpc0WBu7KsAYCGQRD0KhJK1jqIoPRCA2Q4AcDGJ+xWA2YW6BABuGxoagsjIyCcnQsJ/WGObSC6NEvSrY2RuRCm3WKymwwZzUvugLWbP7cvP7L2j/LhKLvUcNpihXK0YxOoa58c447VPe3hoV4lUR4A5YJksVOgPF/H96TEy26739UXP3bqshs2fBgBweglFkQVGmwWC4oIc2SPIhHigIrf5hRPNeTES0cTDrBa8fdrDOzdgjXW4vab9ekOq109GYwIeN4gmJfZpD88y4ZLdm5HZWtnSp3R6iRUlUMRVC20pZ1UZGeOObStyu5HWFSESXNh3pl3NjOKoLr9I0Tc5XfP+++/TQChzAgD4JgBMsNrc6yiKOsG0uQ8BWVDNIrwpioq/WloIXzrqm6KoMIqibqUoau0/2SaWoqhbKIpaS1FU2Je9zRUMcWho6Lq+rq4yQ1cXZ41GOaCQSaYfui7/+IMr8xpeb+zJ8AeC3PjwUEeVkYgiTLp9PMPQeDQmWUWE2P7U4fqiN5uNqgcqcptToyKcT95cqk+Pk7l+d2fFscwEuQtt7UpU8UODE9OyhdHhYwIuL9g/7hQ+8b4+8+G/V5evz04xbynNMjYOjMYqpGL7gToiC7i5WNNbooof2neGIDRx7jTp9vGMVkfU+uwUM/pCr9emmIEGeOmj1vRd7+mL3jl3Pnr30QaNcdQuwuraZJsQokFHjWkovlytGNy+usCwfVWBoVAZO6K/MLzQaJ2QL12YaJpwe0UPrcxv3LVuSetPVxc20gDw6yP1BQ63l+edCXAONhlVZttE6LPHmpb94aPW9KwE+cg9JZnG525bdjZcxPdPuL2hiRHiicMGc1J6rMz2zLHGPIvdGVZvHonNT4ruj5OKPf+1TNusWxB74ZXajuzH39cvJcmYomRhIt+3izNaf7NxxfHlaYnnH7txSdUmnWbo6Q2lNb/aUHZ2f21n2p6T55YXJseagaKoevNIrFYRPXxnYfr5AbsrciZAc88Pj4tG+vsEN19X7ly7dm3svzgXrsX/p8HcyF8CgB/QNN0CJEk/BgT9fRMQb3kAgLuZxCye99pXAODNjo6OtHqD8fCv3zuT88ujTYuPd/XLkFa0clGyfUtpljErUT4qCxX6UXDHOxPgPHO8MR+vMZwfAxCaFQDAc7ctO+twe3nb364urjcPS8Zc7pD9ekMqVtXrc1LMrzf2ZCgixHZZqNCPCOmXTrcttE97eBKW6Mj+WkMqXsv4WnTh2q83pB5sNKqSZGKHVhHturcks3VoYjri/7X37WFxldf672aGucAMMAzXQCADTAgBQoAQEhLNTY235OhPo7VaG9sm9vTYam2bqq3pUVvbpjYaT9qapNbUo7U20SoxxiQmITfCnXAdwnAJt3CdGWAG5sIM+/fHtxezGbGntUmM7bzPwzMw+5s9m733t9e31nrXu6gskiCRcDwt/Dfk6NsvmkbD7188r5VIbvoojf2xVdlVDb3miPVZSR1qucy9IVffvmlZhlEtl7k3Lc8w0nkhstlKPesd//xH5YvoXMglkskH8ue1OgIUIRftfH9t04W3Jicn3xBY3X8Aq2kWRzlKAfxcSGXY6Hg5jlML720XoiNXHJ+bR81xXACYpN5dACYADIKFFnzHfQnA7wFUAAgDEM1x3C08z5//PMZcSWzatMlsutRtzgnl3FWNFxQH6toSG3tNES73pMQ85nB+vSC99n9O1uTMCVebVurjexoumVR/LDVkfL0gvZZWtF8rSDf+4N1Tka2DI9qEcLWB8qlPFRavePKmRWef/bB0QZI21PRA/rzWfVVGnYTD5LdXZRt6LDbF4caO2Y+szLqwfkFSh9AWEo+uyr5wpqUn7HenaxduP1YVwAE41943RymVjLvcTCyEiFP6yLChhHC1Qx4omTTb7LIwpdxNddv35s5t/N2p2oXjExMS54QnQB7IvPXdZ+qz9NFhQ6v08T0H6toSXzpRnUN5sJvT5wx92NDeDABvlBlyIlTK8YRwtcMy7pAWNXfH5SVE9zdcMkWHKeVuyn8P253SCU9lwJfz5rWGKGXuwtq2RJIk3H3/DUfDlHL3Lw6Xp792rj4zPDhorLHXPGt+DN/z3RtyG0btLqmIFNZaWNeWmBqjsWXM0vav0sf3/PxIxbLn1xecVCtk7gv9Fm15R5+NiDLRocH2J9cuOt5tsYVlzNL2U8vRhHC1I4DDpHNyUrLzZE3OrNAgS7YuKfRMdfMTHMdt8oe//zUhXFfykFeDsb5vB6vB/SkYKSkEjD38HIBKjuPehGAQiGXc2NgoWXXd8tQYiXPFU4WnV+xUyo5Rn2Z9lMa+aVmGkYyic8ITsH5BUsdhQ8ckPQ9IPeyeXP3Fm+YndFNourCmLfGRFVnniXxGnjoZu+13X19M6SxSQyNSFoXLAUw19Biy2QOf+7A0vc00on1sVXZVSXtfzPoFrGKisLYtsd00oqjsHIieo2XtPHXa0Ckj/OztS0vFxj4zLmKAQt6075L2vhj6/jClvJUiBeRxi+ujhZ73KwqSZ118ZEXWeXHUwCNVyCy8RGJp6zxYUVHxKIAt8PJF9vpcxjHhNVi4LnsheNpgdfH1YGWWu670PP48Q98SAM0A0sAavS/3HcBxXCSY4Xya5/kXOY7jAOwD8EcAWVd7zJWG0Whc0XbBsLhx0uWQB0omfra+oARA6xtlTcm5CVH9cRqVw+VmTTOeO1SiHbFPBD+Yn1ZZ2TUQfaK5O45CVgkateX/LdS3U/kD5VPTZ2ltX1+aXlvZNRCt04Y6Ni3LMHaarV0AsPtsfZbT7Q5Ya07sojrLrPhIG7XOjA9TWYg9XpA0q/d/ywwZzglPwIvHquer5IETRArRBCncBbrY3mc+LLnup4dKJeYxZ/DXC9Jrl6fEDRe39ZovDJi16xckdeyvNup2n63PilDJR1fp43t+e7p24YTbHfDjW5aUAcCjfzm5bPPyjJpIdZB9YHRM4XRPyuNCg7uH7U7pK6dqU92eSUlpR1+sc8LNdZqtClJp6h8ZD2rss8RtPVCsWRAX2a8WBGGITWoZd0g7zKPhkzwXEKIIdKbFaHqa+odnvVbc4NIGK11ECnNOMJLaG6VNyfJAyaRaIXM/edOiswnhaseWGxcZzrT0hBXWtiVeGmaNDZxuT8Bd2fp+y7jDpAlSuD9quBjxs4/KV/7o5ryih5Zm1J1tuxQ7Mu6Qne82JUDWaAoKlKYmJSXJrsZ95cfnDirrGQXrSd7CcdwAmNfWDyYpGgxGKJMDGBXkKW0DAwNfsVhtv09ITpzz2PrVI3mJUVMGYchmD6S65g05+vY3ypqSSQilpntQVdLeF3PT/ITuJbqYPhIQoWY64JjACJVw+tYjk3EDgEdWZJ3fdqRi0bzY8MGnb8lvALxlXaSaNmSzB4YoZe6vL2X9BEgff9Tukj6QP6+VSqTEJFaAEdsKa9oSKVQNsPaeAPPgSWxJXPZIkQKARQu+s69oWWqUZkgmkUxuuWmRIS8xxkqE2T1n6/Wkfvh2ZfOcOfOzAmMTdB+qw7WvnTx58gNhQRQLpsX+HBjBby+EEDfHcU8CuBesVe0bEIy08Lm3wRZcVxyfm6HmeX4C7OSA2cQZcQeYQd8lfIbnOO4lAKc5jsvgeb7+Ko+5ooiJidFhZMgWztuH1qYldpFhqekejClq7krOS4jp5MDzClkg/+0VWVXvnjfqDjVcnEuNM1KjNKZnDp5b6eEhuTQyFmZzTtTVXhqKLLvYN6vsYt+svSUNkwEBHP+z9Uw1bOfJmtT6S6bojFna/s3LMmpOGLvj9lcZdeMTE4Fb3ju9anlSXNsjK7MukIdb2t4XRkxMUgIjHe8QpcxNBDQeQG5CdFdgQIDnzoKUuoZec0T6LK3tu2uyG7cfq0pLCFc7IlRK19q0xJrfna5deMLYHRciDxwbcLlDiRxjn5iQ/k9RdbZOG2aJCgl2bLkx96Shzxzxyqna1JMtPXNj1cGWh6/LPP+/ZYYMejgBTAntPxYk1R6oa88csTtkj9+QYwCYIITT7Qko0MX25syO7ls7P7GryNgdt1If3xOilDWEKeXuTrNVQft6rbhx7vOHyvM1KrnzK4vT6rf89cxKtUI6rgwM9NyRldz0+7P1ed9YllH+QV374oZLpg5j/3CE+OH4dmVz2oaclIrXzjUuGBqzq7LitF2hSoVLGyyzrk2NM/61zZIyJzY+GYDpSt9Xfnw+ELzp+8BCqD+G10irIXhogjEAvIziUbDIIiljKY4cOWKZs2nTm6GqyEfNE7wiPJBzTPsiocpALpVMmmx22R+KG/QVnf2J3yjIKN/6wbl8jufwvRtyKimvrI/S2GdiWs8ky0kkLF70iKbSL8Br4C3jDik1wHBOsFac6xckdfzkg5L8MKV8qsYaHKsQEcsSr5wb30NOAZHYdNpQB/XhfurmvIowpdz9+P5TBeTpiwVQMmMjBmg+0zGSqqGh1xxBjPiF81Pt5+38yEfHjvcNDw8rIQpngz37/x8E71rkIY8ByAbrnGWD10irwYy0v44aQCaANp7nx0Xv1Ym21V/lMdPAcZwcbAVM+KeUptRqNZe9KH3gxJkSxa4zdQuOGDqHv7smuzEtJnyAA8c9VDC/meQwddpQxwf17fyYcyLwiKEzIVAa4BF0u4sAYMw1IfmfkzX5T9606KzV7pJyHHBXtr5dEARxAMCE2xNgd04EjDknAovbe2OZZ1uzcH6MdnDbHdedSAhXOyhU9tNDpQtK2vuSvnndguKL5lHNgbq2RJlUMvnY6uzqwtq2RKExxbDT7Q7oHrZp/vO6Bed3n63PKm7rda+dn9hFdY/dFptm2O6UEhEtKz6yv0AX2/tU4dkVHLgp73heTPgAAHDgOPCAoc8cIZNIJr95/YILi+fE9NV0D0bdnD5nKF8Xcwbw1ovO0YaYq7sHEzbk6M//9XxLVqfZegGAY/2CpI5XTtWmPneodPm2O68rElbZU7Knfyhu0LcOjWgnPZPchhx9+6Vhq7J7xBp13+LUYw/kp/Wmxmg+BpiwxC+PVCyaH6PpyUmIGglTysbVCpk7QiUfJSMfppS7o9VB1pKLfXPmaNWmuLAgS0yoylGgi+2VBUomG3sGNDlp6aZxRcjkP3O/+HFtQzDCxwF8BcKzVvDe7haG7AdgpWoPeI0zGZBgsIYed390+PCbN628fvU5uTLz1gjewHEcqC0ldYvakMM08rfeml92d7a+vaS9L+bZ25eWAkyxiwRFhmz2QGKEixW+SG1s1O6SggNCRKVVv7l31RnyhP9SaZyzfkFSB3m4FB7fdufyEprXlKfOiGU59AiVcoJY3OJOXEt0MX0vHa/O3npbfnlhTVti74hNIRZFeermvAo61qTIUBPg1RoH2EJhQy5THiS5Vfo/nBOeAHo+jXv4S38635MSMUf/0+HhYcpD3ydidv83mDd9CICK4zgy1jYA34a3RGudIHxCEBv7K4Zr3VCHArCI3+B5foTjOI+w7WqP8cWTYCSRy4UAp9MV0Nhnjv3GsvTy92paU0vb+8IiVErXSn18z6jdJW0ZGtGGKeWGdtOIomXQEj7icAY53W5OJVdO1nQPql4vM2SMOVxSlRCqXZ4SN0wlTpQ/BgQ5THDcqNMVzPP8oNnmkBe39camRGjMxKQGMNXPtdtiDVkQF9F5tKlTHxsSNKySy9xON6txPNXSnTTh8QQESiQeQBKQFMEayj9z+5LSMKXc/XqJIdk0Zpe9Wtyw4PZM3QVSKSqsaUvctCzD2HDJpJIGBEAtC7SFKGVTsoik801hvQ257LWmazBGIsGkWA3N6fYEvFHWlPy1gnTjqN0lLWnvi/nRzYvPHKhrS7zQb9HqtKHDKoXMnT8npiMhXO0gpvldC1Oa/lTelNw9bNPctTDF0Nhnjhi1u6TOyUnFsuS4C7dn6gYAtkKnUBzHAUFyFlIPlAZ4/lTelFzTY5rNIaBnX6VRBw5wedxcSkSo6a5sffthQ8fsBbMiBv9Yash46ua8ivjwENd7w0rduPPzJ3P6ceUgeF33grU53QZvmHSqTpdYxYKx2At4yzTBQuFvArB1dnbi/UOHTep1Nzv0QQrt3GCYyjv61M9/VL5o253LSwBmjImlDbD5DjDDqtOGThMuIUNHXaTI016pj+85bOiYbXW4pOL6Z3EN8j25+os7T9akGvrMkSkRoaZn1xXUPXVzXoVYp5ty40T0Mg5YlHSslJumcHZabPgQwI5hz9l6/cPXLyil+u97cvUX6VhDFExSVCzCYhywKOl5QguJCJVyYqU+vkfQNXA4JzwBr1d35Fwatg/1WusOiljb1A3rALxG+l4wHkEZx3EU6ibDTLlpwlXxpoFr31Db4aOnynGcEixMYf8cxvji5wC2i/5WA+j+P/6nvwWLKjzC+dTaRWc4joNKHuh48XjVks3LM8tf+Lgyd8IzKRl3TQRQLXNKpMacHMGbiDj1ZllTckSwwtY7MhaXEqnpTp+ltVnGHVK5kJcatjulJO33/Efli65PiWtr7BuKWJeZ1LHrbF3W7Zm6miOGjtn/ffBcvoTj+JQojfn2DN1FAJAHBvJbblpUCzAxgwJdbG9l50B0Qrjacb0+vu2BxfO8Qgd2l/Q3J2tSebCuXlTG0XDJpHr1XMOCx1ZlV+2rNOpcHk/AsN0p/WOpIWPLjYvOlnf2RxfWtCXmJkT1p8/S2qib1qjdJa2/ZIq+0GfpH3NMBEokAXy0SmntNFsV9CAp0MX27j5bn/VGaRPkgazTVZhS7q7sHHB//4bcKgr7DdudUk2Qwu10ewKGxx3y37f3ZVnsjuC5UZq+92vb5iVq1OYiY3fc99ewtnfisCC9brlxUUVRc3ecThvq+M29q880XDKp5FIp73S7uQ25+vYei03x7Iel12XOCu8+3Ngx2+p0Sd+ubJ7/2OrsKp021OGUKhQTPBzwWRj68S8JJxg59SKEqJyoDKsUwHMcxz0tMI+j4W2fCAC5AKbq7eVy+a/sEsVDpwac93mCxh1HGjvjqU8zeZliURPqWb1pGTOWAMtri6U21y9geePXSwzJ1D/+q/lp9bvO1GXReLGXSkZdLpFMaoPk1nbzaHi7aUTxZllTMmkJyKSSyU6zVUEeOymQPXVzXoW4exXAImEFutheCnHLJax/NsAWBGL5UHFnrqnmH4J40r5Ko04eKJkkj568dH2Uxr5+cWb/CQvnKvnoWO3Q0JCdE3pJw9u60gYWGR2DwCOAV2b1gMiwvwVmI74JFungOI57xR/6Zt1lNnAcF8DzPIUJ54i2Xe0x08DzvBNsIgL4m7n2vxfVDT1Dk0VF1Ut7h0dVisBAd2pU2KXWoZHwZ9ctLe2x2BTPHSpbPmp3SVfOje/ZX23UjTmZOllKRKipZXA4PDYk2JoaFXYpLFjuIFWe2JDgkeUps8xHGjvjqaziroUpTb8+VrU0VBk4FqdROeZGaoaK23tjLeMOmWnMoQqRy8ZL2vsSyzv6EvISYzq/tyankvK4VrtL+uq5hgVbb2V63A8sntdKhJANOfp26t9sHLBE1vcMRqVGa00AzwdKJJNJEaGmEKXM7fKw+kcAeOrmvAqdNtRxc/qcoTMtPWFPvHf2hpzZUR3x4Srb2vmJXQfq2hJ7R2zqXxwpXxajDhpdMy/B+EZZU87j75yc9cxtS08VGbvjWgdHwr+3JqcSAN6pbkkiEtiGHH07hf0s4w7p8x+VLyKpz+5ha2hiuNpyX3JqfevgSPiGXH0twPJ9lGvbkKtvpwcDwB6A4hrSYbtTSgplu8/WLX7xWFVglDrInjkrvDtIxkpHqDY9Kz7Stu1oRVr+wgWOMYQ0A2id6Sbw418DgkHeBRFTWJTffBRMrewimHE+BLbwN0Co1wUjmdnIsLhcLjReuHCgzGL6Wk1IYPYdc2MaqE+zb46ZhHzkUsmkmLwFMG9a7OV+NT+t3unxBBQ1d8c9siLrfEK42pEarRkCvJ2qxDXcESrlxNr5iV0vHa/O+f6a3Mowpdzd2GeKdLjc0uyE6N4CXWzvE++dWbEoMbpTrWCRJzLiOm3oNKLYqMMlrewciH5kRdZ5UloT64eTkaYOXnvO1OsN/eZI4s043Z6Aw40dsyn3DTCyWXJkqFmnDXUMWscDd5VcWBA6O+kvQ0NDQxA0uoWUxC1gBvpNsOe4mDdAbUqdHMcdEhZSAItyUO31HcK1/bc31AcB/BLAGjABe4AVpZvAVqNXe8wVxTvvvNOrCQ0JtjgnVNqgIKskIACDNntI4oTHptOGOvISY6xqhayosK4tsb5nKMrD8wESjpuMCwse/u6aHEOn2ap47lBp/ojdFXRHVsq5fF3M8Ad17VEvHK1YXdwW1/z8fxRUAcBzh0rT5RLJZG5CVNd9i1JbhHKPVpIkjVYH2R5dlV0JAO2m0aB3zxvT3iq/gIvmEc2A1a7OmKW9tPXW/DKS4KQFAP0fPA/IpVI+UBLg1kWEDfPg+dbBYW1arHZwlT6+p7C2LVEmkUwWJMX2PnuwdHFSZKiJA/DjW/Ib4jQqx3fXZJ9+r6Y19dZZc9pL2vti1mUmdbjcngAewDKBcQ6eR3psxKXitt5YHoCI0Jbv8ngCUqM0Qy63J4CadAAsfPfUzXkVhTVtiav08T2uCU+Aod8U2Vlh1WTFR/Zd6LOo3jnfMu+pm/Mq1i9I6nituHHuG2VNyYY+U+TP1i8r2Vdl1NEDB2BCLVtuXGR4fn3BSSHnXbb7TF2eMlDaFSiV8hcto+HAVK/chXctTGk63z0Y0+ZoQGj8nP0HDhzw56j/hUEGluM4FYT+8py3sUM6WMOORfDmpcvAmMUkhAKwDlsQvOx1p06dOp6QkFCxdH7ugtPt7XHX6WJ6yOsU9473bRsLTPemATYfHlmRdX7nyZqFT92cVwGwiJjTzVq7AswQbj9WlfbcuoI68X5K2vtiHludXUVlnD+8Ma/ihY8rc9dnstLOOI3qmFiOdM8Zxk4HmKG/J1d/kXTKqWkHsbNpkSw+l1PRrJsWGSzjDiNFEeh/JE0HMuhqITVVYXbNauwekIeMTRwCkAdmnE8Jr4fA2o1OGWi6bsLXUjTkJxzHbYG3RS1dLw5Xqc3l52qoOY67HaxeeR6AcI7jHhA2/ZnneTfP8w0c6yb1Bsdx2wGEA/gugG/wPO8CgKs55krDbDYHORwOy9qC/Kbxvo6glj5TiNXpCiIRAYCVTB2oa0NGXMTA+sykDqvDJd11loWpQpQyd1pM+MDcKI3pzfKm+UXN3aPggOiQINOI3RF0/EKXtnVwJNzQZ4784Y2LKgpr2xL3Vxt1LYPDwe+eb0mbFx0++EOBzV1Y15bY0DMU1TMyFuqccMtSo8JNG3LmNr5W3JhVf8k0q8dia+mxtCiK23tjiXG982RNKgsIAd9dk90IsNUtkU46zVbFCx9X5j67jhFcCmvbErfell8GAD96/2z+yyeq5xxquJihjwzrU8kDHW9XNc9/bFV2VZGxO+67a3KmVIe23LioYn+1UUf56MK6tkSSTnx23dJSekBQWEzcXztMKXdbnS7pb0/XLHxw8fx6l8cT0D1s06TFhA/tKKpe8o2CjHKm3GaXtZtGNQ8vz6yp7zF5xUl4Fkoctjul57sHottNI+2kpiYPlExuXp5ZnpMQNVJY05Z436LUFvJmHlmRdf7Xx6py1eoQ3uKYsJQdPRouCsH58S8GYnwLnttPwOqoD4B5YKsB/AKCjKioROgV8uZEIht7Rbs9AGCdy+X6qTQs4skoBRYUNRunojtEqKSFszjMTPXRvk021sxLsCSEq0s0QQo3dbXjOGBDLivvXJuW2PXEe2dWtptGpiQ7xWQwMq6Cwa4samZ5YZ021EGh8kdXZ18gnQPy+ol5TuRWcUSAwtcAKwNzejwBFL6nH8DbbGPIZg8U57NJ9MTF85IOjyIUAQEljY2NzQCqMF1XHWBRDZVINjQW3lz0ITCv+RnRdrFBn1pU/RO3yt+Fz5vMsgzAzWD9P4uF328GywsTHgHwHbA+vkoAq3mef91nP1dzzBUDz/O9drv9m+ro2A9sAXLVgviIgeXJce0J4WqHccCiJIUgmUQy+cDiea2HDR2zi9t6Y3XhIeZOs1Xxo/fPLjH0maP+et6YplEq7I29Jm1zvyUiRClzrpw7u/XFY1XXhQXJbclC+HnMORF4uuVS0q+OVlxvsTlkw+MO+eHGjtmHDR2z5VLJ5CMrF1bHhChHl6fMMt6eqbv47vmWtAAOnqDAQMevjlbk/eDd0zeea70067XiBv0vD1dkNFwyRQ+P22UuN8s904OCFI8K69oSPTwr9PhDcYOeyjjClHL3mNMt+2OJoWD13NmGhn5TXPPAcMy9OXMbQ5Re0tqw3Sl1ejwBRJJ5s6wp+ZdHynMB9mB5dFX2BfEqfv2CpI6XTlTn7CyqSb1pfkL3nrP1+j1n6vXrMpM6PB6ee7W4IQsAtty4qKJ72BaWFq3paR0aCV+fldShUsjc378htzJOo3JIJJgMU8rda9MSu4hct6/KqPN4eC5MKXevX5DUseWmRYbUKI3pd6dq898oa0pen5XUcdjQMfu5D0vTtx2tSAtRytyxmtBxV6ByMiwicrvT6fw03oMf/wIQHt4HhJDpC2DlWV8DC2sfAEunHRAZ6W1gAkuxYCHXl8GeRcSbuQ/McL/V29t7sXvI/N7hxg7tqJtXTIW2eUZ6JAMGeL3oIZs90DhgUfrWSwPemmlS7pIJ8p3GAYtyzbwEy2/vW/1xmFLu3nG8OnXb0Yo0MrTisLRxwKIsrGXynq+XGJIt4w4pCZIAbBGxs6gmtbyjT03jxUxtMtKkfkb7eHBJWit49nl6/gEsBSXongfSwoFqygkvnGrK7Rhx9A4ODZ2Hl2lPXvERsAXTKbBIh1pkpI8L4+8FW0yNCdunqnpEY69KT+rP1aPmef7Jv2MMD+Bt4edzH3MlQSpGp84WH3KMj391zc3LPHMl4x17ztTrz/cMREsDJPwzty8pJeY2eIByuIcbO2bPj9UOLkqI7v/VxxUF8Rw/YnNNqBbGR3QCQNvgcHhadHj3/irjwhBl4NibZU2TwfLAiZ+uW3qy3zouf6viQkbf6HjInQtT2uI0KgcROorbe3s35LBONskRYWYePM+B4wIlAZ5Vc+PL+63j8pruwahOy2iYWiYd67DYwl1uD/eTD0rCd2xYcZYazgNAiFzmFkRcUNHZn/ijtYvPAOxB8dI9K07/z4nqtG8sz+i4O1ffM2p3SQ8bOmb/qeJCeqJGbd55sia1ecASkRqlGWq4ZFJ1W2yax1ZnV8mkksm1aYld+6qMurVpiV0/P1y+GDzPB0gC+N/cu+rM1lvzy4QGHCxXJhj6h5am1/3+bF1mh9mqTQhXN6xfkNSxr5IJ9o/aXVLnhCfgrYoLKYEBAZ75MdrBYbtT+ssj5bkTnknpmwDWZSZ1ON2egE6zVUEEnNdK6jPdk5NcXkJ0P+2D41hDgTcrW+daIFcPjFobLzUZT4Ap8vnxLwphLlOouw0srH0E3hanG4Vx1E3rt5ieMz0K4CYw728XBOYxeW/h4eGHZRyOLI0JzolQKSYA5rn69m8GWNhYXELlGw6ncVSbrNOGGsT7oQZA1NGKPkf7oP23mUa0W2/Nn2odu+XGRQaxtOhPPijJ31dpnNy0nDUEER8jwLxtes/p8QTQPoRwt5Q6dImV2OizLMI1GG0ZdxgjVMoJmULBzUmdPzoA+etOp/MYnTvhuhwCM9LHhVdict8Nb4Rjr/CeCsy4bwSgAOCgNARYSvSqhL45Zpv8uBzgOC4ETC82lOf50c+4jxQAYyEhIY+uu2FVRsP5qtwfXD//dKI2xAGw8LFVIGCYxhxylSJwwun2BDyyImtKGH/rgXML7spOaXunuiXpprSEzv85WZMzaB1XL0ue1bYsaVZvvi5mGGDtJ0nc3un2BMyPCR96v6Ztnpv3cD+8Ma+CCFgUXqJw1LDdKQ1Tyt0Nl0yqJ947c8Oy5FnGxXNi+nafqc+bGxXaax53qrfcuKhizbwEy7GmTk1Rc3ccTTBSS2u4ZFJVdg5EU69qADhs6JgNMEIaCRaQkpH4u0nknzzrPWfr9VUd/TFztKGWTsto6IP58xtqLw1FUmMAOi/tphHFvkqjzup0SY0Dlog54SHmYDnri03iJ1aHS/q7U7ULY0KCrRVdffGxISrrz+9YVqzThjq2HijO5IGploMAKxlZqY/vKWrujjONOeSXhq1Kq8sdPGAdVy9OjL745bx5rX+tbU+au2Chp37AWn7g0Ec9k5OT+wB85l62l+M+8+Nv4zLN5anUBsdxWWDNOIxgcsn74c1Fk0f9AliZ0Cmwph5H4VXKIkLaW2RwoqKitjyw7uala7X8yEKtcmjIZg/cdqQijQiM4tAzkcfofSKGUb0xMabJsxW/Ggcsykf3nVz2zO1LSmkBL851A8zIUpMP44BFSeIkYoWzKf1xeEPgM+2Hxoq7fA3Z7IHbjlakbVqWYaQwt7iH9bajFWmVnf0xr9y35rQ+SmM/Yeb1x/vsnbxM+Z+7d++2i7zhjcIrGWS1yIB/E0L6QXQNxTrfKp9rdjeEhRX/GZpz/CP32LVOJvu3gnDxXwJwbnR09Pc2D2ZlZuf86J3mroUPZckqrI4J6Tf/9PEtQXKZ85nblpyq7ByITo3WmGp7hiLFzM5ASYDnneqWJJ7n+eL23tin1uaVHahrS1yXmdSx82TNwnxdTIkmSOFWy2VuUgVqN40onj1Ymrd5eUbNEUNnwi+PlC+aH6sdFAvw7zxZk8oBuNBv0aZGa0wyqWTyF3cs/zhOo3IcaeyMf/qWxWfSZ2ltnWargoz0E++dWfGLO5afBFg9Z3ps+NCrxQ0L0mLDBzfk6NtH7S7pd/efXA2A23LjorMnmrviflRYvGR2mMrSOzIetuOeFWcBb2u+MKXcnRYbPmR1uKSP7z+1dOtt+eUFuthem1A7fl9eamWRsTtuQw5jaz/+zqmCx1ZlVx2oa0skMf8/FDfoA7gA/r48VlL262NVuaGKQNu5tkt5LrdHAoC/c2Fya691TP3DGxdVEGkuUMpSDm+UNSW73J6Ax9fkGOi8Z8VHXvio4WLEjhN9S76cN6/q/ZrWNPuEO/DtKmNy/dB4oj3ScvjI8aLhyclJJZhU4ePw96T+l4bIAAAshPoLMMO73+fBbgOwRTAcY2Dsb4Ww7T3hlVjjU/fM8PDwNpPD/f2XTzfd/8s1808N253S+l5TFNhiAGKWNiBIbwIg+c0IlXKCxtDfZDzF4XNNkMKtjwob2ldp1NEiQFyH7ZzwBGy5aZGBDKo+SmPfehurCKF90/u+5WEz7YeOl9pt0jHKJayNrPjY6Lg3LcswOic8AZoghXvQxQeduzSq+PDEWXN3d7d0z549pBD3FoScP51H0flUgeWrpyBaXFWBkfzuFn2evO4pEZQr6VV/3jlqP6YjGMBssHrsr7z//vtZzd19u1uH7RNPHapaw/M8Vujjm39wQ27x8pS44dRojenF49VLzGN2mWXcId12tCKt3TSiAAe0Dg6Hj9gdMoAJH/z4lvyGrPhIG4W+AIDqJi3jDqlOG+pIjgw1L0+JG36oYH5zWqx28P7F81qpl2u7aURh6DNH3r94Xuuz65aW3b94XqtcIpkkI71EF9NX2TUQvf1YVdpLx6uzjzV1ag43dszOiovsIUWkm+YndP+x1JDx2Orsqg05TE0oRClzq+Uyu1oeOH6iuSuua9iqiVErR9QKmTtRqzaTN112sW/W9mNVaVR3+eq5hgXRauXoa8UN+ucOlS53uj0BG3L07ZTTphBdkjbUtL/aqLvQb4kgreEIldJ1S/qc5sMGlo+PDQkaNo071XGhwcMAeJlUyqsV3jC9ccCi3H6sKs3YPxzRY7EpOAAXzYzRXdM9qNpxvDq13TSieLuqef6jq7JLOsyjmtjQoOGGXnNcn1sS6QDXcfjYiUGXy5UO4HUwPfmr0h7vWgHHcQEcx/0Hx3G/En7u5GaoZ+Q4Lp7juK0cx73Ccdyj3Awd7C7XmCsNzishCjBPuAbsQW8TFuW0OKf8M8Dqd78DRmR9D16RlLfIAxT2u9HlcmHAbPnr4PiE62yvddaw3SnNiNUODNudUuqURaA6aMu4Q0rRLcDbhEPsQd80P6H7L5XGOeJGF4+syLoAji2Ytx1hYkERKuXEg/lprS4htUVGmPLVlFOm98s7+tSUTxZ/HyCUVokafLxeYkimvtpT4fOspI5nD5Yu3nO2Xi8O2QOCRoQQ5To94NSdrjWMWyyW7SLjeVxsnMU5Z+GVVOHo2sWCGelfQGDiC5umdToT5vEVNdKA36O+1tAPlj95C4x88kppaWnyypUrvxupmvO9fc392S7P5PjrZYaM4rZLptahEW1qVGhvuErp6jRbFee7BqIAJjLSY7H1PHeobPk9ualnxGzQ9NjwoeL23ljwLA9EIgRDNnugWi5zW8Yd0n2VRp3L7QkgEYEH89NaO81WhYTjJkftLinVLa5NS+wiI03dcgpr2xLvztZXFxlZk4xgeeAE1SHnJcZYaaFAYSwAUMgk7vhQ9ahKIXN/67qs85VdA9HinHGn2aowjTlUHLjB9QuSOgpr2hK/vpQ1+rCMO6QNl0xdJ4zdcbtO183rHx1Xb70tvxxgk/eB/HmthbVtiV8rSC/VaUMdO45Xp6ZGa0zPfli66rqUWc3fvH7BBfEFeKOsKXmVPr7npRPVOSqZdKyqa1CXMzuy3TTuVN+1MMXwanHDgq235ZeFKeUXOs1WxRPvnVmZFRfRNWp3SdOiwwdTYzS210sbM8KClc5ZsbFjIRGxJ3saTmYDyAAjTI6B5bV8vap/dVQBaAdwFkAggJ0Avspx3J0CN4TSPqUAzgA4CeBBAA9xHLeU53n75RxzNSAYhJke4g8DyOU47mmIcqQiw34ArGyIh9ez9t0OADh06JAtISGh7ZcflS7RSCZHvrcmp5LmpGXcId1zpl6/dn5iV1Z8pG3IZpftOVuv35CjbyeBEerERaVd9+TqL5LSl7guWx+lsVMqSej9PoXWwZHwdtOIgohsJChEOWUAEOt2F9a0JYq7etErlYQB0/PtYUr5lPDJ1tvyy8SdtejYn/2wdHGSNtQ0MIHg3km5IzEp+fmqmlqPcC/cCyBDON8kKHM/WI30Xp9rc5/AK7ABqATjFJA62X4ISmbisLlf8OTfDyqwZvNjYGIY3wbw/aKiov7w8PCqlUvz3R3dfYuTw1TdN6Uldh1u7IBaKXMX6GJ7i5q741IiNZa1aYldNBEWz4nuSJ+ltZ1o7o4jNbGffVS2XB8Z1vf1ZRlNv/64KjdMKb9Ak5FC3CSUsCGXqXsBLDz88PLMmqLm7jib0yUNlEomi5q746gGkiYoCepnxUdeIAlQ8YTVR2ns5R19akOvOaLTbO3Kio+0ZcRGDNBqurJrIJqEC8CxvPJhQ8fsKFWQ9aGC+c1hSrnbNOaQv1rckKlWyKpJ7hAAuizWsC03LqoIU8rd//X28eWDVof6en1c2yMrsqa15UuN0dhmhwcPfTlvXuu+SqOuvtcUlRiuNqsVMrfN4ZIuT4kbjtOoygpr2xJvy0gqqr00FBkks7tbh0bCo9TKEWqWUtLeF/PoquyS8s7+aGpOEqaUu0NVQRN1vZbZPCe51Ge1vwjgHgCpYN40wPJa93NXoT3eNYS7RaIR4DjuCFiN6nIAp4W3fwagCcAdPM/zHMe9BqADwGawlriXc8xVhfihznlFUACvPCWFZulvB7x1vip4PT4yEnvBqlO+r1AofrFi0ZKnshSuwDWpUZYQpcz9kw9K8hPD1WZDnznqsKFD/4MbcouNA8OR6bHafp021EEa2jptaAvA0lIUUibjCaCbJHHFxDDKZQNsPm+9Lb+8sLYtkeqvH12dfYGMOuDNZ09F84S57qv4R88Iscqa+JgAgJ41YsVAfZTGvv2u64vDlHL3sWFunmkCRQcPHmwCa/okB1AC4Gl41cYI+0Xpib3Ce1OeN81PjkmMUrj7OLyyo1NG+zPdFP8A/GSyy4h/loAi3DDfAWti/k0AOWAPFwC4f+3atYdDlLIf9ba2LBkbNvFJ2hDTTWkJnX8sNWTctTClqbyzP1oukMM2LcswkubunrP1epvDJf3umhxDaXtf2IvHq5duu3P5icOGjtlr0xK7Dhs6ZoMHKNT0h+IGvUwimZQHSiblUsnkSn18zwsfV+Y8u25p2ajdJaU2duKWdWSUKzsGYnVaten2zKSO4vbeWBIkaDeNKApr2hLJsKfHhg/tPlOfteMexgwXk76I4Wkac8i1wQrn+izW15ZqM50TngDqltNhGgnqs9pDv3XdgvPFbb2xlOMyDliUnWarIkQpc4cp5W5ivA7bnVIytPR7u2lEUVjblpg7O6r/Zx+VLX90VXZJvi5m2Pd/W5uW2PXSieqcrbfml71Z1pS8LjOpQyxNWljblthtdYZeMI1FxemS/mJsaf11b2+vA15BfxuYN/UeWEjzM7FF/xXIZBzHhQIYBnAXz/PvCmHwUbC0wEuicX8BEM7z/A2Xa8zfeXyXg0wmrsmdIoKJtm0HC60OwNuHWryd2Mb7wUq7XGBeNhn6bQBe4Hm+5sv33fctU3vz97bdOP+0ze4M2FlUk/rIStYTfWfR+Wx9tGaodXBY+7P/WFZCXrQ4tE1EMHqP5qDV6ZLKJJJJyk2L88v0f4rD0EQABZjxJ0a4L6lMbGhn2g+B8uXifYkJaeKx5032iJ+fNKSqo2K/UVhYWCLkmG8C8FeedS2LFYaKzyv9fghM4CodwOOisjkb2DNZ3ObyuGh/9wP4TAtuP5nsiw26YDaw1mpRYAQU7vDhw0NZWVk/5ycDXlqcvTBsrL8blV0D0XctTGl6u6p5flJEqGlDrrebDrE9N+To23/yQUn+9o+r0r62LN14Xcqstqz4SFuIUtb+7MHSvKTIUPMDi+e1UlmFoc8c9diq7Mr0WVob6Yp//4bcqjfKmpLbBke0Xy9Ir32jrClZLpFMOj2sb/OuM3VZ9+fNazjb0hN/tu3SnLKO/jmRKsUoNbZ/9mDp4niNylJY25ZIRt7DT3KkvS0uKflLpXHO+iwW+l45N76nsKYtcWjMLnt8TY7hwXzm9QNAiFLW8aPC4iUxauVIZedAtK/c52FDx+y6nqHIl+9ZWUzKS1s/OJc/N0oztD4zqeOpwuIVO+9deUynDXWQTGK/dbz8Vx9XFkSolLZf3LGsuLC2LdE54Qmg/r3b77q+eNjulBY1dydbHS6pVqV0AWwRUbBgvnXPuabo2cmzdhlbWrb39vYqAPwWwA+EiZ0CRip6E5/RSP8L4WEwr7FY+DsazPhc9Bl3EUxR6nKO+QS4y9wJj8qz4PWAD/hcbxuAZgA/BTsPTwK4g+O4N4Vt4nCrDcxQ/BVCzlrY5zMUpejs6jo44fJ8o9zkii+vNSjJa23oNUf8/M7l52hBKjbS4jaWhbVtiQ/mp7WKW1GKZXJpfj58XWZLu2lEMZPa2ZmWnrDfnq5dCPBYGBfVvyGXCSHtOVOv33IT6zEtbsghZnhrghTubUcq0lweT8B/rci68HqpIfnB/LRWX9IZHZ+YBAcAZRd71V3KmJjElLnvvLVvf4Nw/vOFc7ZaoEM8BxbO3iWcV1pEycEiFw4I/BEfJv4isOgPaYOv4ziOvPNcXAUZUb+hvoYghFn2Cn++AbaKfhrsBhsAcHdNTQ1mzZr1vbI27rlbcjMj5ssd5rONrdqvL02vTZ+ltdHEEyv45CXGWL+3Jqfyl0fLF+2rMrr/a0XWVOhq+93XnyMBj03LMowFutjejxou6neePJ89RxtqCZYHTnBgqmdyiWTy9kzdhSOGjtntptHw+/PmNbxeZsho6BmKcnkmpSeau+IkAQF8RHDQ2MPXZZ5PjdHYyGulPrLih8O8mPDBwpq2xEdXZ18gggnA8llhSrmb9IdzE6L6nztUtnz7sSqoFTI3EdFump/QnRYTPggAqdEa075Ko87Qb478+tL02uK23tiCpNipkBSNn6MJMXNgRvf59QUnfb301qGR8PAgmW1OuNpEBpz2IVY30wbLrVTDvbPofOqkIlgVqUsd7Bg0l3RX144CeABAI1h48kscx/0Z7CF7HkDwv1l+eho4jlsDZqAe43m+T3ibxCzGfIZbRdsu15iZcFk74VF+GpheU+1DaHoFzCM7KhzvajCj8TI+2bHJIYwhLepYMAPUL+yv40tf+tKOLo/8mzdn6ro+qm+PoxaW5CmLQ93bjlSkUQSNesxTn+d204ji9RJDstPjCXC6PQEhQuUHwDzmR94uWrPz3pXH8hJjrEQOazeNKJ47VLo8Oz6q++HrM5sApjy4Uh/fU99rimo3jbQX1rYlUthcbKS3/PXMkqduzqtweTwBF/ot2mG7U+rL+J4Ku6/+ZGOOmu5B1ROF59asXrXq/MCY812Xy7URLJRNpWz9wuvj8CqJWUW55vcghMXp3NJCSDjnZyE0RxEM/luifTzuD31/wXAZw2XU3g5gIXAb2Mpw6mYKDw/PWHfrLXd2G5s2SseHnaZRm/yZ25eU9lhsit+erl34m3tXnRGHsgCm8f3A4nmtRMYgQtfOoprUht6hKH2UZkitkLmtDpd0bVpi166zdVmzQoKHVQpmpPtHx5Q1PUPxWpXS9u0VWVWVnQPRFJZ+5VRtKn1WJpVMquUyt3nMIa/s6p99vT6+TVznTWFwmvzikJpl3CF9fP+ppcmRoWaZlDXVENdU7yyqSZ3wTEoeKpjfTMZ354nz8xv7zLE/unnxWQDYfaY+yz4xIZUEcJM/v4N5EzXdgyrqZCWTemugH12VfaGme1C1v9qoax4wR/zijuvOAUzzeEOOvn1fFSO0bblxkUF83J1mq+KdaqMuUCKZrBu0zlmwMNvglge//P777x91uVwA8+x+DsY1eB+sp3kdgHEA34dQjvMZ75EvbOib47jrwMKMv+J5/hnR+1owhcJ7eJ7fJ3r/RQC38jyfernGfMpxzeRRd+OfrKOGN/ccLc7Ri7ZTfXQdgN8A+ADs3EyFwEUe3lR5EKaHbu8D8FZ2drYqwOP+q04lDXtsaUoZ4A0/+4a3d5yoTl2/IKkjLzHGWt7RpxYTtCjcDHjLIsVz1Nczp8YdO0/WpNI8p77W8kDJpHPCE/DIyqwL5Fn7hqzFx0VhcjomsY4DfY7aexIxzeH2SEJnJwVOaGbtfWXPnv2i86TynWOcSF1MOG8k8fqMKJy9DSwStgyCtjfvbaZyHy4Ty9sf+v6CQrgR7gdrDAKwlbYLbDI/B+AXPM/XCDfTD/+8b/+Lq1eu5IbGxx8KUijdb5Q2JVd3DcSOOJzKhksmFU0Y6gIll0omqXXkhlx9u6HXHDFsd7aDA+ZGhZsCJQGTpGMtNACp3F9t1BEZa8/Zev1SeWD71wrSjTptqKO4vTeWJtOAzR66LjOptrJzIJoM8J4z9folutiLDyye1/p6iSF51OmaarnpEmRBxSE1Og9bb8svn8odC125KOQ95poIrOzsT3ioYH4zPTTM407Vo6uyS0lA5Xs3sC5av/64Khdg3sP5noHohLCQYZk0wEPdvh7MT2u1jDukL52oztEoZVbLmEvVY7EplqfEDYNnxtrl9gQ4JzwBlKd2uj0BLx6rSguUSCZbhoa1ty9fMjQaams6XlpZ3d/fHwdMrcpVAGoAHAPwPQC/AyO3vAfgGVylhvPXEjiOWwbgQwC/FhtpAOB53sRxXC9YjnCfaFMGvO0hL8uYmcBf/k54dB+QvvdPOI7bInrgR4N50G/Bm8N+CECbT56a1M1mul9IfOMtAKqqqqree+6551cpYcrvBsh4yZ/P1c0mg0t62DTPqAoEQPezB0vztt6WX36ksTOe5iIZdrnE232L3v+EDCnPFttP35LfAHjrs315J/A5peREiHPOESrlBBliccMQ8cK+sKYtkRjrYUp563Mf1y6RBQY3t7a0HAIz0oeEc76NE5ppiEhjG4Wv3wuvx/0MvGxwG7ySr40A3uOnC6NMM9Icd3X0+v2G+hqCcCO8B5ZbOQtWx3cRLBQ2H8ATQvgGAH7rcrme/OjIkdbg4GCrNIBLXDJvUX9Tn9l958KUyleLGzLTZ2nPUSN4Cm0DzOCGKeXu7Xdff04TpHCHyGXu9YuTWgtr2xI7zVYFMZjfqW5JKuvoS+w0W9vXzEuw0Mqajpd6W+clxlgfW5VdVdLeF7M+K6mDFIPEeSkAHeLJtvNkTSqF5iiEtfVAceZFszU8I1Y7sHZ+Yhftj/rlrs9K6ggPVjhzZkd1kAewr8qoo5KN1BiNDWAT+cElaa3PrFtSKkxm44vHqgN5nucvmq3hAGO4A4y1Si3zGi6Z2v9YasiwOSeaNi1nC5ZRu0u67WjFoteKG7lASYBn/YKkjpeOV+c8snrheVNNYOR71c1BTS1tQR6PZ6/oGlJUJBDsYRwE5uUdBHso90MoA/l3yVNzHFcA4CMA23me/7QQ81sAHuQ47iWe54c5jlsAYCUYyedyj7niEOWp3wIjfZGRJqLo06IQqphoRl7fNJETbnpDiL0AVMKCQgVgO8dxT2/atOnAWABW1NicOffk6tvEnjAZ7R0nqlOdbtboQtwSkow4zce/VBrn0DzxVRATN/oQK5/5ck3EuWXS7KfPbzvK6rHlEskkNRGhED0ZYmoY4vR4AnaerEmVSyWTTjfrEQAA/WMORWVHX2xN/0hdX1/fGIAQCERNANTxamqu0XnzmXf9AELB5izAopk1YPOXDPiUVCg3Xc3sqsxjv+DJtYcxAN/hef4cgN+DlWtFAfgGGPkkCowtejPYis80Njb2FUVQ8BGLXIP4mChX7+hY6GyNeqThkkn1yyMViwp0LFcrNrLUKCNCpZxYn8VCYCSlOVujGi6sbUtUKQInHshLqywydsfRJLSMO6bEFFbOje959mBpXnlHn7qouTtuiS6mb1+lUbfjRHWqmFFKk4/Kv4btTmnb4Ii23TSi+EulcY5xwKK0jDuk7abR8O+tyanckKtvf+l4dfYSXUyfsOqH08NETNamJXZpVUoXGz+iMPSaI3ssNsW2oxVpWw+cW/xmWVNy78iYcs+Zev2+KqOOiCraYIXz8RtyDM/cvqS0sLYtcWdRTerj75wqKO/oU2uCFO49Z+r16bO0trsWpjQ9d6h05U8OnFv4kw9K8vdXG3XxYSpLoDTAwwmEsqduXVzh0iZERyQk185JmftVj8dzh3BadwlMU5IWdIGF1jgAtwtjngB7sP47GelAMC9nAkAix3F7RT83iYY+A/bQrOU47n0wKc0/Anj3Coy54hCuL3nU3xexjl8BYxa3+IwVC6AAgsjJDGMoZP4ymNEH2LPhlj179sg7+wf/+qdzdRG7Si6kA6zLFMAMJ8CiU2JPmVpC0twmI/zwdZkttOgWd7cyDliUNE4sN0ocDt9OXdRcI0ToTU2gVpxUUy3+3rzEGKv4GbJpWYYxRM74KVRvPWSzB7pDYyKWFSw5ajKZqoXdjgI4JJwrikK8henNM+72CYEDLAR9FN6+1K+CLa7Jy4bo3G8UXUtfkuAVgT9HfRnxz+YORSUb5DVvB5MD/B2YatkYvOQT0gQeg6BmFB0dPe+uG1fGLVTzkx+dqwxt7h+O7LOOqbPiInriw9RjG3IZCYsmLgmhUL6HtnWarYoiY3dc7uyo/p8dLlu+YFZE1xNr8xo6zVYF6WtrghTuHcerU01jDvlDBfObKUzMA6BQuW9+DGDevFwimVw5N75nzbwES3lHn5oYp9uPVaWRLOdzh0rTn74lv8E3fPbisao0ngfUArktNyGq/4+lhoxHVmSdD1HKSOs8//s35FZS60uq7aZ9EKmt02xVUC34Tz4oyc+I1Q5sWp5h/MXh8nSVQubOS4jur+0ZinR5PAH3L57X+sqp2lSNSuke5pRaT3BY08enzsDlcj0mXIO7AZwSpSYgXCs1gCywvPQYwBi7/+i94XOffKFy1BzHSQB85VM2l/E83+gzdjmAWQAMPM+f/5T9/dNj/o9jvixa3xD0o+Etz/tEjtPXQ4PAFP8b+6Tc6p3wqmZthJBLlcvl6vW33/ZERpjshrtmBTbuOVOfLPaWAa9HLNbwF9dS0xhxORblo8F7NRd2HK9OJY9azIeZiSxG1SgzjRPnoOmY9pyt1xt6zZFERKXPUE789cqW1LCUTEerZWzbO++8k4TpmugH4O2YdQhCHhrsWbkRPlUXIg6AOB/tuzgiPCy+JPDRB/974c9Rf3FhA1NwovKLp4X37wdb6Z0CKwc4ClYu8GNh+5MAZP39/Yq2oZFX5bLIrzoC5KFP3ZxX9npp49zanqG4e3LmnibyFZE1qC3etjuXl+ijNHadNrTFMu6QvnS8OnvrbfnlQp666LChY/b2Y1Vppe19c0IUsvHFuphLW25cZFifldSxr8qoK6xpS9yQo2+nki0ygA8uYS3sSBKQajKpljohXO2g8qdOs1XROjSs/eXhioyHr89skktZWH1flVFHIgql7X1hZ9suzVmWNOvihhwmxqKP0tjVCtn5ImN3HD1AMuMiBrLiI21Z8ZGGdtOIgvJdhw0dsw295sitt7GOWkR2AQDq9BWhUk48sTav4cVjVWlvVzbP/3oBY5D3WGyK6u7BhDtWLet28vKqvx78SDExMdEA9rCUg7Fygzhv7exb8C6oKNQrJgP924DneQ/+zv9bGHvyaoy5ClCBhbjF/Y7fEg/wDZ/6bv8UUE77DdF+94r2t/HQ4SN819wUeWroglniigrf2uk9Z+v1pKFAJYr0Jb6eNEmGipth+OaddxyvTqXyKSrFemRF1nmq7hiy2QPFY+iYxMf33KHS9BC5zC3wZdp967cfXZV9ITxYMZE6P3OyzS0/e/jwu6fBFslTaQTh3IsbnzwDrwqcOIVAOWbymm0+JECxkab3domuLy0Grij8HvVlxGVkfRMhgtreKcBISVTP9z0w4YOfwiuW8B0Ab/M833LzzTffd6Gh7tdP3L7cEMfZ+3efrkv94dq8BoCFvEnjWywhCHgn8U8Plab/WEQMGbLZA9tNI4pRu0v6TrVR91BBujFMKXdTmRUJHOw5W68v0MX2vlrckJkcGWr+rxVZF6ibDn23OBcl9rRfLzUkd5pGguoumeOzZ0d2qhQyNxHP1qYldgHA9989tVotDxx/fE1uRXF7byzltnYW1aQ+kM/Y7OIuQXT85R19alqkAAAd729O1qSu1Mf3/LHUkEGLFToH245WpBXoYnsrOweirU6XdJJHQKcDkWOQ9E9M4gcGg8EIr5DJ3WBpiD+ATWRSv3oZLCqyHEABgFowogqAaQ0B/tF75AvlUX8RcRk96iTMQBCDqG2lj0cNfAqzWOxxw1tm5LuNDL3q3nvuWZ0cqviWyVgn+c51GY0Au69p3lAJlph7MpPHDUwXHvH1uj9NtITmIn0PqZv5psV2na5LuWl+Qjc1v3n8nVMFW29lvBNxNYh4EVExwseftMBVVFnz87Kysnx4y9YoLbAdjDz48gznfkoCFKIIBjHs6XyK+CbTrtcM1+QzzeV/5B7zG+rLiMs4ub8DlmvZDxbyfhBAGoAWAM+D3YjBAMZEpRvUaN7G87z1+uuv35iREPvAJWNT/MWeHtnC2VH9VG4kl0omc2dH9S9PiRv2bX9HGtubljNlM6qrJK/0hY8rc+dGa4ZCFKw9pNgzdU54AkKUrO1jQrjaQYuCX39clUtdsHwNKNVWAiwsLQ5HhynlbqGt5eKkyFDTmHMi8L5FqS1FzUxHnBjqm//08U1L58y6+Oy6pbWkMkbHRA8H+q5Rh0va3G+JeHh5Zs2uM3ULMuMiBjfk6NspJyY+ByS+4JzkpdtL2hZLNZG1R06carHb7bMhqBeJrlk0GKu7HCxVAeH1LFhp3b1gOesjYF428G+sTHat4zKksSjsvRisFzWFqCls3Q+RQfY1tGLD7WPMxWpnNt9toufBuri4uH133n7rU0lS5/IvzZbXWcYc0h3Hq1PFi2Vg5paTZDzJE6ZxtOj1DaWLIe7ARYadKklmOlfE8qbFMpVr0b58e2zzMkXgewNIrOsf2f32X/6iASOCvSrsjqJW0ZhB/U9seEXnk+RZfdXjpmmri9MRPqHwz1Sy5Q99f/HhBPOoAXazjYKtEL8Db67rAQAFHMd9S/j7PJjxvltgKUa0zpp1YW3B4oC1OWlcZpCna19Vy5wNOUwt6NkPSxcXt/UObshlAv2PrMg675zwBOyrYtq+AKa0tomFqdOGOl6+Z+U0g0vG2lcYJCFcfdHp8QQcqGtLdPMejiQ2yYCSWpo+MmwIYEaaJjWF1Gnl/9jq7Coy/IKiWofYe86dHd3J8zxPC4qv5qfVU+MRgE32I42d8aSItvNkDSo7B6KfXbd0msC/ZdwhHbW7pIW1bYlr5yd2vfBxZY5zkpeedwbpwhOSSgo/Olpvt9v/KJxnGzA18QEWVnsCwF3wTvz/hPdh+gfhc5Qr+8wetR/XPnivoMkbEOYlmAGZkhPFJx/uU0ZbXEokYh1T/vQAvE0lphpFiF7vBnCop6fH7ZzE73on5bqPe53JuSHoICMNfNJ7FquF3ZOrv0iesLiWWcxxIWM8k6Snr0a32BD7nitq1kPbfOum6bkAAL87XaefnbZAWj9gKztXXvEhBN184YeD0MSTZzXR++GjGiY6fwSb6FX8vli0RlzqRWMfhlBjPcN1vOzwe9SXEZcx9P0AABm8XjXdYCnEFBXYxf8NgAz1D8BuHCe8WtKn4uPjv3r3TavmXxelCIhyWfr+t7QpmUouAG+TDLGxpRwUha3WZzEy1tQqW5ABLaxtS6S8MOCdUGLiBwCcaekJIznSN8uaknmwDl/UKGR5StzwrtN1KYnh6uEL/Rat0+MJoFrvfVVGHRFKACZnSJOeZAdNY3ZZ97BN81OhLSWFuckIiz2BmY6PHjh7ztTrSSddE6Rw/+JIRbo+YwEOVF1wjoyNP9Xc3FwDNmmpjOM9sPp26lcLePWbbwfwB5GHc78wfgxeg/2ZRE/8HvWVx+U6xyKDGwpgh9gDFraTnrQ4bC3+nUBRtr3C3w+DcSDagE/0viaykxPA3rvvvntl/8XWX8VIXA5NIDcmVvuinDERwoBPEs18SaH0fCjv6FOTqhl4gMoxKQf9YD5jc4s1uj/NA/eVExXnpMnD5nke719ypp3rt/f97/53ZR6P5ywYUe/T8DAYp8c3+rVR2L53hvPmxAyRLo7J/wLehfadEORJ8RkN9T9yj/nLs64hcN6+qGcglBkIm9ZxXsnAFGHcTWD5aoAZjzTh9/fAwqwVAG7s7u7+VWN3/+9PDTjcVTZJktPNpPkaLplUr5cakqdUiYT1GpVgDdnsgZoghXtozC4rrGW9nZfoYvoKa9oSLw3bFGTYyUi/XmpIpj62VObRbhpR1HQPqp75sPS6TW8cvf7NsqZkWhcW1rYlFuhie39+pGJZu2lEsUQX0/c/J2vycxOi+rfcuMiw5aZFBp021LFpWYZx6235ZcN2p3TnyZrUwpq2xEdWZJ3XR2nslnGH1OnxBKgUMvdsjXq4sKYtMUwpd1NZFx2HccCiJONNxwewB4pl3CGdqg8VjLQ+SmO3uiFLz8njTdKQ6pGx8Sebm5sfBgun3Q1Wq6kGC18+DTZhbcLD4HEwY/wlAN8UGekVYEplwWCT+4V/lv3tx7UP4QG+H+yBrJrBSG8Du6/e4r0tE2d68JNClhVsvivAFuoPC39D9Pldws9enuet7777bkWCft6ueVm5419ent0NsMXpVD5Z1Aea0j9kPMW63LRw33GiOnVqcb8krXXTsgwjkTIjVMqJB5ektdJigD5Lxpc4KQRxqZdxwKJ8fP+pAsu4QyrWV6DSrWP9Dt1Ft3w0MCTsBY/H859gZDqr+Ec4F/cJr7swc+/3/fCWcEH0OU7YphKuj1oU3bhF+CFZUTnY/L8qZZZ+Q33tIRJs9VwB4A4ww3AAbNVdB7aiiwZjGb8NFkaD8Jm3hd/vATMgywBEHTly5N7X9r8/9IcztWEpqfMCFs6OHHzuUOnyDtNI0LMfli5uN40oKCRGnuWOE9Wp7aYRRYfJGr5+QVJHu2lE8dKJ6pzUaI1pwGYPXb+ASYfuOVOv33myJnXU4ZKGKeVT2sJLdDF9zx4sXVxY15aYmxDVlTU7qn9dZlLH07fmNzx9S37Dg/lpremztDbSDF4zL8Hy/PqCkw295gg6ET89VJq+52y9/o3SpuQfFxYvMfSZI1fOje85UMea0u85W6+XSyWTeQnR/cHywIn1WUkde87U6399rCqX2O30SrWZ9+TqL75eaki2jDukQ2N22Z4z9XrqFESCDOU9lvCfnGhYWjs0XjM+ia3Nzc21ECQGwSayDEyAJgOs7OjnAB4WHsK9wjUE2MS3gT0wNgvXqB+sV3L+DLWcfvwLQrgn9oNp90/V4ArvvwC2cAPwiVKth8G8v2gI9b2cV0Tlz2ANJt7DDHXBZLg4jkuZnJzc/tGRI++aID9UblfEB8gVErHKGEXSdp2uS7GMO6TwCbKKDeb6rKSOB/PTWgtrWFvLYbtTqo/S2MUM7r9UGufUdA+qtvz1zBJaFJMm+OslhmRaIFA1iJiVnhbLtPv3nK3Xi0PyTeOI3lNsiKtu63pr9+7dZRAal4j/b5Gjc1w4Ryow50Yt2r5RuA7P0XUQfY4HW0hvEzzojcKPCiySsRds/n4NrORShen12VcM/hz1tYdRsNDpjcLfVHD/KNjN8VMh/0JhG0BovQZmxF8Am7zvwssI7xodHdU3Gu1D+3heE6mQZs2fpe3/9sqFBoB5t+LaSCrV0AQp3ProsKFRu0ta1NwdFx+mstReGorcemt+GcC8aJvTJaV5TaUem5ZnGIuM3XHiJu/tphHFswdLF2+9Lb9MyBOntg2NaEkVbMhmD1wzL8GSFR9po/EX+i3a79+QW5UVH2kjre9Os1VxuuVS0rrMpA65RDKZGq0x/fpY1dLwYMVYmFJ+YdPyDOOes/XQaUMdxgGLUhwmB4BOs1UBnr12mK3h+qiwIU2Qwk3duv7nTOOCHicX2m8dv1hUfaDV6XSGgEUo5BzrIwwAiWAht++BqY79GowwRF7SFjDS2O9E3hNdXwrHPX01VuJ+XFNYCFapcTfnbb5zPab3Rd4o2kYlmavh9abFJV4j8Gk+Ii73Et66BUC9yWQyT/B40WAeD5dyQYtviVC0AJgywKRcpo/S2Ik8JkaESjkhJpdRa1eaX4BXN4FIZBT5mrYjkfcOMCEjTZDCfaypU1Nk7I4jgqih1xxpGXcYI1TKiQEoNGUjTrUqMmbnBx98EC5azHyaNzvl6XKfbIRC5zaaPG3R+8T/IanXvWCLJDH5TA32jH5S2M82TpCGneE4Lhv8HvW1ByeYgXWCdWyhG8ABVgI0AEzLSa0GKy9oAQvL3AjGLiZmsQrAbAA/npiYuE+hDtncNTo+0DLiiv1DWfN86hBF6kCWcYdUXE854Z6UvHS8Ont9VlLH1wrSjXSQz39UvmilPr5HJWdlVDIJI4jJAyWTw3anFDwrg6JVe5hS7o5WB42+UdqUvPNkTSp44LFV2VWaIIWbwl/lHX1qgIWk91UZdTptiKXI2B1nGXdIjzR2xgvtJeMyYrWXEsLVjgeXpLVeGLBol+hiLn57RVaVJkjh1kdp7ESY00dp7GSkd52uS3nvfEvkU4XFK3ITovpL2vtivrwoteHpW/IbGGGuI35FbqY1Zm7GeP+Ys7q3f+CHTqfzf4Xz2yhcD/KCHgczzM+BPXoeAZvQ94GtyAHADMEDErFHKRw3TZXKj39N+Hi5NrB7ZmCGoURomvLOBONyCkxOeJoAiijMu1f47H5+ehj3gM+Yl3met+7Zsyfmrf3vdtSZxss/GERKs8UeIm4hSSFmwCc0DmZYKR9NeWvSYKA2teQZU2SuqLk7ztd7Jn19So253J6AMy09YU+8f2blkNUuAxjHZOtt+WX6KI39vJWP/bDXGf6XY6c7jxw58r74PInzy6JzPS2/7GvIRX+vFs1Nwt1gHrRN9P5qAKU+53cvz/MtwjW54kYa8JPJLisuV3mW6AYUCyXEgoVcRjG9YD8W00XnxSFwKvC/H4LR5zguVi6XfyV34cJ5Mt513UOL9K1naxrVVIbl2wRjx/Hq1JVz43uy4iNt4gYfAGNrknGlblOAl8wlLr3adrQi7XzXQFRKZJhZJpVM8gDkUsmky+0JUMtl7pVz43tIaEXMxAYEQX+wB8kSXUzf84fL8nITovvEnbWePVi6OC02fHBtWmLXS8ers9Niw4eoNAvwNqtPjw0fumNhyuB751sif/ZR2bJHV2WX/rmyef5/rCwYHAuOMJkm8IdX//CHOo/HsxVs4RMMYA+AJ3meP+ZT63ocwNfBHpYvA9O0voMhKsGBVzFpamX+WT1qP5nsyuMylWdNK9sRGwXRfI0WImRixbF+sIXfVFenT/kOKi0CphOjZvreJDB1vBc2bdrUPmEf/1F/u/GuL6XHGhZFhwzSPmdSCiOIDbfvWLGCoG/ppVjVbP0CVtGxNi2x63Bjx+zzPQPRC+Oj+gt0sb3ps7Q2YnxrgxUTZaNIONw5qrxosf3p4MGDcgjEWojqmuEtnyJRqL3wmWu+10U0R6cpxdEzF16lt72i6/AJg+x7PWe6Rn8L/jrqzwmX8wEq5EieA/PeaMW9Ed5QONVS3wJGLHkF7Kb6BYBqiBjjwrg7wELiq8Fy3Y/ecMMN5RkJsTe2N9UnP7I4ufzA+ZZ4sS4wsTXFNYyCUcxLiw0f2pCjb3/2YGleeJDMFiSTuTss1nB9ZNjQIyuFVnciNimRSKZ10wETQaGa6d+crEmVSSST4lZ4YglCEir5zl+KCh5enln7anHDgu13X18sFlURi7CIw24k2kIkuD1n6/Umm12mCg4OaLdOaLPz8k97ZIoX9+zZQ2E/qsPcD7b40YOVX1HHIxUYO/96AN8F0O8z2beBhcDBT2ecEj5T7aWwH7+hvsK4nItu8d+YzuieSoOAGWe6p2QQqjf+hpGeVuMLkQCKD2GNct25YM0mZgF4a9OmTZ7enu5nDPW1X02PDBmMUUiGxcxvYDr7eyYWOI3bcaI6ddTBOuPJpUyyl2SJqYwSYHN5z9l6fWXHQGxuYlQvNQkCGNdFHiiZfHRV9oXQIIXnpAX6Uz0jzj+9/6HCarN9ABHDGphR2nMjprf9PMB/UrxELRonNvZi0Dm9G6Le3zPsixZJcnwKU/z/gt9Qf064AiUdIWBqV+KbSgXmxeWChV1/AiHPBW+uul80djuYYH8WGJv8KFh4XA7g5U2bNiXBaf9OvDJgvl7qMK9JCOsG2KQCpguU0PGJSzTeKDXE7iiqXvKjtYvPxGlUjjfKmpKfviW/wXeC+wotUEnUsN0p3Vdp1JEm974qo27LjdO6buG98y2Rxe29sQDrC02r921HK9LEXrP42Hy7/ew4Xp3q9HgCrA6X9GsF6cb3a9vmzE3RTzaPQ/LusZPKyMioLzc1NXVhutjMVF9biHqE815VoyQwGdcn4Y1ekBgFMPOKfcpr8nvU1y6u1Dn2feiD3UPXwzvX74e3L/bL4ujLDAaYsFF43f83vL7FwrgXICilbd68Wdrf1/ctfZRm/QIVuJti5S3mMcfUnKU5SoqCr5cYksEx7QRf1TAaA7CU06eVWQHeHtdiURPS744OD/MU9jjnXZqUt4168OKePXt64NPic4bFz7T3fQwzMH1xtBFCiZtozDfBUovT3p/JG8d0Q06OkO2zzGW/of6ccJkNNYAZJQY3gk1kMrhi3VnbDBM6VrTrYDBi1FT+m+M4dXZ2tmrYYtkZHapOv2vxfMuyCFnbrhMVSfU9pqiMOO2ArzEUG+Bdp+tS0mPDhxp6zRFLdDF9L52oztl+l1dEnybob07WpKrlMjcZayr1GHW6pByA/1qRdWHY7pRSi0qazADzoHXa0GEePP/cuoI63/M102rf15gDLBqw9cC5/ORZUbaY2XPcFe29npCIyBeOHDlSNTk52SKKYjwtCkeKw9kUZtyP6YL/wPTF0ZRyFLz5NHEf4s9cQy1cU7+hvsK4nHPZx7huxPQw9UawXPQT8EbPxNGcKQ8R0xfsG+FtIEFzfMoLFL6PVLiIaPpbsEoQKvXqlcvl6nXr1l2fFBX+9XiJM6a5vpa/L1c/TblMPIcs4w7p66WG5EdXsVQZqY35So36SoxSZIyIZ7411UM2e+C4RBF0qNeZ+F7J+fGAQNkPKyoqLojmHs0pX2LXRrDn4S7gE572NKU33+vhc02mmnH4GPlPk3ndCNFi/kobaj+Z7BoDN73N3TTSBO+tydzF83yN8GoFm9jbASSJmKNiogQZlXsBZMPbDD0WwMPV1dVov3ixpKmj6+PXztS4PxjiEtcsyRt7+vb88k3LMoy+E2rHiepU44BFSUzQOxamDN6Tq79Y0t4Xc2/O3EYykDuOs3rLnUJIe31WUgcRVvRRGjutwKnM49mDpXkr58b3dJqtisqOvug9Z+v1AJAZFzF4U1pC50XTaHi7aUSx43h16o4TrAZ625GKtPKOPvWOE9Wpr5ewWm5qn9luGlHU9QxFWsYd0giVcgJSeeA9N68ejEhJHzpYZejuM1u+ffjw4Wie528RjPRqCEZadEnuE7bZ4C3REP8eDCZ2kgSBiALvivthMF7Bdo7jlgrb+8Hyjv4a6n9x0FwWGdLoGYYpwAhmZKRVYPfhIXjnLbW7FLdUlIOxx8mIEVSiuU+61i1gaZh6eFUP13EcF+tyuTa+8847SQ0dPT9tm5DXhupSpX+sbJ0nzlGT5j7VQ4MXUmAfli4mjgqRRonx7UtEExM7Xy81JO847m2Fy/M8ioecCQeHEN3Ly9+51D/wvYqKiqVgz7EUTI9STWNxgz0PncJ5mzrXwra34NN7+lMM6l7R85D2sREsurZR9L6a/ySR76rAX551DUE8ucAm9XMc66A1BpFMIES5Fc5bjH8RbFX+NFgYjZpFyEVfMQrmMfYLn7sfjFX6JoBXhoeHVaOjo/caMzJ7+qzcfd3tPXlaqWfsW/n68xzHgVbJzgkmmpI7m7WYpAm4RBfT98T7Z1bGhgYXAUBuQlT/G6VNyYZ+c+TP1heU5CXGWHXa0BZfkkqHyRoOALM16pHCurZEQ685kuM4bkOOvl0fpbFvWpZhfL3UkKzThph12lDHo6uzL1COu77XFIUqJlQCsLAadcjSaUMdmXERgwqFHPvaRtJePlySmpG58EBTa+tHbW1tdwEwwac1nnhVLRzecXjVx4gHcAu8ClHXgxnkNuF38p7FXIIo4bpUC59fzXHcZw59+3HtQzSXj4PNXfJqn/G57jy8YdSNwnt073xif5y3y9aUByl6Txzp2YvpRo0iOuTNE6diLwDVwYMHezdv3vyEKzDkm9qUjNs6JuVRWp7voW5VNGcjVMoJKt9K0oaaCmvbEnXa0KntYoEUcVvMR1dnX6Dnx6Or2PyNUCknxj28dH/76PzfflQcn5a54MenTp36q81m+xKmE8fISBPvwyoymr2ct1SVZFTp/56S/pxpYSz2un0WNr2ic0me9lszGXz67r9xK1wW+EPflxGXi4Ai/PowmPqVFcIqmMKxPqHYvRA69MBLMPMlodGETgGTvnPA+zCI5r2ypMSERFBQ0DduvPFGSbRKfkNzY+M8s2lQ+pu7rzs+NzrcTqto0ggnRviD+Wmt2z+uSnv8hhzDcx+WZA6NOUPmhKvNPA88t56FrMVMUQqT0TFSuHvY7pSGKeVu3/C5uEsWEdXaTSMKsVQohcD1URq7w8NLPuwcTbLIQgI7RxwdDW0Xj50+fToNgA4sArEInwx5pcBLvCODHA2v9OevwMRoXhYO+5sQ2g1yHJfFs37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IidsnamesATAC_nCountsATAC_nFeaturesATAC_UMAP2ATAC_leiden_clusterATAC_UMAP1
0TrueAAACGAAAGAGCGAAA-1AAACGAAAGAGCGAAA-113187.05546.0-7.7292051-6.472432
1TrueAAACGAAAGAGTTTGA-1AAACGAAAGAGTTTGA-116074.06586.0-10.8115594-6.999135
2TrueAAACGAAAGCGAGCTA-1AAACGAAAGCGAGCTA-128009.09214.00.27987376.084880
3FalseAAACGAAAGGCTTCGC-1AAACGAAAGGCTTCGC-1221747.030325.0NaN-1NaN
4TrueAAACGAAAGTGCTGAG-1AAACGAAAGTGCTGAG-111440.04922.0-7.0434101-6.475428
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" + ], + "text/plain": [ + " I ids names ATAC_nCounts \\\n", + "0 True AAACGAAAGAGCGAAA-1 AAACGAAAGAGCGAAA-1 13187.0 \n", + "1 True AAACGAAAGAGTTTGA-1 AAACGAAAGAGTTTGA-1 16074.0 \n", + "2 True AAACGAAAGCGAGCTA-1 AAACGAAAGCGAGCTA-1 28009.0 \n", + "3 False AAACGAAAGGCTTCGC-1 AAACGAAAGGCTTCGC-1 221747.0 \n", + "4 True AAACGAAAGTGCTGAG-1 AAACGAAAGTGCTGAG-1 11440.0 \n", + "\n", + " ATAC_nFeatures ATAC_UMAP2 ATAC_leiden_cluster ATAC_UMAP1 \n", + "0 5546.0 -7.729205 1 -6.472432 \n", + "1 6586.0 -10.811559 4 -6.999135 \n", + "2 9214.0 0.279873 7 6.084880 \n", + "3 30325.0 NaN -1 NaN \n", + "4 4922.0 -7.043410 1 -6.475428 " + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 87.2 ms (started: 2026-07-11 00:08:39 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "a68b6922", + "metadata": {}, + "outputs": [ + { 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 300 ms (started: 2026-07-11 00:08:39 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_layout(layout_key=\"ATAC_UMAP\", color_by=\"ATAC_leiden_cluster\")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "11b4808b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 8.77 s (started: 2026-07-11 00:08:39 +02:00)\n" + ] + } + ], + "source": [ + "scarf.fetch_dataset(dataset_name=\"annotations\", save_path=\"scarf_datasets\")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "5cfe6742", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Chromosome chrM not in the input peak coordinates\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "33935/62446 features did not overlap with any peak\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Minimum cell count (6.539499236477921) is lower than size factor multiplier (1000)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1min 47s (started: 2026-07-11 00:08:48 +02:00)\n" + ] + } + ], + "source": [ + "ds.add_melded_assay(\n", + " from_assay=\"ATAC\",\n", + " external_bed_fn=\"scarf_datasets/annotations/human_GRCh37_gencode_v38_gene_body.bed.gz\",\n", + " peaks_col=\"ids\",\n", + " renormalization=False,\n", + " assay_label=\"GeneScores\",\n", + " assay_type=\"RNA\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "1b4ebbfc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "DataStore has 8426 (8728) cells with 2 assays: ATAC GeneScores\n", + " Cell metadata:\n", + " 'I', 'ids', 'names', 'GeneScores_percentMito', 'ATAC_nFeatures', \n", + " 'GeneScores_percentRibo', 'ATAC_nCounts', 'GeneScores_nCounts', 'GeneScores_nFeatures', 'ATAC_UMAP2', \n", + " 'ATAC_leiden_cluster', 'ATAC_UMAP1'\n", + " ATAC assay has 86049 (89796) features and following metadata:\n", + " 'I', 'ids', 'names', 'dropOuts', 'nCells', \n", + " 'I__prevalent_peaks'\n", + " GeneScores assay has 28357 (62446) features and following metadata:\n", + " 'I', 'ids', 'names', 'nCells', 'dropOuts', \n", + " " + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 76.1 ms (started: 2026-07-11 00:10:35 +02:00)\n" + ] + } + ], + "source": [ + "ds" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "bc7fc459", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\"vignettes\"\n", + " / \"scarf_datasets\"\n", + " / DATASET\n", + " / \"data.zarr\"\n", + ")\n", + "if not zarr_path.exists():\n", + " scarf.fetch_dataset(\n", + " dataset_name=DATASET,\n", + " save_path=\"scarf_datasets\",\n", + " as_zarr=True,\n", + " )\n", + " zarr_path = Path(\"scarf_datasets\") / DATASET / \"data.zarr\"\n", + "\n", + "ds = scarf.DataStore(str(zarr_path), nthreads=4, default_assay=\"RNA\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ca04e351", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "emb = splt.embedding(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"clusters\",\n", + " show=False,\n", + ")\n", + "emb.figure" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "ad066277", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "genes = [\"Gcg\", \"Ins2\", \"Sst\"]\n", + "emb2 = splt.embedding(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=genes,\n", + " sort_values=True,\n", + " show=False,\n", + ")\n", + "emb2.figure" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "95805bd6", + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "out = Path(\"scarf_datasets\") / \"plotting_showcase_embedding.png\"\n", + "out.parent.mkdir(parents=True, exist_ok=True)\n", + "emb.save(out, dpi=150, exact_size=True)\n", + "assert out.exists()\n", + "emb.close()\n", + "emb2.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "03843010", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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ppxYhcPAxxpiOk5II2SRSaauoOPgYY0zHZUGMrHw36yn4hlwfPg4+xhjTcdkkRjaJ87VpqRgBcPAxxpiOk0EMWb4eX9Fud/xh4uBjjDEdJ1XT45Nyj48xxlhFlU0SZJMkX1vF7fNx8DHGmI7LIgn08wVfFvf4GGOMVVRSSJANSb62iouDjzHGdFw26akZ6uTr+BhjjFVQWSSBHg91MsYY0xVyEkOeb1annBepZowxVlFlQ4ys/EOdvEg1Y4yxiiqb9KBHevnatFSMADj4GGNMx2WrOceXXcyhzuzsbBw/fhzPnj2Dm5sbunTpAolE+ZgnTpzA/fv34eTkhF69esHAwKDUtZeE+P27MMYYq8hyL2DP/yiqZ8+eoVGjRvjjjz/w5MkTfPPNN2jcuDGSkpIU+4wcORKjRo1CaGgofvzxR7Rq1Qrp6ema+Hbei3t8jDGm46Skh+x8Q53FWbLMwMAAR48ehYODAwAgPT0dLi4u2L17N8aMGYPz589j27ZtePToEdzd3ZGamoratWtj/fr1mDZtWll+K0XCPT7GGNNxpe3xOTo6KkIPAPT19RUPADhy5AiaN28Od3d3AICpqSn69OmDI0eOlO03UkTc42OMMR0nAyCDSKUNgNJwJQAYGhrC0NBQ7XF+++03xMXF4cyZM2jfvj0GDhwIAIiIiICzs7PSvk5OTggKCiqT+ouLe3yMMabjsuV6ah9ATkBZWloqHn5+fgUeJzExEe/evUNGRgaioqIQGxsLACAiiETKwSoSiUBaulaQe3yMMabjpGqGNqUkB5DTW7OwsFC0F9TbA4C5c+cCyAm69u3bY8GCBVi/fj0cHR1x/fp1pX0jIyOVhkeFxD0+xhjTcYWd47OwsFB6qAu+0NBQyOVyxdcikQhisRhicU7E+Pr64vLly3j16hUAIDMzEwcOHECnTp0E+O5UcY+PMcZ0nJQkkBTQ4yuKq1evYtiwYWjTpg2MjY1x7tw5PHnyBP7+/gBygq979+5o27Yt+vXrh3PnzsHQ0BATJ04s0++jqLjHxxhjOi5bLlb7KKqRI0dix44dcHFxgYmJCSZNmoRnz56hZs2ain327NkDPz8/GBgYYPTo0bh+/TrMzc018e28F/f4GGNMx5GaRaqJitcv8vDwgIeHR4HbxWIx+vfvj/79+5eoxrLEwccYYzoum0QQ5Qs6vh8fY4yxCktKEohVzvEV/QL2Dw0HH2OM6bhsuQQiuUSlraLi4GOMMR0ngxjSfEOdsgo895GDjzHGdJxUTY9Pyj0+xhhjFZWUxCqTW/L3ACsSDj7GGNNxchJBnm8WZ/6vKxIOPsYY03FSuRiifBesS4txAfuHhoOPMcZ0nEzNdXwy7vExxhirqKRyMcA9PsYYY7qCg48xxphOkamZ1SmrwLM6S/WdhYWF4cSJE2VVC2OMMS3IndWZ/1FRlSj43r59i3bt2qFGjRpKNxLs2rUrzpw5U2bFMcYY0zyZXKz2UVGV6Dv7+uuvYWNjg+joaKX2b775Bj///HOZFMYYY0wYcjWhJ6/AwVeic3zHjh3DnTt3YGdnp9Tu7e2NK1eulElhjDHGhCGDCMg3tClDxR3qLFHwJScnw8TEBAAgEv33w3n37h309fXLpjLGGGOCkKmZ1clDnfk0b94cf//9N4D/gk8mk+GHH35A69aty646xhhjGieXi9Q+KqoS9fiWLl2KDh064OTJkyAiTJ48GSdPnkRkZCQuXrxY1jUyxhjToPLe43v48CHWrFmDsLAwZGVlKW3r06cPvvrqq2Idr0TB17hxY9y8eRO//PILmjRpgqtXr6JNmzaYMWMGPDw8SnJIxhhjWkKU88jfVh68fv0aLVq0QMOGDdG0aVOV02nu7u7FPmaJgm/x4sWYNWsW1q5dW5KnM8YYK0fkcpHKItXlZajzzJkzqF+/fpleKleivuz3338PqVRaZkUwxhjTnvJ8AbuRkRGqV69epscsUfDVr1+fL1tgjLGKQi4C5XugnPT4WrZsiatXr+Lt27dldswSDXUOGDAAAwcOxMyZM1G7dm0YGBgobW/btm1Z1MYYY0wAcjVBV16GOkNCQmBoaIjatWujY8eOsLS0VNrerl07fPbZZ8U6ZomCb+bMmQCAadOmqd1O5eWsKGOMsfdS9PLytZUHGRkZ8PT0hKenJ7KzsxEbG6u0PSUlpdjHLFHwZWdnl+RpjDHGyiP6/0f+tnKgS5cu6NKlS5kes0TBp6fHdzNijLGKgkhNj6+cTG7RhBIlWGBgYKHb+/XrV6JiGGOMCa+0Q51EhMDAQAQEBCAmJgZ169bFjBkzlK6xe/XqFb7//nvcv38fTk5OmDVrFho3blzk13j58iXu3r2LuLg4pdNpXl5eaNasWZGPA5Qw+MaOHav0tVwuR3JyMgDA0tKSg48xxj4kpLpItcrXhVi8eDHu3r2LwYMHw87ODmvXrkXLli1x79492NraIj09HW3btkWjRo2wePFiHD9+HG3btsWdO3dQo0aN9x5/wYIF+Omnn2BkZAQiglQqRWZmJkxMTDB9+nRhgi8hIUGlLTo6GqNHj0bv3r1LckgmkPNnL+POrRBkZmTD0EgfHzX0xMftWiktNs4Y0zHqLl8oRo9v2rRpMDIyUnzt4+MDc3NznD9/Hn379sXu3bsRFxeHrVu3wsDAAO3atcOlS5ewZs0arF69utBjh4SEYMWKFbh9+zbOnj2L0NBQ/Prrr9i5cye++uorjBs3rljfKlDC4FOnSpUq8Pf3R9euXfH555+X1WFZGZDJZPjjf9tx+fRDRD7Jgp7ITLHtny0PsLHGIbRsVxtjJwyFRCLRYqWMMW0gec4jfxsAJCUlKbUbGhrC0NBQqS1v6AFAREQEMjIy4OTkBAC4evUqWrRooXTpW7t27XDs2LH31hYcHIxu3bqhbt26OH/+PLKysiAWizFo0CBcunQJAQEBiisNiqpMVyE1NzfHy5cvy/KQrJTS09Mxccx3CFwfguinBkqhBwB6IjPEhBkicMMjfDlqHtLS0rRUKWNMW0RykdoHADg5OcHS0lLx8PPzK/RYGRkZGDlyJPr06YOmTZsCAOLj41G5cmWl/WxsbBAXF/fe2t69ewcbGxsAgK2tLaKiohTbHBwcVG6IXhQl6vHdv39fbXErV65EgwYNinycmzdvwsDAAB999FFJylArPT0d9+/fh56eHmrVqgVjY+MyO/aHRiaT4euJC/H8thgSceGfcSRiPYT/S/h64s/47Y+fuOfHmC4p5HKGiIgIWFhYKJrz9/bySk9PR58+faCvr49t27Yp2o2MjFSut0tNTVXpKb5Ps2bNMHr0aOzatQtVqlTBH3/8gTlz5hTrGEAJg69evXoqbSKRCI0bN8amTZuKfJxZs2bB3t5e6QdUUkSEOXPmYOPGjXBxcUFaWhqio6Ph7++P/v37l/r4xRUVGYVDu49A31Af/YZ+CnNzc8Fr2LFlDx7fkEJPYvD+nZHzf/j0FmHrpt0YOWaghqtTlZWVhYN7DiMjLR3d+3aDlZWV4DUwppMKOcdnYWGhFHwFSU5ORo8ePWBmZob9+/crhVqtWrWwZcsWpf1DQkJQq1at9x63UaNGcHZ2BgA4Ozvj559/xujRo5GWlobevXtj+PDh7z1GfiUKvtevX6u0WVlZFTu987t48SKcnZ1RuXJlPHjwAIaGhqhbty7E+XorL1++RHh4OFxdXRVjyEQES0tLhIWFwcwsZzhv6dKlGDZsGFq0aAEHB4dS1VZURIRF3y7F2U1XQG/1QCDsWvIPBn7TByO+HCpIDbnOn7xb5NDLJRHr4+Kpe4IH3/6Af/DXTzuQ/DALYoix9Yc96PpFO3w1b5KgdRQk7OkzHN9/Ei4ezujaq3O5mQz0KPQxAtYFIiUuFTUauWL0pBEqt23Rljdv3mDv1gMwMTfGZyP6l5vRF7lcjkN7j+DJv09Rq1FNdPukS7n5/zx/6gKOBZyCNFsKn65N0PuzT4R5Yfn/P/K3FdG7d+/QpUsXODs7Y8eOHSq/g/3798f8+fOxb98+9OnTBw8fPsS+fftUwlAdHx8fpa+/+uorTJ48GZmZmSX+nSpR8DVv3hzh4eFqt1WvXr3Abe8zduxYeHh44P79+3B0dERoaChq1qyJ06dPw8DAAESEMWPGYO/evahfvz5evXoFb29vbNu2DYaGhpg1a5bS8UaMGIFvv/0W//77r2DBt2X9NpxaeQUSuT5EIkAEEaQvga2z98CzXg34tG4uSB23bt7B8wep0EPxe5rhD9Nw49otNGnWSAOVqQoNCYX/V3+B3upBIsoZYpVFinDg51Oo5lIV/Yf1FaSOgmxZvx1b5u2CKN4AUlEW9nU/CP89v2g9YG7fvIN5/RYi6/9PqwdvD8G/l+9h7a5ftP5GfvLwaSwf/xukr8QgEA5uCMLKvYvhUt1Zq3UREb4aMgP3d4VBjwxwSHwGp4eexYpNS7RaFwDs3LQbf3y1A0jOeVu+seM+noWEY/oPxbvJaknkPaeXt62oFixYgOvXryMtLQ1NmjRRtM+cORNDhgyBu7s7fv/9d4wYMQLTpk3Dmzdv8NVXX6FPnz4lqlcsFpfqg1SJJre8ePFCbbtUKkVkZGSJiwFyzh9eu3YNFy5cQGhoKEJCQrBjxw4AObN7tm7dipCQEJw7dw5hYWEYPHgw0tPT1R7r8uXLAABPT88CXy8zMxNJSUlKj9I4t/cyJHLVN0RRsh7+2XykVMcujuAb90sUegCgB3PcvvWwjCsq2O7f94Heqn4Gk2Tp4dSu84LVoU5mZiZ2rzoAUXxOz1mPDBB28DUCNu3Wal0AsP3XXYrQAwCxSIKQf8Jx/rR2f2YAsG3lTsgiJRCJRBCLxEi6k40/l23Sdlk4fvgE7gc+gx79//+n3ADBAaG4cOailisD9q0/rAg9AJBI9XHir/MlWouy2KiARxHNmDEDt2/fxtatW7Fp0ybFo1OnTop9RowYgTdv3uDIkSN4/fo1liwp+oeN169fY+TIkahRowa++eYbAEBoaCgWLVpU9CLzKFaPLygoSO2/gZzhg6tXr8LNza1EheQaMWIE7OzsAOTM+mncuDEePHgAIOccFBEhOjoaVatWBYACPzG8fv0akydPxogRIwq9QNLPzw8//vhjqWrOKyG64OBMjEkus9d5n8zMrFI9PyO9dM8vjsJ+ZgnRiYLVoU50dDQSnifDCP/NhpWIJIh49EqLVeWIexWv0qaXbYDQf5/g4w4fa6Gi/8Q8j0X+z9Ux4bHqdxbQk3th0JMpfzDVyzLAg+AQtG7XSktV5bx/xr6MhwjKE0eSX6bjxYsXqFOnjkZfX0RqenzFuIDdwcGhSKNqJiYmqF27drFqy8rKQseOHeHl5YXmzZsrZp7XrFkT+/btQ8+ePdXOOylMsXp8PXr0QI8ePZT+nfvIvUhx5cqVxSogv/xTXo2NjRU9Om9vb8yYMQMtW7ZU/FvdDNPY2Fh06tQJHh4eWLduXaGvN3v2bCQmJioeERERparf1tm6RNvKmpFR8c7tqTzfpHTPLw5bZ+sC7+hh62wjWB3qODg4wLZ2JaU2mSgbXo0LHkUQSrUa9iptMpMsNGkjzBB1YRy9qip9TURw9KqmpWr+492qAWSGyh/qZCZZaNG+eCt/lDWxWAyHmqr/n5U8zYu0skmplbLHp0nnzp2DiYkJAgMDlc73iUQitG/fHvv27Sv2MYsVfFKpFFKpFFWqVFH8O/eRnp6OkJAQdO/evdhFFMfixYsRGxuLZcuWITU1FQ0bNsSNGzcU2+Pi4tCxY0dYW1vj0KFD7x0HNjQ0VMxaKurspcJ0G+YLubHq3SvEdnIM+EK4c1Uft28OmSShRM+VSRLRum3Tsi2oEMMnDYFhdTWfLs2l6DWqm2B1qCORSPD5D8Nh4AbISAq5eRaaja0n3KSDQoz5ZjjM6koUHxqkkmz4jGgI78YNtVwZMP770TCrpw8ZSSGVZKNaBytMmjde22WhRWsftB3fFDKznPCTm2fBd3IrfNSw7C6pKqkhXw+AxF6m+P8k8yz0+6pnoZcPlBWRXP2jPHjx4oXikrf8567NzMyQmFj8UaESTW558+ZNSZ5WagkJCbC0tISxsTE6dOiADh064NSpU7hw4QKaNGmC+Ph4xY0Kjxw5AlNTU8Fr/OSzXoiNjseBdUFICk0HxAQ7b0uMnjsUdeoVr4tfGh6eNVCzgTWe3ir+b69n/Urw8qqpgarUq+ZQDXM3Tcf67zci/HIUSCpClQZW6D9lAHy7dxCsjoJ07d0FH3dqg5NBp1Grjic8a2q/twcAbjXcsPniBmxdvwOJMUnwblMfnXt2ev8TBeDd1Bu7bm7G4f1HYFXJCh93aKP1CTe55q+ai09HPcD1izfRol0z1PJ6/5R6IXTq0REeF92xZ9MByLKk6NS/Ixo2aiDMi5dyVqcmOTs7w9/fH4By8MlkMvzzzz/aWbIsOzsbMplMqa20lzUU5Nq1a5gzZw6GDh0KNzc3XL9+Ha9evUKHDh2QlZUFX19fREVFYd68ebhw4YLieXXr1oWjo6NGalJnzJSRGDZ+MM6ePAcTU2O0aN1C5ZIMIXTs1hShN89AT1T02U8yZKB9l9YarEq9Fh/7oMVZHzx+9BhpaWmo91G9cnURvYmJCXp92kPbZaiwsLDAxG+035NSR19fH737a79nrE7dj+qg7keaPW9WEq5urpixYKrgr1vaWZ2a1L59e0ilUowZMwbm5uaIi4vDgQMHsHr1akRGRhb77utACYMvJSUFc+fOxe7du/HmzRuV8zNFvQN7kyZNYG3933mv1q1bw8XFRWkfb29vxXm/zp07o2rVqti0aRPOnz8PZ2dnXLlyBfXr10dSUhJsbW1ha2uL33//XekY06ZNEzT4AMDAwACduvkK+pr5ffJpV1y/chc3jidCIn7/1HuZPBuNOlrh0/7ae4MvL70pxnSJuqHN8jLUqaenh6CgIEyYMAGbNm2CXC5HQEAAmjVrhhMnTpTo9JSIippSeUyePBnXr1/Hd999h549e+LEiRO4fv06li5dihkzZmDevHnFLqS8SEpKgqWlJRITE0t9vq88kMlkmD9rGa4dj4WeyKTA/aSUhsYdrbFw6bflqqfFGCu5972f5W53+24RJPlG6mQZGXj205xy9V6YnJyMqKgoWFtbw9bWtsTHKVHwOTk54fjx4/Dy8oJIJIJMJoNYLMY///yDhQsX4tq1ayUuSNsqWvDlOnrkJI4fvIoHt6IhyrRSXBoCw0R4eduhU49m6Nq9Y7k5D8MYK70iB9/cAoJvYfkKvrJSoqHOyMhI1KyZM/nB3NwcCQkJsLa2RocOHTBgwIAyLZCVja7dOqJrt46IePkK585cRkZGFoyMDNCmrQ+cXZy0XR5jTItElPPI31ZepKenY+/evQgLC0NWlvLlKM2bN1dcZldUJQo+IlJM1vD09MShQ4cwfPhwnD9/XumcHSt/nJwdMXQEfzhhjOVRyN0ZtC05ORlNmjTB27dvUatWLZWlAksy5Fmi4Ms7AeXbb7/F0KFDsWDBArx48QI///xzSQ7JGGNMS0SkZnJLOQm+oKAgGBgY4NWrV2W20HmJgi/vItT9+/dHzZo1cf36ddSqVQutWmlv2R/GGGPFV55ndaanp8Pb27tM7+5R6uv4AOCjjz4q05vJMsYYE055Dr527drhp59+QkJCQpndo7PEwRcREYFdu3bh2bNnWLt2LQDgxIkTaNu2rdZv18IYY6wYyvHKLU5OTvjiiy9Qu3ZtdOnSRWWGaevWrdG3b/GWgyxR8F29ehWdOnVC3bp1ceXKFUXwHT58GI8fP8bEiRNLcljGGGNaUJ5ndUZHR2PRokUwNjZGZGQkYmJilLYX5S7u+ZUo+GbOnAk/Pz9MnDhR6bqvsWPHon///hx8jDH2ISnHPb5jx46hevXquHbtWpmNJpYo+O7cuYOjR48CUF401NXVFWFhYWVSGGOMMWGU53N8xsbGqFevXpmeQivRysmGhoaIj1e9Cebdu3cVN5FljDH2YSjPtyXy8fHBuXPn8Pbt2zI7Zol6fL1798bs2bOxceNGRY/vwYMHGDduHD799NMyK44xxpjmledzfE+fPoWxsTFq164NX19flckt7dq1K/YdGkoUfMuWLUO3bt1gY2MDuVwOJycnvHr1Cj4+PnwBO2OMfWDK81BnRkYG6tTJuYVUVlYWYmNjlbanpKQU+5glCr5KlSrh0qVLOHXqFG7evAm5XA5vb2907txZK/edY4wxVgoE1cks5aTH16VLF3Tp0qVMj1nk4KtcubIiaSdNmoTffvsNvr6+8PXV7j3nGGOMlU55HurUhCJ3z1JTU5Geng4Aiuv2GGOMffjK8+QWTShyj69Jkybo06cPGjVqBACF3myWz/MxxtiHozyf49OEIgff1q1b4efnp7jJ7MWLFzVWFGOMMQGV4wvYNaHIwefi4oL169cDAMzMzHD27FlN1cQYY0xA3OMrgpJMH2WMMVY+ieQEkZxU2iqqMrktEWOMsQ9XaWd1SqVSPH36VPG1nZ0drK2tVfbLyspCZGQk7OzsYGpqWtJyS40vumOMMR1X2lmdcXFx6N27N3r37o369etj48aNKvvs3LkTVapUQfPmzVG5cmX88MMPZfcNFBMHH2OM6bjSBl+VKlUQGhqK0NBQeHh4qGwPDw/H8OHDsW7dOkRHR+PKlStYvnw5Dh06VIbfRdFx8DHGmK4jNaFXhqf4du3aBVdXVwwcOBAA0KBBA/Tu3Rtbt24tuxcpBg4+xhjTcbmTW/I/ACApKUnpkZmZWezjh4SEKNbbzFW7dm2EhISUSf3FxcHHGGM6TiRT/wAAJycnWFpaKh5+fn7FPn56ejrMzMyU2szNzZGWllYW5Rcbz+pkjDEdV9h1fBEREUq3AjI0NCz28StVqoSIiAiltri4OLUzP4XAwccYY7qOKOeRvw2AhYWFyj3wiqtp06bYtWsXsrOzFXdSP3/+PJo2bVqq45YUD3UyxpiOK4tFqp8+fYrQ0FBkZWXh7du3CA0NVdw1fcCAATA3N8eYMWNw9epVLFiwAFevXsWkSZM08N28HwcfY4zpuMImtxTVsGHD0Lt3b4jFYhw4cAC9e/fGX3/9BQAwNTXFmTNnIJPJMG7cOFy7dg0nT55ErVq1NPHtvBcPdTLGmI4ri7U6r1y5Uuh2V1dXbN++vZiVaQYHH2OM6TiRjCASk0pbRcXBxxhjOk5Eanp8FTf3OPgYY0zX8d0ZGGOM6RaC6hJlFTf3OPgYY0zXiWQEkYjP8THGGNMRPNTJGGNMp3DwMcYY0yk81MkYY0y3yCnnkb+tguLgY4wxHScigijfItX5v65IOPgYY0zXyQnIP7TJPT7GGGMVlUhOEOVbuoUntzDGGKu4ZGquYOfJLYwxxioqkVyupsdXzNszfEA4+BhjTNfJ1dyXiIOPMcZYRSWSEUTg6/gYY4zpCqKcR/62CoqDjzHGdJ1MDkCupq1i4uBjjDFdR3LVc3rEwccYY6yikskAkim3yWXq960AOPgYY0zXyeSqPTye1ckYY6zCkhNUzvHxyi2MMcYqLJ7VyRhjTKfwOT7GGGM6hc/xMcYY0yUkl4Hy9fjyf12RcPAxxpiuk8kAUb6g4+BjjDFWUZFMBhJxj48xxpiukKm5OwOv3MIYY6zCIjXX8fHlDIxpzqtXzxF8dSPE8jsQIxkAASJTSOEJt1qDULdeM22XyFiFljPUKVZu46FOxsrek8e38fDOGjhY30T3lukQiUT59niKsBdBOBBQDw6uI9G4WXet1MlYRZctywBBOeikyNZSNZrHwce0IvjmMaRFf4+ebeL/vyV/6OVwd5HD3eVfPAqbhRNHw+HbdaJwRTJWwRkYGMDe3h4X3xxRu93e3h4GBgYCV6V5HHxMcA/uX0ZW3Dy0aJRY5OfUdM+EYcRanDlpinYdR2quOMZ0iJGREZ4/f46srCy12w0MDGBkZCRwVZonfv8u2iWVSvHgwQNcuHAB0dHRxXru5cuXER4erpnCWInI5XKE3v4BTesXPfRyVXeSQi9jNV6/fqWByhjTTUZGRrCwsFD7qIihB5Tz4Dtz5gw8PDzQrVs3zJs3D40aNULXrl3x5MmTIj3/yy+/RGBgoIar/PBcPHsJf/y6ERfOXAQJPHPrwrk9aNf0WYmf36JRCm5c/qMMK2KM6ZpyO9QplUrRr18/DB8+HCtXrlRMfDhx4gRev34NDw8Pxb4vX75EeHg4XF1d4eTkBAC4efMmkpOT8ejRIwQFBQEAfH19IZFIBKn/5YuX2Lf1HxgY6WPQ2M9gZWUlyOsWJvJVFOaM+hEvL0RDL9sQUv2DcG69BT/98R2cXZwEqSEh5hCsvEr+eUskEkEsPQ+pVAo9PWF+fcOehOH3xZvw8uErmFmbocuQDvh0cG9BXvt9iAgXzlxE2KNn6NGvG2xtbbVdkkLIgxAcDjgGA2MDDB43AJUrV9Z2SQCA00FnELjuAN5GxMGuemUM+PJTfNyxtbbLAgA8uPsA+7cchjRbiva926B1u1baLqlCEpHQH/mL6OnTp/Dw8MCZM2fQtm1btfsQEcaMGYO9e/eifv36ePXqFby9vbFt2zb88MMPWLt2LapVq4bq1asDAPbv3//erntSUhIsLS2RmJgICwuLEtV+7MBxrJqwHtLXOW/wJrXEWLzrR9Su51Wi45WVsT0m4sXRWJV2507W+PPoOo2//uvXUYi464vG9Us3WywlVY7gF4vQtv2AMqqsYPHx8Rj98ZdIffDfjDe5UTbG/DoQg8cO1PjrF0Ymk2HqkBl4sO8ZxFn6kFSTYfyKUegzsJdW6wKAPdv2Yf3UzUC8PogIRh4iLN79PerWr6vVus6eOAe/Qashj//vA7DEVo75u2eiRZvmWqwMOHH4FJaPXgv525za5KbZGOrXB6MmjSjxMcvi/awiKrdDnU5OTrCxscHChQtx+/ZttUNywcHB2Lp1K0JCQnDu3DmEhYVh8ODBSE9Ph5+fH9zc3DB27FgEBQUhKChIbehlZmYiKSlJ6VFa21fthuyNBCKRCCKRCOmPCJuWbyv1cUvj39t3EXY2Uu22Z+de49aNYI3XEPHyEVydMkp9HDNTMdJTI8qgovfb/Nt2pNyXKrWJM/RxeNMJQV6/MHv/3o8Hu8IhyTaASCSC/LUeti/dBbmWV9UnIuz6dT8Qrw8gp5ee+RTYtHy7VusCgL0bDiqFHgDI3oqxZ8MBLVX0n52/7lWEHgCIU/VxYH0QpFJpIc9iJVFug8/Q0BAHDx5EQkICvL29YWVlha5du2Lbtm2KEBSJRCAipUkvffr0Kdawop+fHywtLRWP3KHS0ogJj1Nte6naJqSH90IhSVM/LVmSYYCQe480XkNKcjxMTdRftlBcJC99gBZFfOQ7NdcXAnER8Wr2FtbzkJeQ5DtbEfc8AcnJyVqqKEdmZiZiw1V/Pm+1/DcAAPFR74rVLqSYl6qjMe9eJCEhIUH4Yiq4cht8AODj44MbN24gMjISf/31F6pUqYIRI0Zg1qxZAABvb2/MmDEDLVu2VPz7/v37xXqN2bNnIzExUfGIiCh9T8KxVlWVNgdP+1IftzSa+DQCWaqfskzm2Wjs463xGiwsbZGcUja9EZHYpEyO8z7VPOwhV7NmYVWPKoK8fmE+alYbUonysHHV2pW1PqRlaGiIal6qPx/HmtW0UI2yKm52atvtC2gXkqOn6vuGXU0bWFtba6Gaiq1cB1+uatWq4dNPP8WmTZswfvx4bNy4UbFt8eLFiI2NxbJly5CamoqGDRvixo0bRT62oaGhyhTe0vri+1EwriWCnGSQQgobHxNMnD+u1MctjRoe7qjdxV1lyJiI4NW5Omp51dR4DdVda+PJC/NSHyc2Tg7LSh7v37EMjJw4DLYtzZR+bmJrGQZM6i3I6xemc89OaDe5Kcg6C5mUAbO6epjw0+dqe6hCEolEGD13GPSrE+Qkh5SksGpqhPHzxmi1LgAY+tVnMHBWbjNyE2PYV4O0U1AeY2YPh2GNnL9JIoKoihTDvukPsfiDeJv+oJTbyS0ZGRmQSqUwMzNTap86dSr27duHFy9eICEhAZaWlkp/6J6enhg/fjymT5+OFi1aoEePHpgzZ06RX7esTgZnZGRg/85/YGpuim6fdBFsNmlhUlJSMP/Ln3D36GNI4wA9a6BeF08sWDcP5ualD6SiOLBzHHp+fLZUxzh4xg29Bh4V7A0+ISEBv6/YiPC7ETCvbI7eo7qjeavys35oZGQkwp+9QNPmTaCvr6/tchSSk5OxZ9s+WFiZo1f/noLNwn2fB3cfYsdvuxD7Kh52LjYYOmUgagrwwa8oEhISEPDnbmRlZqPv8E/g4OhQquPx5Bb1ym3wRUZGwsfHB3369IG3tzfMzMxw9epV/PLLL1ixYgWmTJmCY8eOYc6cORg6dCjc3Nxw/fp1rFq1CleuXEH9+vXx5Zdf4urVq5g/fz6MjIyKdDmDLvyiREW9Ruj9ENSq64Vq1VSHVzTp2pUgOJlOgX0JR5bkcsLRa2PQs8+ssi2MsQpIF97PSqLcBh+Q85+2detW3LhxAykpKXB0dES/fv3QqtV/17bcvXsXmzZtwvPnz+Hs7IzRo0ejfv36AHKmoi9fvhwPHz7M6YEJdDkDKxgRYdfm3ujfJaREzz9+wRrNOh5FpUqVyrgyxioefj9Tr1wHnzbwL4rmvXjxGI+Dx6KDz5tiPe9eqAmyjBaiSXO+SwNjRcHvZ+rxWVMmOBcXT1SvsxrHLjq/f+f/d+OuFdL1v+fQY4yVWvk428x0jodnQ1hYbsKhC2tgiAv4uOlbGBgoT1YhIly+ZY53ac1Rq/5YeNbU/CUXjLGKj4c68+GhAeGlp6fj7MmNkGXehFiUCpAcEJtCBk/4tBmHypXLz/qTjH1I+P1MPe7xMa0zNjZG1558g1nGmDD4HB9jjDGdwsHHGGNMp3DwMcYY0ykcfIwxxnQKBx9jjDGdwsHHGGNMp3DwMcYY0ykcfIwxxnQKBx9jjDGdwsHHGGNMp3DwMcYY0ykcfIwxxnQKBx9jjDGdwsHHGGNMp3DwMcYY0ykcfIwxxnQKBx9jjDGdwsHHGGNMp3DwMcYY0ykcfIwxxnQKBx9jjDGdwsHHGGNMp3DwMcYY0ykcfIwxxnQKBx9jjDGdwsHHGGNMp3DwMcYY0yl62i6gvCEiAEBSUpKWK2GMsdLJfR/LfV9jOTj48klOTgYAODk5abkSxhgrG8nJybC0tNR2GeWGiPijgBK5XI6oqCiYm5tDJBKV6lhJSUlwcnJCREQELCwsyqjCslFeayuvdQHlt7byWhdQfmsrr3UBZVsbESE5ORnVqlWDWMxntnJxjy8fsVgMR0fHMj2mhYVFufvjylVeayuvdQHlt7byWhdQfmsrr3UBZVcb9/RU8UcAxhhjOoWDjzHGmE7h4NMgQ0NDfP/99zA0NNR2KSrKa23ltS6g/NZWXusCym9t5bUuoHzXVlHw5BbGGGM6hXt8jDHGdAoHH2OMMZ3CwccYY0yncPAxnfby5Uttl8AYExgHH9NZL1++RM2aNbF+/Xptl/LBuXbtGtasWYNr165puxQl6enp+Pvvv/H7778jNjZW2+WwcopndTKd5u/vj8mTJ2Pt2rUYP368tssp96RSKSZMmIDNmzfD0NAQKSkpmDNnDhYuXKjt0vDw4UP07NkTcXFxSE5OhrW1NY4fP46GDRtquzRWznCPr4JJS0tDRESEtsv4YHz55ZdYs2YNJk6cWC57fjExMQgODoZMJtN2KZBKpRg0aBDCw8MRFRWFd+/eYcqUKVi0aBHOnDmj1dru3buHDh06YMaMGUhISMCTJ09gZWWFQYMGabWu/FJTUxEVFaXtMhixYklPT6e5c+dSw4YNqV+/fvTgwQNtl6SwfPlyMjExIQDk7e1dbmqTy+W0du1aatasGXXq1IlOnjyp7ZJUrF27lsRiMa1bt07bpSj873//I0NDQxKJROTh4UF3797VWi3Z2dnUr18/at26NWVkZCjaZTIZ2dvb048//qi12u7evUu2trb0559/KrXv2bOHAFB0dLSWKvuPTCajb7/9lgwNDQkA1alTh27cuKHtsnQW9/iKITk5GR07dsStW7cwbdo06OnpoVmzZjh58qS2S8OMGTOwZcsWXLp0CW/fvoWJiQlatmyJW7duabUuuVyO0aNHY8OGDRg3bhzq1auHLl26wN/fX6t15Vfeen7Xrl3DwoULERwcjJiYGNSvXx9t2rTR2v9ndnY24uLicPfuXfz777+KdqlUiuzsbDRo0EArdQFAYmIi0tPTsXv3bmRmZira09PT4eDgAFtbW63VlmvWrFm4cuUKQkND8fbtWxgbG2PUqFGQy+XaLk03aTt5PxRJSUnk4+NDkyZNIrlcTkREkyZNInt7ezI2NqYTJ05orba5c+dS48aN6d27d0REtG/fPrK3t6du3bqRlZUV3bx5Uyt1yWQyGj58OHXs2JHS0tKIiGjDhg1kb29PEomEfvvtN63UVZjy0PPbsmULjR07VqkHI5PJaNiwYYL/f2ZnZyt+31NTU6ldu3ZkaWlJ165dI7lcTmPHjqWuXbsq9hFSZmam4t/nz58nMzMz6tKlC2VkZFB4eDg5OjrS3r17Ba8rv5iYGDIzM6PY2FgiIvL39ydXV1cKDw/XcmW6i4OviB48eECzZ89WfP31119T06ZNKTExkbp166a18IuNjaUrV64oQu/cuXNkY2NDwcHBlJqaStWqVdNa+MXHx9OECRMUobdlyxZydHSksLAwmj17NgHQSvi9ePGCunXrRvr6+lS3bl2V/zdthl9qaip5enoSANqyZYvSNqHDLysri/r06UNr165Vqi83/Pr160etWrWi5ORkjdeS3927d8nNzY3evn2raMsNv44dO5Krqyv5+/sLXpc6ly5dIi8vLyJSH3qTJ0/WVmk6i4OvBA4fPkzVqlWjmJgYIiL6559/SE9Pj4yNjenZs2cafe0NGzYo3hBnzJhBn376qdJ2Dw8P2rx5s+Lrvn37kqurK/Xv31+jdRERHThwgGQyGclkMho7diydO3dOsS0sLIzMzc3p9u3bRET08uVLEovFJJFI6OjRoxqvLdejR4/IycmJ5syZQ7dv36avv/6aJBKJSsisXbuWjIyM6MWLF4LVlisyMpI8PDzIw8ND8YEmV274+fr6arSG3NDr3r270jk9ov/CDwCdOnVKo3Woc/fuXbK3t6dt27apbMsNv7p166rUrS1v3rwhfX19mj59ukro3b9/n3x8fLRYnW7i4CuBgQMH0jfffKP4evv27dSrVy9BJm38+uuvJJFIqGvXrkrDm0Q5QyoAKDQ0lIhyhoJq1KhBV65c0fibQFRUFFlZWdGIESNo+PDh5Ovrq+jpEREtXryYOnXqpPj6wYMH5OzsTGfOnCGpVKrR2nI9fvyYnJycFB8MUlJS6OOPPyYfHx8Si8Uq4aeN0MuVG35NmjRRG35JSUkae+2CQi/vv/MPewqloNDLW1v+Yc/yYPjw4QSADhw4oGhLSkqiJk2a0NatW7VYmW7i4Pt/T548ofT0dMXXqampNGnSJPL09KShQ4fSmzdvFNumTZtGnp6eFBERQSEhIeTm5kaHDx8WrNYOHToUOExYv3598vHxoZ07d1L37t1pwIABGqsjNjaWnj9/rvj66tWrJJFIyM7OjlJSUpT23bx5M5mbm9PNmzcpJiaGPv74Y1q0aJHGassvKyuLXrx4Qbt27SIiIqlUSr6+vjRixAiSy+U0cOBAteEnhOvXr9M333xDs2bNolu3binaCws/TSko9B49ekSurq5KHwaEDr+CQm/VqlXUs2dPpTZthZ9UKqWff/6ZvLy8qEePHhQSEkJEOR+yWrVqRQYGBjRkyBCaOXMmubq60rhx4wSrjf2Hg49ypts3aNCAfH19FeHXtWtX+vTTT+n333+nxo0bk4ODAz1+/JiIcs5dNW/enACQvr4+/frrr4LVmp2dTTNmzCA/Pz+1Q3QvX76k7t27k7OzM02bNk2jf/Tjx48nZ2dnxfDu4cOHqVWrVoqen0wmU+wrlUpp8ODBBIBEIhFNmDBBaXtZi42NpaVLlxJRzpu2p6en0rT2X3/9lRo1akRZWVlERBQYGEhWVlZkYmJCUVFRGqsrv7Vr15K1tTUNHDiQ6tevTyKRiObMmaPYLnT4bd++nQDQypUrFW2PHj0iBwcH2rBhg8r+ueG3YsUKjdfWrl07srOzo6dPnyraVq1aRdWrV1c7UeT8+fNUo0YNCgsL03htuaZNm0YtW7akjRs3UteuXcnMzEwx5J+VlUW//fYb9ejRg/r160d79uwRrC6mjIPv/z169IiqVq1Kvr6+dP78eWrSpInijTkjI4O6detG1apVU4SfVCqlO3fuKM7zaUPusGfe8JPJZPT69WtBXj8lJYXatGmjFH5SqZSuX7+uNvyIiEJDQwWZzXb58mUyMTGhESNGkKOjo9J5TyKizp0704IFCxRfL1myhMaOHSvo8ObDhw/JwsJC6Y15w4YNJJFIFKFNlBN+AwcOFKzXN3fuXMWIQmGhlys7O1uQumJiYqhu3brk6OhIT58+LTT0hK5NKpVSWFgYOTo6Koah5XI5TZo0iUxNTZXOdzPt4+DLIzf87OzsaNKkSUrb1IWfkC5cuECzZ8+mFStWKM1kyw2///3vf5SZmUlDhw6lkSNHClaXuvAjIkX4DR8+nKRSKWVkZFDv3r3p6tWrgtX2559/EgClc4u5Zs2aRdWqVaOTJ0/Sjh07qEqVKhq74D8rK0vtEOrSpUupbdu2Ku1+fn5kbGxM8fHxGqmnKHLDz9raWm3oRUZG0ujRowULlly54VepUqUCQ2/btm20ceNGjdUQHR1NBw8eVGqbM2cO2dnZUceOHVX2nzhxIodfOcPBl09u+Lm6uqpMIMgbfnFxcYLVNH/+fKpWrRqNHj2a6tatS3Z2dkrT2devX0/6+vpkampKn3zyidKkEiEUFH43btwga2trat68OTVo0IAGDRok2EQWIqJly5bRzJkzycTERGXKeFpaGg0aNIjEYjG5urrSmTNnNFbH1atXycDAgGbOnKnU7u/vTzY2NmpnTRobG2t9hZu8Pb+8IiMjydPTk5YtW6aVuvL3/PLatm0bOTg4KM6tacK6detIIpEohV9sbCx99NFHZGZmpnTeO1du+JWX1ZR0HQefGnmHPfNOeCHKCb+AgADBajl69Ci5ubkpLn7dtWsX2djY0J07d5T2e/bsGV28eFGwuvIrKPyeP39O06ZNo99//10rFzkTEZ09e7bA8BNq4sOhQ4dUwi86OprMzc1p/PjxSvump6eTkZGRyv+xNuQPP22HXi514SdE6OVat24dRUZGKv3N5YZf7dq11S6TtnXrVo2e12ZFp/PBl5WVRQEBAbRkyRI6deqU4s25sPAT0pAhQ2jNmjVERLR3716yt7dXvCG+fftWafUKId25c4f++usvunLliqKtoPAT0qtXr2jIkCHUoEEDpU/XueH35Zdfkkwmo2vXrlH16tU1dt4sOzub5syZozRcqS78du/eTRKJhAYOHEhPnjyh2NhYGj58OHXp0kUjdZVEbvgtWLBA8NBLTEwscFve8Fu6dKlgoZdrz549JJFIaOfOnYq23PCrU6dOuVgjlKmn08GXkZFBH3/8Mbm5uVHjxo1JJBJRu3btFOfQykP49e3bl5YvX64SekREq1evVoSikKZMmUI2NjbUokULMjQ0pP79+yt6TtoMv6SkJHJzc6OffvpJ7bmnc+fOkaWlJXl4eJC1tTUdOXJEY7W8ffuWatasSe3atVNqVxd+R48eJRcXFwJAAKh3796UkJCgsdpKIjf8hAy9kJAQcnZ2LvRnkRt+9vb2goWeVCpVfOBbsGABh98HSKeDz8/Pjz799FPFm2RwcDBVr16dvL29FW/kueGnbpWIshQXF0e7du1SWYF//fr1ZG1trRJ6aWlp5OXlRffu3dNoXfn9+uuvSlPrv/vuO3J0dFSaZJAbflOnThW0tiVLlqidXJBXREQE+fv7CxLKr1+/pps3b9LWrVvf2/OTSqX08OFDioiI0HhduWQyGQUFBdHBgweLNOR74cIFAar6j1Qqpfr166tMNMsvJiaGHj16JFBVRFOnTqUePXoovi4s/L777jvB6mJFpxPBl384KykpiQYMGEANGzakoKAgpW1PnjwhS0tLpenkmp7IsmvXLjIzMyMzMzOSSCT0119/KbZlZWVR8+bNydHRkY4cOUIymYxiYmKoV69eNHbsWI3WpU7NmjXp0qVLRES0ceNGcnZ2pidPnhBRzqSMXKmpqYJOZCEiGjx4cIFvkpGRkYLWkistLY1q1apF3t7e7w0/Tbp37x4NHTpUEXCpqanUvn17srOzI2NjY6pXr56g17sVJu/v0cWLF0lPT4+Cg4O1WFEOqVSqWPIu/8Q3deGXkJDA5/TKqQoffImJiVS1alWlmWm5PRIAtGTJEpXnzJgxg9q0aSNIfRs2bCAHBwe6cuWKYo3LmjVrKu0THx9P3bp1IwBkZmZGYrGYRo8erZXlmCpXrkz37t1TCT0iorFjx9L9+/cFrynXnDlzqEaNGmp/Li1bthR86n2u169fU82aNbUafg8fPiR7e3vFSiazZs2i4cOHU3Z2NsXFxVHHjh3VzpIU2okTJ8jCwoJmz56tCMDhw4eTj4+P1iZH5Zo6dSo5OztTr1691G5XF36sfKrwwUeUc0NPsVisNvwsLS0Va1vmWrJkCX388ccarys39PIO0xw8eJCaN29OK1asoDVr1ii9Ud67d4/++ecfrU0cISLq0aMHNWjQQCX0oqOjycnJSdBzoU+ePKFp06YpPlW/ePGCTE1NaejQoYoVWYiITp48Sd7e3oLVRZQTNIsXL1YMTxcWfi1btlTq5Wiyptzw8/LyUlqGLz09nTp37qz18Dtz5gyJRCJq2rQpOTk5UWBgIL1584YsLS1VbjQrtCdPnpCDgwNVqlRJ6VravBYsWECjR48WuDJWXDoRfESFh5+dnR0dPHiQ5HK5Yihjx44dGq0nOjqazMzMyNfXVzEzMyMjg1q0aEFubm702Wefkbm5Obm4uNCrV680Wkt+Dx8+pMGDB1PVqlXJycmJJk2apFih5s6dO2RkZES9evVSzLiLjY2l9u3b088//yxoncHBwVSpUiUaMmSIIvyOHj1KJiYm1KBBA1qyZAlNmzaNrKysBD0/tWHDBnJ0dKS1a9cqhUhB4SdkTyY3/ACoTAYpL+E3cOBAGjduHO3fv5+qV69Ovr6+9OWXX5Ktra1WL+on+i/82rRpU+D1strumbL305ngIyo8/ACQqakpValShX7//XdB6smdYt+9e3dKSkqi7t27U+/evRWf/kNCQsjCwoImTpwoSD1ERL///jtVqlSJvv76a9qxYwfNnTuXLC0tqVq1avTvv/8SEVFQUJBiXcumTZuShYUFjRs3TvBzekREt27dUgm/R48e0dixY6lFixY0bNgwlQlDmvTvv/+Sra2tyooiucOsBYWfkHLDr02bNirDwrnhJ+Rs4aCgIBowYIBiubjIyEiytLSkGzduUFpaGs2bN49MTEwIAE2fPl2wumQyGa1Zs4ZatmypdG/G3PBr37694ItFsLKhU8FHVHj4VatWTfBPurnhZ21tTb1791YaoiPKOb/Rt29fQWpZvHgxubm5qQz9vnjxgmrXrk1Vq1ZVLOAcFxdHf/75J61YsULQiQfqhgTVhZ+2/Pzzz0r/X/v376c6deqQWCxWXED/+vVr+uyzzwQLvtTUVOrQoYPSxdb5z/nlJfQHmNDQUPL19SVjY2P66aefKCMjg5YtW0ZNmzZV9J6ePHlCgwYNEvQ6valTp1LLli3Vnlrg8PuwVbjgk0qltHr16kLPgxUWftq4/ixvzy/vBemZmZnk5eWl0XUHc/n5+VGNGjUKnE7/6tUrqly5Mg0fPlzjtRQkOTmZXFxc1P48rl+/ToaGhloPv6NHj5KRkRHNmzeP2rdvT25ubrR9+3batWsXicViQXufRDm9lgMHDlD16tXJzMysyOGnDbt27SJHR0dyd3envXv3kpeXl2CjL/mFhYWRkZFRoQu+54afuglyrHyrcME3f/58kkgkJBaLqU+fPgUuDPu+8BPyeioi1fDLvdN29+7dNf5GnpiYSC4uLlSrVq1C/9BXrVpFJiYmWg2WtWvXkkQiURt+Y8eOJQA0atQoLVT2nz/++IN69uxJq1atUkz2ycjIIBMTE0EXOM+90W6rVq1oypQp5OHhUWj4CdnTS0pKoqNHj9LZs2eVZtumpKTQN998Q/r6+mRnZ0eVK1fWypDwrl27yNnZWe223OUDiXI+EGpjiJ+VToULvtOnTysW+B01ahQZGRlRw4YNafPmzSrLe+WG340bNxRtKSkpNHfuXK18As4bfsOGDVO5i7kmPX/+nFxcXMjLy6vA8Lt8+TKJRCLBfjaJiYl05swZunr1qtKbS0HhN27cOJozZ47KyvmatHPnTmrSpAnVqVOHpkyZovY2VdnZ2TRu3DjBhqxzzZw5kzp37qz4Oisri8aMGaM2/IS8p+SJEyeocuXKZGtrSyKRiFxdXeny5ctK+4SEhFCHDh3I3t5eK9cXXr58mQCovTxn0aJFGl31h2lehQs+opy7kOfe3Ts2Npb8/PyoSpUqZG9vTz/++KPSm1N5uDA2r9zwEzL0cr0v/DZu3EiNGzfWeB2ZmZk0d+5cMjU1JZFIRADI2dlZ6c0mN/xWrFhBUqmUzp07R1WqVBG0d7B7925ycHCgNWvW0PLly6l69erk4OBADx8+JKKcodk1a9ZQw4YNqXfv3ioXPZeVu3fvKk2+yNW8eXNavny5UptMJqP27duTmZmZ4CuxEOX8jllZWdHx48eJKOfGyV26dCFjY2O6fv26yv5C3gUlL7lcTk2aNKF69eopvV+kpqZSjRo1BF0phpW9Chl8f/31Fzk4OCiGUC5fvkx2dna0ZMkSqlu3LhkZGdGYMWM09kZUWjdv3tTaCfOCwi8lJYU8PDxo3759Gn39d+/eUevWralLly7077//kkwmo+DgYGrXrh2JxWKlVW22bdtGJiYmZGxsTJUqVaJjx45ptLa8oqKiqE6dOko9lfj4eGrRogW5u7srJuFs2rRJ4x+utmzZQmKxmPbu3avUPnDgQLX3Ivznn39IT0+PLCwsNLrknbrb8yxYsIB69uyp1CaVSqljx45Up04djdXyPmfOnKGFCxfS1q1bKSUlhYiIwsPDFR9m/Pz8yN/fn+rUqUNfffWV1upkZaNCBl9mZiZVqVKF/v77b0Xo5X7ClMlktGXLFlq1apV2iyzH8odfZmYmdevWTeX2OWUtPj6eGjZsSFOmTFG5FkoqldKQIUNIT09PaWg6NjaWjh8/rnTeRRPyDrUeO3aMzM3NydDQUOV137x5Q+bm5vTHH39otJ78jhw5Qm/evFG6/vTKlSskEonol19+Udo3MDCQevXqRf369aMmTZpopJ79+/ervfnqN998Qz4+Pir7P3jwQO21hZoml8tp1KhRVLVqVfr444/J2NiYnJycFL9jcXFx9PXXX9NHH31EPj4+tH79er5OrwKokMFHRPTjjz+Sp6enUuixossbft26daP+/ftr9CT+u3fvqGHDhtSvX78C98nMzKS6desKfsueAwcOKC1hJ5PJaNSoUQSAVq5cqbJ/375937uwsibs27ePxGKxUtCtXLmSANCECRPo3r17dOrUKXJ1daVDhw4pwkYTCyTI5XIaO3asSvidPXuWANA///yjtH9mZqZWgm/t2rXk7e1NycnJRJRzVw1fX1+qVKmS0spErGKpsMEXExNDRkZG9L///U/bpXywcsOvX79+Gl/nMjMzk3r27EkmJiZ0+vTpAvf7448/yMTERKO15HXgwAGytbWlq1evKrXnhp+hoSGdOHFC0S6Xy6lx48a0evVqwWrM688//1QJv8DAQHJ3dycAZG5uTv7+/kSUc25QT09PY7dAKij8Ro4cSWZmZrRr1y5Fm5+fHzVs2FBjvamYmBi6deuWSnubNm1URn/S0tKofv361KdPH43UwrSvwgYfEdHo0aOpa9eu2i7jgxYZGSnY4s5FCb9Dhw6Rra2tIPWoCz25XK54c84NP4lEQpMmTaKAgAAaMGAANWvWTJC1NwuiLvyIcpbJy53ZnHtRu6bPV6kLv9xZrgDIw8OD6tSpQ+7u7hqdvblw4UKytLSka9euKbW3a9eOxo0bp7J/QEAAWVhYaKwepl0VOvju3btHAOj8+fPaLoUV0fvC78svv6QvvvhC43UUFHqjRo1SumVV3mHPevXq0bJlyzQ2Men58+dK11CmpqbS1KlTydvbm7766ivFcB1RweEnk8lo1qxZ5OrqSlOmTFFZKUgTCur53b59m3755Rfatm2bxidzyeVyGj9+vEr4bdiwgQwMDFQupzhy5Ag5ODhotCamPRU6+IiIOnbsqBjaYR+GgsLvwoULZGdnp1g2TVMSExPJ2tqaWrdurbhmMTf0WrVqpRQwRP+FX/7r48pSdnY2ubu7K1amkcvl1L59e+rTpw+tWLGCatSoQbVr11aaiVtQ+EVERCgWGBdKQeEndA35w08mk1H37t3JwsKCtm/fTtnZ2fTmzRtq2rQp+fn5aaVOpnkVPvjUXVDMyr/84RccHEz29vZ06tQpQV7//PnzZGZmRl26dKG0tLQCQy+XEOF39epVsrCwoCFDhtDJkyepdevWimHXd+/eUdOmTVUuQ/nzzz9p8eLFGqmnuLQZfnK5nFatWkVNmjQhAErhl5GRQV988QWJxWIyNjYmfX19mjZtGs/erMAqfPCxD1fe8KtSpQodOHBA0NfPDT97e/sCQ++nn35SrL+ZG37Ozs4qqwSVldzwc3R0pO+++05pW0JCgtrw06To6Gj64osvqHbt2jRmzJgCPxjkyg0/Dw8PQW8MPHHiRGrRogVduXKFzpw5Qx06dFAZ9oyIiKBjx46p3FmDVTwcfKxcy8zMpL59+woeerny9vzyL9U2a9YsatiwodJqMTKZTOOLnOeGX4MGDVTO0eUNP01PsHn+/Dk5OjrS6NGjaeHChWRhYUFz5sx57/PkcrnGh6vzioqKIpFIpPT/IpVKafDgwWonvLCKj4OPsfdQF37qQk9IeYc98y8anpCQQJs3b9Z4DZ07d1a6jnHBggWCTDwqrvv37xMAlV5wWloa2dnZcfjpIDEYY4Vq3bo1jhw5gosXL6J3796YOXMmjh07hlOnTqFSpUpaqalZs2Y4fvw4Dh48iOHDh0Mulyu2WVpaYvjw4Rp9/YiICERGRmLq1KmKtrt37+LGjRuwsbFB8+bN8e+//2q0hqLy9PSEnZ0dVq1apdRubGyM1q1bw9HREX/99ZeWqmNaoe3kZexDkdvz02ZPL7/Cen6aFBcXp7Q82ooVK8jOzo42btxIx44doyZNmpC9vf17z/lpSnZ2ttLPY/PmzSQSiWjt2rWKttTUVKpevTrdu3dP6zcwZsLi4GOsGK5du6bR0JPL5bR69Wry8vKimjVrFukWS7nhl38ZMKFkZWVR//79lRalfv36NYlEIkEXDif67zpFQ0NDsrGxoTVr1ii2LVmyhMRiMbVu3ZpmzpxJXl5eNGHCBEHrY+WDiIhI271OxliOUaNG4e7du5gwYQIOHTqEEydOIDY2FsbGxoU+7/Xr16hatapAVb5feno6KlWqhEuXLqFRo0aCve7PP/+MY8eOYenSpbh+/TpmzZqF8ePHK4Y5b926hT/++ANv376Fr68vxo0bB5FIJFh9rHzg4GOsnDh06BDmzp2La9euwcjICBkZGbC0tERcXBxMTU3LxRt0amoqHj9+jNq1a8PQ0LDA/RYtWoRDhw7h8uXLgtQlk8lw+/Zt9O3bFzdv3oStrS0A4PTp0+jRowfGjx+PlStXClILK/94cgtj5cRff/2FVatWwcjICABw9epVWFhYwNPTE2ZmZpg+fbrSJBahnT17Fm5ubvD29oajoyOOHTumsk9WVhbmz5+PDRs2YMeOHYLVFhgYiJYtWyIlJQWVK1dWtLdv3x6HDh3C+vXrMX36dMHqYeWcdkdaGWO5tm3bpphk8ejRI6patSpNmzaNgoOD6ddffyWJRKK1+0jGxsZSlSpV6MiRI5SYmEgzZ84kPT09CgwMVOxz69Ytql27Nn311Vdamfzz7bffEgDauHGjyrZTp06RsbExbd++XfC6WPnDQ52MlUN79uxBfHw8Pv/8c0Xb2LFjER4ejpMnTwpay4kTJ3DlyhW8ffsWa9asUbT7+flh/vz5CAgIQN++fQWtqSCzZs3CqlWrEBgYiJ49eyptu3v3LurUqQOJRKKl6lh5oaftAhhjqtQFiampqVYmsKxatQpHjx7FjBkzlNpnz54NABg4cKBWwu/QoUM4deoUHBwcMHr0aFhbW2Px4sUAgH79+qmE30cffSRofawc03aXkzFdJpfL6datW/Tw4cNC9wsLCyMbGxu6ceOGQJX9JzU1ldq1a0cWFhb06NEjle2LFi0iJycnjd9aKK8xY8aQh4cHffnll1SnTh2qVq0a3bt3T7H922+/JQMDA61d4sHKNw4+xrQkJSWFOnfuTHp6egSA+vfvr3LBt1wup6CgIHJxcaHffvtNsNoOHTqktBxZbvg5OjrS06dPVfaPi4sTrLaNGzeSt7e3ImhXr15NLi4uKotLf/vttzRq1CjB6mIfDg4+xrTkyy+/pBEjRlBGRgbdunWL3NzcqHXr1orwk8vlNHDgQOrfvz9duXJFsLqSkpJo8uTJBICWL1+uaH9f+AmlU6dOtHPnTiIi8vf3J1dXV0XoRUZGKt31gVdkYerw5BbGBJaYmIgdO3Zg8eLFCA0NVVyc/urVK7Rt2xbVqlXDkSNHYGZmJnhtJ0+exNChQ1GvXj1ERETg0aNHWL58Ob7++msAQFpaGnr06IEnT57g7NmzcHd3F7zGdu3aYfjw4cjIyMCyZctw5swZuLi4AADmzZuHOnXqYNCgQYLXxT4g2k5exnTNqVOnSF9fnwwNDVVuHRQREUHu7u5KPT+hvHnzhszNzenEiROKNn9/f9LT01Pp+Q0cOJBCQkIErS/X4sWLydraWqmnR5RzyYWTk5OgtzxiHya+gJ0xgbVv3x6BgYGQy+WYOXOm0jZHR0ecPXsWUVFR2L9/v0briI+PV/r6zJkzsLGxQceOHRVtEyZMwLJlyzBjxgysWLECAGBiYoK///4btWrV0mh9BZkyZQocHR1BRHj06BHkcjnCwsLwySefYOTIkeVq6TZWTmk7eRnTBYmJiTRo0CB69eqVou3AgQOkr69Ps2fPVtlf0729t2/fkq2tLf3yyy+KtmPHjpG+vj69efNGaV+pVEpVqlQhALRu3TqN1lVUMTEx5OvrSwDI0NCQ9PT0aPbs2XxOjxUJBx9jAjhx4gTZ2NhQjRo1ihx+mrZo0SICoAi/7Oxscnd3p+7du6sEiLu7O82bN48MDAzUXtIglPDwcGrRogUlJiYSEdHDhw/pxIkTFB0drbWa2IeHg48xDUpKSiJfX1+qX78+ffLJJ2Rqalquw+/atWtkampKnTt3pidPnpBMJiM/Pz9q2LAhERE1bdqU5s+fL3idRDmh5+rqSv7+/lp5fVZx8MotjGnQjBkzYGZmhqCgIIjFYrx58waffvop2rZti7Nnz8LBwQG9evVCYGAgHj16pNFasrKyYGBgoNSWu/pK7p3Uv/rqK5w/fx4jRoyAp6cnxGIx3N3dcfToUQCAtbU1xGLNTg34+++/cejQIdjY2GDChAnw8vICEeGTTz7BzJkzMWHCBI2+PtMB2k5exiqK7Oxsevv2rVKbs7MzBQQEKLW9e/eOXF1dVXp+mnT37l2ytbWl+vXr09y5c+nKlStKw5n5e35yuZxu375Nly9fpqysLCIiunTpEllYWNCzZ880VueYMWOoXr169OOPP1K3bt3I2NiYjh49SkSk8rNlrKQ4+BgrI1OnTiUvLy96/fq1oq1x48Y0depUlX1XrVpFAKhmzZqCrHqydOlSxev5+PiQWCwmOzs7GjlyJAUGBlJSUpJK+OW6fPkyTZkyhRwdHSkoKEhjNe7atYvq1aunWJHF39+fqlevrrIiC2OlxcHHWBnJvQYvb/j9+eefpK+vT2fPnlXad/369TRkyBCqW7cujRw5UpD6vv/+exKJRLRu3TqKiYmhTZs2Ud++fcnc3JwMDAzI19eXatSoQQBo/fr1iufFxsbS4cOH6d27dxqtb/DgwbR27VoiUl2RJSIiQiu3OmIVEwcfY2Uof/jJ5XIaPHgwGRsbk7+/P6WkpFBwcDC5uLjQ6dOn6cCBA2RoaEhSqVSQ+vKGX67MzEw6fvw4TZkyhdzc3Mje3l6wi9OlUikFBwcTEdGQIUPou+++Uwk9IqIVK1YorR3KWGlw8DFWQtnZ2WrvSJA//GQyGX333XdkbGysuO5szZo1RER0+vRpMjMzI7lcLljd6sIvr/yryWjSlClTqHfv3kREtHv3bjIyMlIZ3nz37h25uLjQ48ePBauLVWwcfIyVQHZ2NvXr14+MjY2pR48e9L///U9pooq6Yc+kpCS6efOm4pxeRkYGtWnThmbNmiV4/e8LP02TSqUUEhJCLi4uShfr9+nTh8zNzem3336j6OhoCg4OJh8fH/r222+1UiermDj4GCuByMhIcnFxIT09Perbty85OjoSAGrYsCHNnz+frl+/Ti9evFAJPyKitLQ0WrBgAdWqVYvGjRundDcBIWkz/CZOnEhubm40YMAApfbMzEyaPHky6evrEwAyNjam77//nldkYWWK787AWAmFh4ejbdu2sLCwwKlTpxAZGYmDBw/i0KFDuHHjBqpUqYKPPvoIx48fh5eXF27evAkTExMAwPXr12FrawtXV1etfg8//PADNmzYgNDQUFhYWGjsdY4ePYrffvsN2dnZmDx5MqpXr4727dtDIpHg8ePHKq+dkJCAV69ewdXVFaamphqri+kmDj7GSiFv+J0+fRqVK1cGAERHR+Pw4cM4ePAgTpw4gXnz5mHWrFlarla92NhYRd2a8PPPP2PNmjXo06cPbty4geDgYGzevBkNGzZE+/bt0bRpU+zfvx/6+voaq4GxvDj4GCulgsIvl1QqhZ6ebi6S9OOPPyIgIACnTp1CtWrVIJPJ0LNnT9y8eRPR0dG4f/8+2rdvjxYtWiAwMJDDjwmCb0vEWClVr14dZ8+eRVJSEtq3b4/Y2Fil7boaeuvWrcMPP/yA33//HdWqVQMASCQSjBkzBvHx8ZBKpahXrx5Onz6Ny5cvo1+/fsjOztZy1UwXcPAxVgbeF366qF+/fqhbty4GDRqEsLAwRfvp06fxySefKHp3ecPP399fW+UyHcJDnYyVodxhz3nz5mHs2LHaLkfr3r59i/bt2yMhIQFnz57F8ePHsXz5cly6dAn29vZK+z5//hzOzs6QSCRaqpbpCg4+xspYUlKSRmdIfmhyw+/169cwNzfH2bNn4eLiou2ymA7joU7GyhiHnjJbW1ucPn0aVatWhVQqhVQq1XZJTMdx8DHGNC43/KysrNC2bVulc36MCY2HOhljgsl7zu/atWuK2Z6MCYl7fIwxweT2/EaMGIEqVapouxymo7jHxxhjTKdwj48xxphO4eBjjDGmUzj4GGOM6RQOPsYYYzqFg48xxphO4eBjjDGmUzj4GGOM6RQOPsaKISEhAQEBAcjKytJ2KYyxEuLgY6wYwsPDMWjQICQlJZXJ8d69e4eAgAC+AStjAuLgY0yLwsLCMGjQIKSmpmq7FMZ0BgcfY2rEx8cjKCgIZ86cQXp6eoH7RUZGYs+ePUptycnJCAgIUHpeeno6zp49i6NHjyImJgYAkJqaiuPHjwMA9u7di4CAAFy5ckXxnLi4OBw+fBgnT55EfHy80mvExsYiICAAMpkMN2/eRGBgoOK46l6LMfYfPW0XwFh54+/vj5kzZ6JevXowNTVFdHQ09u7dC09PT5V9b9y4gREjRqBv376KtsjISAwaNAgRERFwdHTE/fv30aFDBzg7O8Pe3h7379/HrFmz8Omnn+LcuXMAgMOHD0NfXx8tWrSAj48P1q1bh9mzZ6NJkyYgIty6dQv/+9//MGDAAABAaGgoBg0ahG3btuHVq1eoWbMmateujZiYGLWv9cUXXwjzw2PsA8DBx1gely5dwqRJk7B7925FmD1//hwpKSklPubq1avRtm1b7Ny5EwCQlZWFEydOwNbWFgsXLsTx48fx559/wsrKCgBw7do1fPvtt7h8+TLq1q0LICcYBw0ahHbt2sHW1lZx7Bo1auDQoUOKrz///HO1r8UY+w8HH2N5bNmyBc2aNVPqwbm6upbqmMbGxggJCUFcXBxsbGxgYGCA7t27F7j/5s2bUaNGDYSGhiIkJAREBCJCdnY2bt68ia5duyr2nTJlSqleizFdxOf4GMvj5cuXaoc0S2POnDmwsrKCo6MjWrZsiZ9++knlnF1e4eHhSExMRGBgIPbs2YO9e/di3759+OSTT2Bqaqq0b9WqVUv1WozpIu7xMZaHlZUV4uLiiry/WCyGXC5XasvIyFD62t7eHocOHUJiYiLOnz+PpUuX4u+//8bDhw/VHtPCwgLu7u4ICAh47+uLRKJSvRZjuoh7fIzl0alTJ5w+fRqvXr1StMnl8gLD0MHBAenp6YiKilK0nTlzRmmfyMhIAIClpSV69uyJRYsWISQkBElJSTAzMwOgHJZdunTB2bNnERoaqnSc2NjY9144X9hrMcZycI+PsTyGDRuGgIAA+Pj4YPLkyTAxMcHOnTvx008/oW3btir7N2jQAPXq1cOAAQMwatQoPH78GH///bfSPvPmzUN8fDw6dOgAIyMjbNiwAZ06dYKFhQUMDAxgY2OD+fPno127dqhevTqGDRuGvXv3onXr1pgyZQqqVq2Ke/fu4ciRIwgODoaBgUGB9Rf2WoyxHNzjYywPPT09HD58GIsWLcLjx48RFhaGZcuWKUKvUqVK+Oyzz2BoaAgAkEgkOHv2LDp27IgrV67A3t4ep06dwmeffQYTExMAwF9//YWxY8ciLCwMwcHBGD9+PA4cOAAAMDIywsmTJ2FmZoaDBw/ixo0bkEgk2L9/P9avX4/Xr1/j2rVr8PT0RHBwMMzNzQEAtra2+OyzzyCRSJTqL+y1GGM5RERE2i6CMcYYEwr3+BhjjOkUDj7GGGM6hYOPMcaYTuHgY4wxplM4+BhjjOkUDj7GGGM6hYOPMcaYTuHgY4wxplM4+BhjjOkUDj7GGGM6hYOPMcaYTuHgY4wxplP+DxYUgnh1zz0AAAAAAElFTkSuQmCC", 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" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Toy sample labels for the demo (replace with your real sample column).\n", + "n = len(ds.cells.active_index(\"I\"))\n", + "ds.cells.insert(\n", + " \"demo_sample\",\n", + " [f\"s{i % 4}\" for i in range(n)],\n", + " overwrite=True,\n", + ")\n", + "\n", + "dp = splt.dotplot(\n", + " ds,\n", + " features={\"endocrine\": [\"Gcg\", \"Ins2\", \"Sst\"]},\n", + " group_by=\"clusters\",\n", + " sample_by=\"demo_sample\",\n", + " show=False,\n", + ")\n", + "dp.figure" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "57c7615e", + "metadata": {}, + "outputs": [], + "source": [ + "mp = splt.matrixplot(\n", + " ds,\n", + " features=[\"Gcg\", \"Ins2\", \"Sst\"],\n", + " group_by=\"clusters\",\n", + " value=\"mean\",\n", + " show=False,\n", + ")\n", + "mp.figure\n", + "mp.close()\n", + "dp.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "fe2b3a34", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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samplecategoryproportionn_cellssubject
0s0Alpha0.125293107d0
1s1Alpha0.135991116d1
2s2Alpha0.144197123d2
3s3Alpha0.126612108d3
4s0Beta0.177986152d0
\n", + "
" + ], + "text/plain": [ + " sample category proportion n_cells subject\n", + "0 s0 Alpha 0.125293 107 d0\n", + "1 s1 Alpha 0.135991 116 d1\n", + "2 s2 Alpha 0.144197 123 d2\n", + "3 s3 Alpha 0.126612 108 d3\n", + "4 s0 Beta 0.177986 152 d0" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ds.cells.insert(\n", + " \"demo_subject\",\n", + " [f\"d{i % 4}\" for i in range(n)],\n", + " overwrite=True,\n", + ")\n", + "\n", + "comp = splt.composition(\n", + " ds,\n", + " category_by=\"clusters\",\n", + " study_design=splt.StudyDesign(\n", + " sample_by=\"demo_sample\",\n", + " subject_by=\"demo_subject\",\n", + " ),\n", + " kind=\"per_sample\",\n", + " show=False,\n", + ")\n", + "comp.tables[\"per_sample\"].head()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "97831b49", + "metadata": {}, + "outputs": [], + "source": [ + "comp.figure\n", + "comp.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "ed9a79c7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "fig, axes = plt.subplot_mosaic([[\"A\", \"B\"]], figsize=(8, 3.5))\n", + "a = splt.embedding(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"clusters\",\n", + " target=axes[\"A\"],\n", + " show=False,\n", + ")\n", + "b = splt.embedding(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"Gcg\",\n", + " target=axes[\"B\"],\n", + " show=False,\n", + ")\n", + "splt.label_panels({\"A\": axes[\"A\"], \"B\": axes[\"B\"]}, labels=[\"A\", \"B\"])\n", + "fig" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "e92ce82e", + "metadata": {}, + "outputs": [], + "source": [ + "# Opt-in bridge: returns a PlotResult when the call is compatible.\n", + "result = ds.plot_layout(\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"clusters\",\n", + " show_fig=False,\n", + " use_plotting=True,\n", + ")\n", + "assert isinstance(result, splt.PlotResult)\n", + "result.close()\n", + "a.close()\n", + "b.close()\n", + "plt.close(fig)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b99648d4", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dist = splt.distribution(\n", + " ds,\n", + " keys=[\"RNA_nCounts\", \"RNA_nFeatures\"],\n", + " group_by=\"clusters\",\n", + " kind=\"violin\",\n", + " max_points=2000,\n", + " seed=0,\n", + " show=False,\n", + ")\n", + "dist.figure" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "b061e0f6", + "metadata": {}, + "outputs": [], + "source": [ + "hist = splt.distribution(ds, keys=\"RNA_nCounts\", kind=\"hist\", bins=40, show=False)\n", + "ecdf = splt.distribution(ds, keys=\"RNA_nCounts\", kind=\"ecdf\", show=False)\n", + "hist.close()\n", + "ecdf.close()\n", + "dist.close()" + ] + } + ], + "metadata": { + "description": "Publication-oriented figures with scarf.plotting (embedding, dotplot, composition, export).", + "jupytext": { + "text_representation": { + "extension": ".md", + "format_name": "myst", + "format_version": 0.13, + "jupytext_version": "1.14.1" + } + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.13" + }, + "source_map": [ + 13, + 23, + 49, + 58, + 68, + 78, + 82, + 91, + 100, + 119, + 130, + 139, + 159, + 162, + 171, + 193, + 206, + 215, + 228 + ] + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/docs/.jupyter_cache/executed/acd683fd5bc6b0409b701003f1f4daee/base.ipynb b/docs/.jupyter_cache/executed/acd683fd5bc6b0409b701003f1f4daee/base.ipynb new file mode 100644 index 00000000..1b4e3b33 --- /dev/null +++ b/docs/.jupyter_cache/executed/acd683fd5bc6b0409b701003f1f4daee/base.ipynb @@ -0,0 +1,374 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "bcb84945", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'1.0.0'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.33 s (started: 2026-07-04 09:39:39 +02:00)\n" + ] + } + ], + "source": [ + "%load_ext autotime\n", + "\n", + "import scarf\n", + "\n", + "scarf.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "bd4d18db", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 23.5 s (started: 2026-07-04 09:39:40 +02:00)\n" + ] + } + ], + "source": [ + "scarf.fetch_dataset(\n", + " dataset_name=\"bastidas-ponce_4K_pancreas-d15_rnaseq\",\n", + " save_path=\"./scarf_datasets\",\n", + " as_zarr=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "84a88a5a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 311 ms (started: 2026-07-04 09:40:04 +02:00)\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\n", + " \"scarf_datasets/bastidas-ponce_4K_pancreas-d15_rnaseq/data.zarr\",\n", + " nthreads=4,\n", + " default_assay=\"RNA\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "ecd06196", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", 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", 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xwa5du2Bubo45c+bkey9F5iqRSARfX1/cvXsXX79+BQA0a9YMlStX5s1V7969g7+/P28FHpD+HWnVqhVvrpo6dSrS09MRHBycr73ycuLECRgaGuZa1bW0tETt2rVL/VxVKsSWs7MzAPCWq/MjOjoaFhYW0NHRyXWtfPnyubZe7O3tZY6V3zVZfP78ucC+0dHRnD352RgeHg4AqF+/PvelFwqFEAqFWLp0KdLS0rgvn6qxtLQEAMTGxua69uXLF1hYWOTbX19fH/7+/ujQoQP69+8PCwsLjB07FsuWLYObm1u+v5+tW7fCysoq1wQvCzMzMwDSUBOyyL49nLMu8/0AgKFDh+L69et4+fIlZwsAfP/991ybixcvwsfHB5UrV8bt27eRkpICxhg2b94MQLqVXVjyEs3h4eFITk6Gnp4e7/0XCAS4fPkyz255UfZ9VaR/5vtibm5eaHtLEorMVVZWVnk+eNjY2JTIucrLyyvXXPX7778jJSUl15aXqlD2M21oaIirV6+iTZs26Nu3LywsLDB+/HgsX74clSpV4v1+rKysAEjFTnaMjIzg5eWF+/fv5/sArMxcxRjjbcf5+fnB398fb968ASB1vRAKhRg8eDDX5ty5c+jUqRP+97//4c6dO9xclRlPS5VzVWJiInR1dXPNVdeuXSv1c1WpEFvt27cHALmDv1lYWCAmJibPD1FERAT3ZclEW1tb5lj5XZNFph9FWFhYvjZm2pOfjZn/Pn36FBkZGRCLxZBIJJBIJNwefKYSVzU1a9YEAE50ZMIYw8uXL+Hu7l7gGOXKlcPmzZsRHh6OtLQ0vHz5El27dsWLFy/QtGnTPPtkTh6DBw/OUzDnhYODA0QiETfh54Ws3zWQ9aUEpP4p2tra2LJlCxhj2LZtG9q1awcHBweuza5du2BkZIT169ejcuXKnJ3yrGiZmpoCQC6RnNfnxcrKCubm5khPT+e9/5nv/bNnzwq8X06UfV8V6f/p0ycAWWKktKLIXBUVFZVnbKaSOle9fPlS5lxlYGBQaBvlQdZnUiKR4NWrV3LNVTY2NtiyZQsiIiKQlpaGFy9ewMfHB69fv+bNVbVq1ZI5hjy7DI6OjhAKhQrNVQKBgCcQBg8eDC0tLWzduhUSiQTbt29Hx44dYWtry7XZuXMnzM3NsWbNGlSqVEmtc5W1tTUyMjLynKsy/acKg7LvqyL9FZ2rSoXYat26NRo3boyVK1fKXPK8fPkyF/m1VatWkEgkOH78OK/NlStXEBUVhVatWqnV3o4dO0IgEOCff/6R2SbThiNHjvDqP378iJs3b3LXfXx8IBQKsW/fPvUZLIPWrVvDxMQkl43+/v6Ijo5Gz549FRp348aN0NLSkukU+/fffwOA3FuIgPTJtHbt2rh3757MNjmjykskEpw8eRKenp7c0yYgFYi+vr7Yvn07Tp8+jeDg4FzL8oDUQTb7MnRGRgb27NlToK0VKlSAQCDIFXT25MmTudr6+voiNjYW586dK3BceVH2fVWk/507d6CtrY0GDRoo/wKKMe3atUP9+vWxfPlyhISE5Nnm4sWLuHr1KgDpPJCRkZHrvb948SK+fPmi9rnKx8dH4bkqNDQUd+7c4c1VAoFAI3NV27ZtYWRklMvGzN+jonPVn3/+CR0dHYwcOZKr8/b2hp2dHa5cucJrm5iYiAcPHqBBgwb5bm+ZmJigZs2aCs1VdevW5W0/2traomPHjti2bRtOnTqF0NBQueaq9PR07N27V/YL/0bFihUBQO65KjIyUq5DAvKi7PuqSP87d+5AV1cX9erVK5yxhfLwKsaEhYWxmjVrcoECw8PDuaCm06ZN4wU1TU1NZXXq1GHly5dn//33H4uPj2f+/v6sQoUKrGrVqtzR+OyhH3KS6SCf0wm4R48eDACLjIzM194ZM2YwLS0ttmDBAhYcHMxiY2PZv//+y77//nuuTb9+/Zi+vj7btm0bi42NZY8fP2YNGjRgZmZmvCPVc+bMYdra2uyXX35hQUFBLCkpiT19+pQtX76cjRgxgmuXl4O8vb09c3V15dXJGyKAMcbWrl3LBAIBW79+PUtKSmKPHz9mVatWZXXr1s11tDyve33//ffszJkzLD4+nkVERLA//viD6erqsi1btuR5v7i4OGZgYMCaNWtWoG05mTdvXp5xtjId5Lt06cImTJjAwsLCWGhoKBs2bBgTCoXsv//+yzXWv//+ywAwR0dHZm1tnSuezpEjRxgANnfuXBYXF8devXrFunfvzn0+AgMDGWOy42x1796dlStXjl27do3FxcWxAwcOsNGjR+dykM/IyGDt27dn5cqVYzt37mTh4eEsPj6e3b9/n02bNo13IKAo39fC9Ges7MTZYkw6r1SvXp05ODiwbdu2cXNVZlBTLS0tLqhpSkoK8/T05AX+vXz5MnN2dmb/+9//uM9y9tAPOcl0kM/pBNylSxcGgMXGxuZr75QpU5i2tjZbvHgx+/DhA4uNjWUnTpzghTvo3bs3MzAwYDt27GBfvnxhjx49YvXq1WMWFha8OXLmzJlMR0eHLV26lAUHB3Nz1e+//85Gjx7NtcvLQd7GxoZVrVqVVydviADGpIdTBAIB27hxIy94ZYMGDXIF2s3rXoMGDWLnzp1j8fHxLDw8nP36669MV1c3zyDJBw4cYAKBgM2bN49FRUWxoKAg1r17d6atrc2uXr1aoK2zZ8/OM85WpoN8ly5d2JQpU9jHjx9ZSEgIGzJkCBOJROz8+fO5xjp27Bg3V9nY2OT6/h04cIA74BAfH89evnzJunTpws1Vz58/Z4zJjrPVuXNnVr58eXbjxg0WFxfH9u3bx4XKyO4gn56eztq0acPKly/Pdu3axSIiIlhcXBy7d+8emzJlClu1ahXXtijf18L0Z6yMx9nKJCkpia1cuZI1atSImZqaMl1dXVaxYkXm6+vLDh06xPuQZY9do6WlxWxtbdmIESPY58+fuTbqFFuMSU9F1qtXj+nr6zMrKyvm6+vLi7OVPXaNtrY2s7CwYD179mQvX77MNdahQ4dY8+bNmampKTMwMGDVq1dn06ZNYx8+fODaqENsMcbYtm3bWM2aNZmuri4rV64cGzlyJIuJicnVLq97PXjwgHXq1ImZmpoyMzMz1r59+3wDOmaeCsp5glEeQkNDmZaWVq7JMXucrczYNTo6Oqx27doyIwWLxWLm4ODAAMg8Vbp+/XpWqVIlpqenx6pVq8Z2797NnbQsSGxFRESwHj16MCMjI2Zubs5Gjx7NkpOTc4ktxqSfk+XLlzMPDw9mYGDATE1NWd26ddkff/zB4uLiuHZF+b4Wpn9ZiyDPmDTw6/Lly1nDhg25ucrV1ZV17tyZHT58mDdXxcbGsh9++IE5ODgwLS2tPGMCqlNsMSZ9LzNjY1lbW7MuXbqwx48fc9fT09PZwoULWeXKlZm2tjaztLRkvXr1yjMm4IEDB1izZs2YiYkJMzAwYDVq1GDTp0/n2acOscUYY3///TerUaMG09HRYTY2Nmz06NF5vv687nXv3j3m4+PDTE1Nmbm5OevQoUO+wunEiROsQYMGTF9fnxkZGbE2bdpwsQ8LIjg4mIlEolwR5LPH2dq4cSNzcXFhOjo6uWICZicjI4PZ2dkx5BOTcM2aNczV1ZXp6emx6tWrsz179nAnLQsSW+Hh4axbt27M0NCQmZubs7Fjx7KEhIQ842ylpaWx33//ndWuXZvp6ekxMzMzVq9ePbZixQoWHx/PtSvK97Uw/ZWJIC9gTM1H1QiiGDFs2DAEBgbyYqS8ePEC//vf/7B161aekztRNPzwww/w9/dHQEBAvidQCaIs8f333+PVq1e4ceMGV/fkyRPUrFkTO3fuxIABAzRoXdlk9OjRuHXrFu7fvw+hsHBeWKXCZ4sg5GXRokV49uxZLn89QjOEhITgr7/+wvLly0loEUQ2Fi9ejEePHuHUqVOaNoUAEBQUhC1btmDFihWFFloAoKUGmwii2FK+fHm1hcIgCo+joyNSUlI0bQZBFDvs7e2RmJioaTOIb7i4uCA1NVXh/rSyRRAEQRAEoUbIZ4sgCIIgCEKN0MoWQRAEQRCEGiGxRRAEQRAEoUbKpIO8RCLBx48fYWxsLHeiSoIgCg9jDF+/foWdnZ1CJ3jKOjRXEUTRoO65qkyKrY8fP8LR0VHTZhBEmSEkJISXO5KQD5qrCKJoUddcVSbFVmbuqJCQELUlaSYIAoiPj4ejoyMvXxshPzRXEUTRoO65qkyKrczleBMTE5rACKIIoC0wxaC5iiCKFnXNVeREQRAEQRAEoUZIbBEEQRAEQagRjYotxhj+++8/dO3aFW5ubrhz506BfebNmwc3NzfeT+fOnYvAWoIgCIIgiMKjUZ+tGTNm4NGjR+jatSuOHTuGpKSkAvuEh4fD2dkZq1at4up0dXXVaSZBEARBEITCaFRsLVy4ELq6uggNDcWYMWPk7mdsbAw3Nzc1WkYQBEEQBKEaNLqNqOiK1PXr1+Hp6YkWLVrg559/RkJCgootIwgiPw4dOoRt27Zp2gyCIIh8OXDgAHbu3KlpM0pe6AczMzNMnjwZzZo1Q1hYGH7++WecOHECt2/fho6OTp59UlNTkZqaypXj4+OLylyCKHW0a9cOZ8+eBQD07dsXenp6GraIIAgiNy1btsSlS5cAAH369JGpEYqCEie2Fi9eDJFIxJXr1KmDihUrYt++fRg4cGCefZYsWYL58+cXlYkEUWqxtbVFeHg4VyahRRBEcYMxBmtra0RHR3N1mhRaQAkM/ZBdaAGAo6MjXFxc8PTpU5l9Zs6cibi4OO4nJCRE3WYSRKlCLBZDIBDwhFZGRoYGLSIIgsiNWCyGUCjkCS2xWKxBi6SUOLGVk7S0NISHh8PU1FRmG11dXS4CM0ViJojCkZSUBC2trEVwGxsbMMZyPfgQBEFoksTERN5cZW9vD8aYWhJLFxbNW1AAc+bM4eJopaWlcatUAJCSkoJx48YhIyMDvXv31qSZBFEqiYiIgKGhIVdu3bo1b3WLIAiiOBAeHg4jIyOu3L59e4SGhmrQIj4aFVtHjhyBm5sbmjdvDgAYNGgQ3NzcsHbtWq7Np0+f8O7dOwCAtrY2rKysULVqVTg6OsLc3Bz379/HuXPn4OrqqomXQBCllhcvXqB8+fJc+YcffsC5c+c0aBFBEERunj17BltbW648ceJEnD59WoMW5UbAGGOaunlcXBw+ffqUq97KygpWVlYApGo1OTkZFSpU4LUJCwuDubk5DAwMCn3f+Ph4mJqaIi4ujrYUCSIP/P39uYcgAFi1ahXGjx9f6HHou6Yc9PsjiPy5fPkyWrRowZXXrl2LsWPHFnocdX/XNHoa0dTUNF9fKwC8J+vs2Nvbq8Mkgijz7N69GwMGDODKR44cQdeuXTVnEEEQRB7s2rWLF4Xg+PHj8PX11aBFsin2PlsEQRQdixcv5gmt27dvk9AiCKLYsXDhQp7Qunv3brEVWkAJjLNFEIR6GDx4MHbs2MGV3717l2v7niAIQtMMHDgQu3bt4srv37+Hi4uL5gySAxJbBEGgbt26uHfvHleOjo6GhYWFBi0iCILIjZeXFx48eMCVY2JiYG5urkGL5IPEFkGUYRhj0NHR4QUoTUlJUThvKUEQhDpgjEFbW5sXoLQkzVUktgiijJKenp4rhYVEIoFAINCQRQRBELkpDXMVOcgTRBkkLi6ON3lVq1YNjLESNXkRBFH6yTlXVa9evUTOVSS2CKKMERISAjMzM67cq1evfHOLEgRBaIKcc1WfPn3w5MkTzRmkBCS2CKIMERAQACcnJ648Z84c7N+/X4MWEQRB5CavuWrv3r0atEg5yGeLIMoIp06dgo+PD1fesmULhgwZokGLCIIgcnP69Gl07NiRK5eGuYpWtgiiDLBhwwae0Dp37lyJn7wIgih9bNy4kSe0SstcRStbBFHKmT59On777Teu/PjxY9SsWVODFhEEQeRmxowZ+PXXX7lyaZqrSGwRRCmmc+fOOHHiBFcOCwuDnZ2dBi0iCILITdeuXXHs2DGuXNrmKhJbBFFKcXFxQXBwMFf++vUrjIyMNGgRQRBEblxdXfHu3TuuHB8fD2NjYw1apHpIbBFEKUMikUAkEvHq0tPToaVFX3eCIIoPZWmuIgd5gihFJCcn8yYvU1NTSCSSUjV5JSYm4s2bN3jz5g2SkpI0bQ5BEAqQkpLCm6uMjY1L3VyVHRJbBFFKiIqKgoGBAVdu0qQJvnz5UuIiLedFbGwsfv/9d9StWxcmJiaoXLkyKleuDBMTEzRo0ACrVq1CXFycps0kCEIOoqKioK+vz5UbNWqE+Pj4UjFXyYLEFkGUAl6/fg1ra2uuPHLkSFy5ckWDFqmOFStWoEKFCjhw4AB8fX3x77//4sGDB7h//z6OHz+ODh06YMeOHahQoQLWrVunaXMJgsiHt2/f8uaqYcOG4fr16xq0qGgonet1BFGGuH79Ory9vbnyb7/9hqlTp2rQItUhFotx5coVXL16VeYR8I4dO2Lu3LkICAjAggULMHbsWLXZ8/XrV4SFhcHZ2Zn3ZJ4X4eHh+PLlC69OT08PLi4uarOPIIozN2/eRKNGjbjysmXLMH36dA1aVHQIGGNM00YUNfHx8TA1NUVcXBxMTEw0bQ5BKMz+/fvRp08frnzgwAH07NlTgxbxKS3ftWfPnmHlypU4fPgwoqOjcfXqVZ7AzYthw4Zh//79vOPr//vf/3DkyBG571tafn8EcfjwYfTo0YMr79u3D71791brPZlYjJRbj5EREQ0tG0voNXCHIIdDfibq/q7RyhZBlFB+/fVXzJgxgytfv36d99RY2hCLxRgzZgz8/PxQv379Ir33+fPn4eXlhfHjxxcqyGLHjh1LdD43glAFy5cvx5QpU7iyPA8rypJw0h9Rs1ZB/DGSqxPZWcNq8QQYdWqm1nvnBYktgiiBjBgxAn/99RdXfv36NSpVqqRBi9SPQCDAq1ev0LBhQ1SrVg1+fn4YOHAgz/9DXYwfPx4AEBQUVKh+jDEEBwfD3NycVqaIMsmYMWPw559/cuWXL1+iSpUqar1nwkl/RPjNBnLs24k/RUrrtywqcsFFDvIEUcLw9vbmCa3IyMhSL7QAQCgU4tKlS3jz5g26deuGlStXwt7eHt27d8e///4LsVisaRNzsX//fjRs2BDlypVD7dq1cfPmTU2bRBBFRosWLXhC6/Pnz2oXWkwsRtSsVbmElvSi9J+o2avBini+ILFFECUExhiMjIx4J3eSk5NhZWWlQauKnooVK2LhwoUICgrCiRMnoK2tjW7dusHJyQk//fQTwsLCNG0iAKBp06Z4/fo1Pn78iNjYWHh6esLHxwcfP36U2Sc1NRXx8fG8H4IoaTDGYGlpicuXL3N1SUlJMlehmViM5OsB+Hr4PJKvByglhFJuPeZtHea+GSAO+4yUW48VvocikNgiiBJARkYGhEIhEhMTuTqxWAw9PT0NWqVZEhISEBwcjODgYEgkEri7u+P06dOoWLEitm/frmnzMGjQIG7FUV9fH+vXr0dqaiqOHj0qs8+SJUtgamrK/Tg6OhaRtQShGjLnqpiYGK5OLBbLPL2bcNIfwZ698LHreHweOR8fu45HsGcvJJz0V+z+EdEqbacqSGwRRDHn69ev0NbW5soVK1YEYwxCoYq+vhIxEHEZCNoj/VdS/LbjMmGM4fLlyxg0aBBsbW3xyy+/oEOHDnj//j1Onz6NgIAAbN++nXdwoLigp6eHcuXK4cOHDzLbzJw5E3FxcdxPSEhIEVpIEMqRmJjIm6scHBzynasyfatyrkRl+lbJElz5rYRp2VjKZau87VQFOcgTRDEmLCwMDg4OXLlLly75rowUmpDDwP0JQFJoVp2BA+C1CnDsrrr7qACJRILKlSsjJCQEnTt3xuHDh9GmTZtcE3nPnj0xbNiwIrfv06dPSE1NhYuLCxhjufK+BQUFISQkJF+fFV1dXejq6haFuQShUj59+sQLc9KhQwecOnVKZvsCfasEUt8qww7evHANBZ0y1GvgDpGdNcSfIvMeWwCI7MpBr4G7Aq9ScQr9aJyamopTp07hxx9/xIABAzBgwADMnDkTp0+fRlpamjpsJIgyyePHj3lCa8aMGaoXWld78oUWACSFSetDDqvuXipi1KhRCAsLw8GDB9GuXbs8n5i1tLSQkJCg0vvGxcXhxYsXePv2LQDgw4cPePHiBaKjs7YiZs6cia5duwKQ+tLVq1cPO3fuxP3793H48GH4+PigatWq+O6771RqG0FommfPnvGE1qRJk/IVWoBivlXyrIQJRCJYLZ4gvZAz+8+3stWi8TLjbakLucVWYmIi5s2bB0dHR/To0QOXLl3iHDgvXryIbt26wcHBAfPnz6fksAShJGfPnkWtWrW48saNG7F06VLV3UAilq5o5Xdk5/7EYrWlKBQKMW3aNM7JViKRoKhiMp87dw5du3bF2LFjUbVqVSxYsABdu3bFgQMHuDa2traoUKECAMDAwAC7d+/GlStXMGrUKGzYsAH9+vXDnTt3Cow8TxAliUuXLqF69epcee3atVi+fHmB/QrrW1WYU4ZGnZrBZssiiGz5Dvkiu3Kw0UDYB6AQ24j/+9//4OXlhW3btqF169bQ0dHhXU9LS8O5c+ewefNmuLm55euXQBCEbLZs2YKhQ4dy5VOnTqFDhw6qvUnk1dwrWjwYkBQibWfTXLX3VgLGGLZu3YqVK1fi5cuXEAqFcHNzw5QpUzBgwAC13bdnz54FRuZfsmQJr+zm5sYL0UEQpY2dO3di0KBBXPn48ePw9fWVq6+8PlPp76TzVGFWwvQbe8CoUzMYdvCWO4K8upFbbB09ehSenp4yr+vo6MDHxwc+Pj548OCBSowjiLLG7NmzsXjxYq4cEBCA2rVrq/5GyZ9U266ImDt3LlatWoUxY8Zg3rx5YIzh9u3bGD16NMLCwoqlYzxBlEYWLFiAuXPncuW7d++iTp06cvfXa+AOoa0VJJ+i8m0Xv/MEzCcNVOiUoUAkgn5jD7ltUidyi63sQiskJCTfI8n5iTKCIPKmZ8+eOHToEFcOCQnh+WypFH1b1bYrItauXYsDBw6gbdu2XF2PHj3g7e2N0aNHk9giiCJgwIAB2L17N1d+//59oROsC0QimA7qjNhlW/JtJ/4oXa0qrqcM5UWhs+MuLi5o37499u/fj9TUVFXbRBBlDjc3N57QiouLU5/QAgDrJtJTh7k8SDMRAAaO0nbFCLFYnGdONW9vb2RkZGjAIoIoW3h4ePCEVkxMTKGFVibaFeWLI5cREc2dMsxvyhLZF/0pQ3lRSGxdvnwZtra28PPzg52dHSZMmIBHjx6p2jaCKPVIJBIIBAK8fPmSq0tLS1N/Hj2hSBreAYDMIzteK6XtihGNGjXCnj17ctXv2bMHjRs31oBFBFE2YIxBJBLh4cOHXF1qairMzc0VHrMwq1XF9ZShvAiYEsd5EhISsG/fPmzZsgU3btyAp6cn/Pz80K9fP6XeAHUTHx8PU1NTxMXFUXJYQmOkpqbyIsDr6uoiOTkZAoGsRzc1kGecLUep0FJBnC1VftcYYxg/fjzWrVuHDh06oE6dOmCM4e7duzhz5gwmTpzIHT8XCoWYPHmy0vZrGpqriOJAWlparvhvmQ+KysDEYgR79iowJpbz/f2ciMozzpZ9OVgtGq/UKUN1f9eUEluZSCQSrFu3DlOnTkVaWhr09PTw/fffY/HixbCwsFCFnSqFJjBC08TExMDSMuuprm7durhz545mjJGIpacOkz9JfbSsm+S/olWI9qr8ronFYnh5ecnVVktLC/fu3VPqfsUBmqsITcLEYkScvw7b9lkipkaNGggMDFTZPTJjZ0lvmO3CNx2XV6gGJhar/JRhsRZb79+/x9atW7Ft2zbExsaiT58+GDZsGD5//owlS5ZAW1sbV65cUaW9KoEmMEKTvHv3Dq6urlz5+++/x9atW/NuXFghpG4KGXGevmvKQb8/QlMknPTHo2lL4P3iDFfXydQee3btVnmcKnWtVhWGYim2du3ahS1btuDy5cuoW7cuhg0bhu+++w5GRkZcm/j4eFhaWiI9PV2lBqsCmsAITXH79m00aNCAK//yyy+YOXNm3o2LWyqdzIjzudb7vz2CNjmYyy76rikH/f4ITZBw0h8XB05Ely8Pubpx+o6YaOQMIO/VJmVRx2pVYSiWYsvS0hL9+/fH8OHDUbNmTZntli5dih9//LHA8TIyMvDlyxeYmprykljmh0QiQVJSEk/gyQtNYIQmOHLkCLp3zxIj//zzj+zULQoIG7UiEQPHXfIJhCqQCsHO73krb6r+rjHGcPToUdy4cQOxsbG8ayKRCBs3blT6HsUJmquIooaJxdhWqQn8gm5ydUuNKqOnno20kIcfVWlA3d81hU4jfvz4EatXr85XaAEoUGiFhoZi9uzZcHJygrW1Na5fv17gvRljmDVrFszMzGBhYYEKFSrg33//LZT9BFHUrFy5kie0/P39ZQut4phKpzAR59XI9OnT8d133yEwMBAJCQm5fgiCUI61P/7ME1rbTWpkCS0gz5yFRMHIHdQ0O7q6usjIyMCJEyfw/PlzAEC1atXQqVMnaGnJP+Tu3buhq6uLY8eOoV69enL1WbVqFdatW4ezZ8+iTp06WL58Obp3747AwEBUqVJFkZdDEKonm6/VuAX7sW7rUe7SixcvULVqVdl9i2MqnWIScX7r1q24cOEChXkgCDUwffp0/Pb7b1z5XzMPVNUyzLNt0pX7ubb6NL0VWJxRSGw9f/4cvr6++PjxI+fo++bNGzg6OuLEiRP5/yHJRma059DQ/P6w8FmzZg2GDRvG+b1Mnz4df/75JzZu3Ig//vijkK+EINRANl+rVr8AF59mXYqIiEC5cuXy719MhA2PYhJxXiwWFyolCEEQ8tGlSxccP36cK183rwsbka7M9l+Wb8fXvadgtXgCjDo1y9vJ3c6au17WUWgbcfjw4fD09ERYWBgCAwMRGBiIjx8/onbt2hg2bJiqbeSIjIzEu3fvckWQbtq0KW7fvq22+xKE3HzztWKJobAayRdaiVuAcqnXCh6jmAgbHsUk4nzTpk1x5syZghsSBCE3FStW5AmtJ9V9YaMlW2hlIv4UiQi/2Yiatx4RfrNzJYrOvJ5w0l/lNpc0FFrZunfvHoKDg3mBS83NzbFmzRqFw/bLQ2Sk9I20trbm1VtbW+PWrVsy+6WmpvLSCsXHx6vHQKJs883XSixh0BrIv5SxExAJBVJfK/su+YdvyBQ2SWGQGenPwKFoU+lkRpy/2lN6/7wC4qg54jxjDC4uLujbty8GDRoEV1dXXlDF0hLIlCCKColEAlGObb709HSk/HddGvsq51c9J9+uxa3fK9vFVABEzV4Nww7e+W4plvYtSIXElrOzM75+/QobGxtefXx8PJydnVViWF5kTqxiMd8xOCMjA0Kh7EW6JUuWYP78+WqziyAAAJFXkRgTCqOhWVX25kDo2sySnL5WxUDY5Iljd+kpyDzDUaxU++lIiUQCf39/VKlSBbdu3cr1gKWlpUViiyDkJCUlBfr6+lzZ1NQUsbGxEAgE0m2/LYtybQvKJL+gBtkc6vUbe+TZpCxsQSoktiZOnIj+/ftjzZo18PT0BAA8ePAA48aNw8SJE1VpH4/MVBwRERG8+oiICNjayt5SmTlzJm8Sjo+Ph6OjfAkwCUJePgU/g102odXeHTg9I4+G8vhaaVjY5GuXfReNBFrNmZeNIAj5yLlqlFDJDuXKl+eue3t74+pV/klio07NYNjBGzG/bsWX5duVtiEjIjrPei6CfA69lrkFCTXE9NIEComtadOmITExEfXr1+dWlCQSCQDg2bNnmDp1KtdW2ePYCQkJyMjIgJmZGUxNTeHu7o7z58+jV69eAKSrXBcvXsSoUaNkjqGrq5srrxNBqJJnz56hev2xXHlie2DFQBmN5fW10qCwyRehqOhOQRJEGUSVW2o5V42CxMloHXufuz5ixAiZ8ekEIhEMmnqpRGzllXSaicWImrVK6S3IkoBCYmvXrl0quXlqaiq+fv3KBSeMi4tDVFQUDAwMYGBgAEC6inbr1i08efIEADBr1iwMGDAAjRo1QsOGDfHbb78hIyMDo0ePVolNBFFYLl26hJYtW3LltYOBsW3zaqmArxUJmzz5+PEjPnz4gIyMDK5OIBBQSAiixKPKLbWcq0YP0uPROy4rPtbCIaMwe+Of+Y6h18AdIjtr2cmiC+JbEFS9Bu65LqXcepz/NqUcW5AlBYXEVteuXVVy8yNHjmDcuHEApFHphw6V7sFMnz4d06dPBwAYGxvzHPF79+6NlJQUrFy5Ej/99BNq1qyJixcvony2JVGCKCp27NiBwYMHc+Xjf/8IX71l30py+loVt/yHxZjg4GD07ds3zwMxIpGIJ74IoriTcwVLHP0FEcN+VsmWWs5Vo9OpUfjh6wvu+moTN/g++AwmFue7aiQQiWC1eIJ8DvMysFo0Ps97yNpaVLRdcUapRNSJiYm5UmYAgIODg1JGqRtKgUGoggULFmDu3Llc+e7du9IYUHnmNHTM29equOU/VDGq/q516dIFpqamWLJkCZydnREZGYnbt29j3LhxmDFjBoYPH64Cq4sPNFeVXvJawYJQCHxzycmFnGlymFiM5OsPEb/3NBIPSMOk/J0chiWJ77k2+0zd4aUt/TzZHV0t16pRnvYWgNDKDNa/TZUpEJOvB+Bj1/EFjiOvjcpQLHMjPn78GIMHD5bprKqEfisSaAIjlKV///74559/uPL79+/5YU/kWa0qbvkP1YCqv2sWFhZ48eIFLC0toa2tDbFYDIFAgBs3bmD48OF4+vRpwYOUIGiuKp3IcgqXh/yER8JJf0RO/hWS2KzwRj8nvME/KeFc+by5F1xEWacQTUb2gvWiggUPkLUSl/4pEtGz10AS80XmaxBamcH50SEIdXTyHS/Ys5fsLcoizMOo7u+aQtuIw4cPR+XKlbF+/XreFh9BlAVq166NR48eceXY2FiYmZnxGxXkayURA/fGI1/PUHlicpUhxGIx4uPjuQj8xsbGiIyMRLly5VC9enUEBQVp1kCCkIN8ncLlIN9TfUNm8+r6fXmMOxlZwuu2RX1YCrV5beI3HoB+g1pybU8KRCLoN/aAPgChnm7eW4vfnhWtf5uar9DKHE/mFuW3cWRtQZY0FBJbT548wZkzZ3L/gSGIUgxjLFc8t9TUVOgUMKHkydPFQHJYfncr+vyHxZycK+YeHh5Yu3YtJk+ejA0bNqg1xh9BqIoCncILQNapvsifVmaVGUOdmNuIY1k+jE8sG0JPkLdoUeTEn6xYXCK7crBaNF5u3zJVjVPcUTioaXx8PIktomwgESMt7CJ0nfhHDCUZ6RBEXSu8Y3vIYSBwbsHtgKLNf1jMEQqF6NGjB1f+5Zdf0KlTJyxcuBAGBgbYu3evBq0jCPlQ2Nm7gFN9kk9R0vEZg1v0dd71V5aNIcyWbSEnip74y4zFpWyYClWNU5xRSGxNmTIFY8eOxaZNm/INJkoQJZ6Qw/hy5QeYD/jIVdVy0cbDwxOBExUK79j+LaWP3BRl/sNijlAoxL59+7hyo0aNEBoailevXsHZ2ZlcGogSQV4rUwVSwJZapoBLZGLUir7J1dsJdXHFoq5ct0i6cl8hoZO5tagsqhqnuKKQg7yRkRESExMBAAYGBrz8ZIDygUzVDTmdEnIRchjBh3vAZWJWVb9GwO6xsjrI4dgecRm40EK++xs4Ap3fl2ifLfquKQf9/kofTCxGsMc3p3A5EVqYwvqPafme6nvYeRQaxdzh6pprm2OzaXWFbCxtqXLkoVg6yKsqqClBFFskYtzfPxp1spIhYF53YG4P2V3kcmwvzLag5x8lWmipg7t37+LAgQP49ddfefUTJkzA0KFD4e6ee4uFIIoTApEIJoM6I3bZ3/J30tOBYQdvmZHl3xqLeEJrqL49ZhpWUNjG0pYqpzig0aCmBFFcObn7V/hO/cyVt48CBskV+L0Ax/bCbAvqWsvftowwfvx4rFixIld9t27dMHnyZJw/f14DVhFE4dCuWLhYlJKPkYhdsRPxO4/niiz/tHcTdJqdlft3nqErBijrfpAtVY5B24ZIvfu01PpSFRUKiS2CKHEUIkr7unXrMG7cT1z5wk9Ay8KuxieGSLcMc97PugmgYwGkxRQ8BjnH5+L+/fuoVatWrvpatWrh7t27GrCIIAqPIn5bea2EHXz3BNNmH+HKm0yqoaWOhVK2cXxLlRPs3h2S6DiuuixuMaoCYcFN8ubs2bMYMWIE2rdvj9atW/N+CKJYEXIYOO4i9ZW60U/673EXaX0OJk+ayKWQAoCnyxQQWgBw6/u87ycUAVXldJAn5/hc2NjY4M6dO7nqb926BSsrK7Xd98uXL1i9ejWqVasGLS0tXL9+veBOAFauXImKFSvCyMgIjRo1wu3bt9VmI1FyyMw3CNkHBAtkddIHTEt4zZWPmtVWndDKRnahBWRtMSac9Ff5vUozComtzZs3o1evXhAKhThz5gxq1KiBpKQkXLhwAfb29qq2kSAUJzNKe/ZTgwCQFCatzxRcEjE6eFfGipWruCYf1wLVFM48lSPlRub9AhcARq6Adn4OmAKpc3xhElaXEb7//nsMHjwYR48eRVRUFCIjI3Hw4EEMGzYM33//vdruu3TpUrx+/Rq//fYbxGKxXFky/vrrL8yaNQurVq3C27dvUa9ePbRt2xYfP34ssC9R+jEZ6KtwYNPJX19iddIHruxvXgc1tIxUZFkBfLM5avZqMLG4aO5ZClDoNGK1atWwYsUKtGvXDgKBgJt45s6di6dPn+LgwYMqN1SV0AmfMoJELF1Ryim0OATScA0ey+Ho1Ruh0VlfhYS/AUO9IrEyt01AqUjVA6j+u5aeno7Ro0dj69atkHzLIScSiTBixAisWbMGIjX7kgQFBaFChQq4evUqvL29821bpUoVdOzYEStXrgQASCQS2NnZYcSIEViwYIFc96O5qvShSI7B7PjGBuC5OJErP7BoABOhZjyCiiJnYVFRLE8jvnnzBs2aSfdrdXR0kJiYCENDQ0yYMAEVK1ZUqYEEwZHd70qvnPQJK/WzbB+syKv5CC0AYBAnhEDLpRevNmMnIFJ4g11JDBzyTlhNAAC0tbWxefNmLFy4EI8fP4ZAIECtWrVgY2OjadN4REZG4vXr12jRIivMh1AoRPPmzXHjxg0NWkZokgJzIuZMWZMNxhgq5whW+syyEXQEmpqslAjQWgZRSGylp6dDT0/62O/g4IDAwEA0aNAAMTEx3NMmQaiUkMPSYKCyxFNeAUULcDBPSgUM/bLKlkZA5AYgn0DL6kHXGvBcARjYyx+Fvoxja2vLBVQujonvP32SfvYy8zhmYm1tjSdPnsjsl5qaitTUVK4cHx8vsy1RspArJ6KMa2lMgmrRfJH+2rJxrhiXqkJoZQZJ1JcC2ykUoLWMorQk7tu3L7777jtMnDgRnTp1QocOHVRhF0FkIcvvKjtJocDVHkBwti3sfBzMP8fxhVaLakDURg0ILQBIjZQKLZvmJLRkkJCQgB07dvDqdu/eDTs7OxgbG2PgwIFITk7WkHXyIxQK8xWHS5YsgampKffj6OhYhNYRysDEYiRfD8DXw+eRfD0glz9T8vUAhbYO4yUZPKHlJjLAGytvtQgt04kDYXd0NZwfHcrfgV8AiOzzTh1E5I1CYiswMJD7//z58zFq1CgEBQWha9eu+Ouvv1RmHFHGkIil4RKC9kj/lYizpbeRc/XiRl8geJ+0f1IYoJv7hNrLj4DNmKzymNbAxVkqsF8ZKMxDvqxduxavXr3iym/fvoWfnx8aNGiA2bNn4/Lly7kCnWqSzG3NyEj+H9fPnz/nu+U5c+ZMxMXFcT8hISFqtZNQDQkn/RHs2Qsfu47H55Hz8bHreAR79uJO7CWc9Ef40J8LPW6YOAWeMbe4cicdK5w091SZ3dkRWpjA8seh0G/sAaGODqwWfzs1nVNwFZA6iMgbhbYRa9SokTWAlhZmzJihMoOIMkpe24QGDoDr8AL8rnLAxMD1vjIvX30BNF2YVV4xAJhYHBZjKcxDvuzcuROHD2eF6jh06BAcHR1x4MABiEQi1KlTBxMnTsTcuXIm+FYzNjY2qFixIvz9/dG5c2cAUgd5f39/+Pn5yeynq6sLXV3dojKTUAGy/LAyQySkjPkOcev3FPrk4ZOMBHT98pAr/6DviAmGzsobLAPrP6bzxJNRp2bAlkW5nPlFduVgtWg8xdkqJAr7bN29exeNGjXi1d+4cQN169aFtra2SowjygiZ24Q5Z6OkMCBQdX88994EvlubVT40EeguX45WNfLtRCSFeciXN2/e8A7fXL9+He3bt+dOH9arV0/jq0BDhw7Fo0ePcO/ePQDAlClTMGPGDLRv3x716tXDkiVLEB8fjxEjRmjUTkJ15OuH9S0Ke9yf+wottC6lxWB4/DOu/KtRZXTXU9EhEIEAyLaVLbA0hXHPthCZm4CJxbkEl2EH7zxTBBGFQ6FtxAULFuDSpUu56i9evIhFixYpbRRRhsh3m1B1js9LjvGF1s15KhRaQn0FO35bj/daSb5aBWBhYYG3b98CAMRiMa5fv46GDRty1798+QIzMzO13X/Lli3Q0tJCpUqVAADNmzeHlpYWfvnlF66NWCxGRkYGVx4zZgx++uknDBo0CJaWljh79ixOnz4NJycntdlJqJ78fLFSbj3O3w+LASjkobHdyZ94QmuHSQ3VCC2B9Mdm83zYHV0Nk5G9IbQ0A4uOQ/zGA7m2PrluIhH0G3vAuHtr6Df2IKGlIArF2bKzs8ODBw9Qvnx5Xn14eDjq1auHDx8+yOhZPKDYNcWIiMvSCOtqxG8TsDXb/PF2BVCxnOz2CvG/aUDQP0BymPx9DBxLfZgHVX3XhgwZgrdv3+LHH3/EmTNnsGnTJoSEhHBR448ePYpdu3apLcYfYwziPAI4ikQizlFZIpGAMabSWF80V2mWvGJiZU9X8/XgWXwevTCfEQrHksT3+DvbHHLKzANVtAxVMrbIPmv7T2YIim/PfzZlMAF1sYyzFR8fn+fEk5GRgehoirtBFAI1O4bX/xm48zarHLUBsDRWw42C9wK+74DnS2VsfX6bxWrOA4wrF5ifkeDzyy+/oGvXrvDx8YG2tjbWrl3LS8+zZs0azJ49W233FwgE0NLKf7oUCjUX74hQPfL4Yn3de0pl9xse9xSX0mO58g2Leign1FFoLLPJg6HfuDYAAcRRsbztP3m2PqNmr4ZhB29axVIhComtRo0aYdmyZVi1ahX3VMcYw5IlS3hL+wRRIGpyDGcM0B8CpKZn1SVvBfQUm7sKJikEiL4B1PwZMKuRt7N/KV/FUie2tra4ffs2IiIiYGxsDAMDA971HTt2UKowQmUUKEgAxK3bo7L7NYu5izBJVny1R5YNYShQQOgIpA7sFtOHyBRK8mx9isM+I+XW41ITHb44oJDYWrp0KZo2bYorV67A29sbjDFcu3YNb9++hb8/JackCoFlI2l4htQolQ2ZngHoDObXiXcCal94yFylc+wO2HfJinZPq1gKwxjjlvcByAybkCm0YmNjYW5uXmT2EaWTAgWJipAwhio5osK/sGwMLSViaBUUkkHeqO8UHV61KPTnx9PTEwEBAWjcuDHu37+PgIAAeHt7IyAgAF5eXqq2kSithBwGTrqqVGjFJ/GFVhVbgO0uAqEF8FfphCJpkFKX7yhYqRJIJBK4ublhyZIl+Pz5s8x2oaGhmD9/Pi8sDUEoSsLpa2q/RwoT84SWsUCE10oILaG5iVy+VvJGfafo8KpF4eyVlStXxrp161RpC1EWyMxvGHoMeLlSpUOHRgOO47PKPeoCByeq9BYyoPAN6kIkEuHy5cuYMmUK5s6dizp16sDLyws2NjZgjCE8PBx37tzBw4cP0alTJ1pZJ5Qm4aQ/4jfuV+s9YiTpqBdzmyvX1TLBHjPlorHbbF4Ag6YFL3boNXCHyM4a4k+ReW+TftuKpOjwqkXpVOHJycnYtWsXYmNj0b59e7i70xtEyKCg/IZK8DAI8MgWBf6nLsDi3iq/TR5Q+AZ1U7VqVZw8eRIvXrzAvn37cP36dVy8eBEA4OjoiC5dumDPnj1cWAaCUBTOV0uNBImT0Tr2Plfuq1cei4yU+Ox+E0dSh3g5motEsFo8Qer8nzPxNUWHVxuFCv1w9+5dzJ8/HydPngQgXeJv3Lgxbt26BQMDA4jFYpw9exZNmzZVm8GqgI5TawBZgUtVwH+PgA7ZMrVsHg4Mba7y20jRtZbmMsykDIRvUAb6rikH/f6KluTrAfjYdXzBDRXkQXo8esc95so/GrhgmIGD4gMqEaohz7AW9mU3OnyxCv2wbNkyDB8+nCv/+++/uH//Pu7cuQMvLy9MmTIFv/zyS7EXW0QRU9j8hoVg00Vg5N9Z5TMzgLZqWVz9tlXY6Y301CE5vhNEqUOdTuGnUqMw/usLrrza2A0d88jdWhiUSZ1D0eGLlkKJrWvXrmHjxo1c+dy5c2jVqhXq1pWG4p46dSrq1KmjWguJkk/kVbVsHf64F1h2Iqv8aAngrpbg3Nm2CrV0pA7vBEGUOtTlFL45KRRLk4K48n5Td3hqK756IjQ3gc3mBdBvXFspcZQZHZ5QP4USW0lJSbzoyLdv30anTp24soWFBeLj41VnHVE6UEPg0m4rgKP3ssqhawB7C5XfRgrFyCKIMkFG9Bfp0eVCptjJj9kJb7A3JZwrnzf3gotI0RRfUiSx8RCIhLQKVYIo1IF4Nzc37N27FwDw9u1b3L9/Hy1btuSuv3nzhpxUidyoOHBppcl8oRW/WQ1Cy6kP0OgfoNUloPN7EloEUcpJOOmPz8N+VqnQ+u7LY57QumNRX2mhlQnFwSpZFGpla+rUqejXrx+2bNmCt2/folatWryI8UeOHEGPHj1UbiRRwrFuIl0dUnIrUSIBRAP5dek7AC1VPtxpmwL1/wKceqlwUIIgihNMLOb5KunWrS47Yrwi4zMGz5hb+Mqy0to9sWwIPUWiwsuA4mCVLAoltnr37g0TExMcO3YMbdq0waRJk3j5wFJSUjBp0iSVG0mUcIQiwPk74PlvCg+RkiZNv5OJkZ50RUuJQMu50bUGuoRK/bKIYsuZM2ewdetWfPjwATdu3AAArFy5En5+fnRij5BJpsBKOH0VCQfPQhIdl3XR2AD4mqSS+2QwBrccUeFfWTaGUFWTFcXBKpEUOs5W+/bt0b59+zyv/fLLL0obRJQCMgOXZp7Ys2wEvN2i8HBRXwHrUVnlRpWB6/OUNzOLb5NgvQ0ktIo5u3fvxpgxYzBo0CAcPHiQq09JScHvv/+OBQsWaNA6oriSV5gDHioSWolMjFrRN7myvVAX/hZ1CzeIABCamUASm4f/M8XBKrHI7bM1f/58JCQkFNju69evmD9/vlJGESWYkMPAcRfgQgvgRj/pvwdNgTTF/AvehPOF1rDmqhZakG5xNjlIflklgMWLF+PQoUNYuXIlr75bt27YuXOnZowiijUJJ/0R4Tdb7bkOP0vSeEKrhbZ54YXWN6yXT4fN1kUQ2Vnz6kV25RSKqUVoHrlXtoKCguDs7Ix+/frB19cXXl5esLCQeiVHRUXh7t27OH78OPbv34/OnTurzWCiGCMrcKkkRaHhbr4GGs3LKi/rC0z3Vdi6bIiAGrMBk6oUK6uE8ebNGzRr1gyCHFsy5cqVyzd3IlE24SLCqz7EH49XGYno+CWAKw/Vt8dMwwqFHkdkVw5Wi7PiZlEcrNKD3GJr69atuH//Pv744w906dIFKSkp0NLSAmMMYrEY+vr66N69O86fPw9PT0912kwUR1QcuPTgbaDX6qzyvh+A3g1UMrRUaLnPU9FgRFFiZWWFN2/ewM3NjVd/8eJFODs7a8gqoriScuux2le0bqZ9wcD4J1x5vqEr+itwAtt8hh/MJw3iiSmKg1V6KJTPlpeXF/755x+kpqbiwYMHCAkJgUAggIODA7y8vKCjQ/4uZZKMNCBgssoCl/7xLzD1n6zytZ+BxlVVMrQUE1UORhQlQ4YMwbBhw7B+/XoAQEREBE6fPo1p06Zh5syZGraOKG6oOzzC4ZQITE94zZU3mVRDS53CxaEpyylyyhIKJaLW1dVFw4YNeWEfFIUxhnv37iEiIgI1atSAi4tLvu0DAgLw9u1bXp2pqSnatGmjtC2EAgRMB14sB7IdcVaGUX8DGy9mlV/+DlRRbZgulcf9IoqO+fPnY9y4cfDy8oJYLEb58uUhEokwduxYTJw4UdPmEUVEztANsrbX1BkeYXXSB6xO+sCVj5rVRg0tI7n7m00eDIOmXrQ1WEZQSGypivj4eHTs2BFv376Fm5sb7ty5g0mTJmHRokUy+2zcuBEnT55EgwZZe0pOTk4ktoqCnKcMw04CL/5Q2fDNFgJXslKH4fOfgLVKT/J/y29o3USVgxJFiJaWFjZs2IAFCxbg0aNHYIyhVq1asLGx0bRpRBGRZwJlO2tYLZ6Qa3VIr4E7RHbWEH+KVKnf1qSvL3EiW0J6f/M6sBfpFWoMnaoutEVYhtCo2Jo9ezYiIiLw/PlzmJmZwd/fH82bN0fLli15kelz0qBBA96xb6IICDks9clSQ45DxgCz4UB8clZd0lZAvzC70jpW0pQ6CW+BwHmZI2drkC2/ITnDl0gkEgkMDQ2RnJyMcuXK0QNWGSTzZGFO4ST+FCmtz3FSTyASwWrxBEQMma0yG3xjA/BcnMiVH1g0gImw8H9K09+pfi4lii+FStejShhj2LVrF4YOHQozMzMAQLNmzVC3bl3s2rUr375xcXE4deoUrl+/TrkY1YVEDERcBoL2AIELpKcM1SC0MsSAcABfaIl3FlJoAUD9jUCF/kDNn6VhHAzs+dcpvEOJRygUwsDAALGxsZo2hdAA+Z4s/FYXNXs1mJjv0mDUqRlMRvZW/v6MoVLUNZ7QembZSCGhBQCxv/6NhJP+SttFlAw0JrZCQ0MRGxsLd3d+FFx3d3c8fvw4377379/HypUrMWLECDg7OxcYXyc1NRXx8fG8HyIfcsbKCpwLdZydTkgBtAdllZ2tALZbmgdWfgSA936+iHLsDnQOkuY1pPyGpYqhQ4fi559/Rnp6uqZNIYqYAk8WMkAc9hkpt/h/P5hYDG0H5baZ05gElXNEhX9t2Rg6gtyTlcnI3hCay+f/kJc4JEonCm8jMsbw6tUrvHv3Dh06dCh0/7g4aaoEc3NzXr2lpSW+fPkis1/v3r2xfPlyGBgYAAB+//13DB06FB4eHqhRo0aefZYsWUKBVuVFVqwsFfMxFrAfl1Xu5AGcmKrAQDV+zjuPoVAE2DRX1DyiGCIWi3H58mXcvXsX//zzDypVqgRtbW3uupaWFi5fvqw5Awm1Iu/JwoyIaEjS0hC/5SiSLt9B6t2nkMQXHJCbh56ONEcYgHhJBjxjbnGX/icyxAlz2b5WRh28YTV/DD5P+hUJe07Jvkc2cUi+W6UfhcTW58+f0aNHD1y7dg2AVHgBQLt27TB9+nS0atWqwDF0dXUBAElJ/DQJCQkJ0NOT7WiY05drypQpWLp0KU6fPi1TbM2cOROTJ0/myvHx8XB0dCzQxjKHimNlyeJJCFDzx6zyVB/gt34KDKRjCdSYozK7iOKNQCBAx44d0bFjxzyvCwu3JEqUMOQ9WZhw6go+j14ASJSYx74JrTBxCprF3uOqfXWtscJYdugYgbkJd7rQoHnd/MXWN9QdnoIoHigktiZPngw7OztER0fD0jLrC/DTTz9h/vz5coktR0dHaGlp4cOHD7z6Dx8+oGLFinLbIhAIYGxsnG/0aF1dXU7cEfkQeVUtflnZOf8EaLMkq7x+CDC6tYKD1d9Ezu5lCKFQiHnz5mnaDEJD6DVwh9BcRs5AQHoGRlcHSccuqeR+TzIS0PXLQ6483sAJ4w2c8u1jNqInF8ZBXnGozvAURPFBoUfBs2fPYtWqVVy6nkw8PDxw8+ZNGb346OnpoUWLFrxThdHR0bhw4QJvW/L+/fs4d+4cAOlppKioKN44AQEBCA4ORp06dRR5KUR2kj+pdfit/nyhdXKqgkJL1xpocoh8sMo4mSvqRNkg8fQ12UILkC7If1uRUpZLaTE8ofWbUeUChZbQwhTmk7KcUDPDTkAgo4NAGtBUr4G7jAZEaUIhsZWQkAB9fX0A4OUoi46OLtQK0tKlS3H58mUMGTIEmzZtQvv27VGlShX4+flxbf78809MmjQJgNRnw9vbG9OnT8f27duxcOFCtGnTBu3atUPPnj0VeSlEdtQY7PPng4Dfpqzy/UWAjyJuCrrWQJdQElplmL1798LLywtGRkYwMjJC3bp1cejQIU2bRagR7iRiEbA7+ROGxz/jyjtNaqCbXgEO9gLA+o9puVLtWC2ewF3P2R4ArBaNp4CmZQSFxFajRo248AyZYisjIwM///wzmjZtKvc4np6euH//PszNzeHv748ePXrg6tWrPMFWp04dtG3bFgCgra2Nu3fvwsHBAZcvX0ZsbCz++usvnD59GiL6wCqPdRNpiAQV02c1sPBIVjl4FeBZ+BytUuptALQoLVRZZfXq1fDz80Pjxo2xadMmbNiwAfXq1UP//v2xadOmggcgSiRFkeMQAJYkvsfcxKwMJafMPNBQxyzfPiL7crDJEd8rE6NOzWCzZRFEttb8Pnay+xClEwFTYC3+wYMHaNmyJZo3b47jx49j5MiRuHDhAiIiInD9+nWZjurFhfj4eJiamiIuLg4mJioNUV7yCTkMXO2hsuGqTweehWWVv/wFmBooOFjN+dI4WkSJQdXfNWdnZ6xatQpdu3bl1e/Zswfz5s3Dy5cvlb6HLC5cuIB169bh8+fPcHd3x+zZs2FnZyez/aJFi3D06FFeXdWqVbF7926570lzlZSvh8/j80j1nigfHvcUl9KzYrjdsKiHcsK8H+xMJvSHXrVK+aYKyo686YUIzaHu75pCDvKenp548OABVq1ahYYNG+Lhw4do06YNJk+eDFdXV1XbSKibnGl4aswDnsxTakjGpMFKs5O6HdBRNNiIvgNQfZZSNhEln9DQUG6lOzvt2rXD0KFD1Xbfs2fPwsfHBz///DPq1auHFStWwNvbG48fP4aRUd758IKCgmBpaYnFixdzdZkha4i8ySlKdOtWR+rdp0h7GaTW+zaLuYswSSpXfmTZEIYC2WJI28oCxt3ldzgViEQU3qGMo9CfvkWLFmH27NlYtapo9tAJNZJXGh4tc9nt5SA1HdD7PttwIiBtOyCQ5ShaIAKgzio6eUjAyckJ//33H7p35/vsnTp1Cs7Ozmq77+zZs/Hdd99hzhxpqBFvb2+UL18ef/31F+dTmhfm5uZ0eEdO8sp5CKEQkEjUdk8JY6iSI1jpC8vG0CpgshJZmanNJqJ0opDP1sKFC5GRkaFqW4iiJjOAac5wDxmKp0OJTeQLLU8XIH1HIYSWVo7lWwNHSrNDcEyfPh0DBgzA6NGjsWXLFvz9998YPnw4hg4dihkzZqjlnvHx8bh79y58fHy4OkNDQ7Rs2RIXLlzIt++NGzfQpEkTdO7cGb///jtSU1PzbV9Wycx5mMsvS41CK4WJeULLRCDCazmEFgBo5fDBIoiCUGhly8PDA9evX0ezZuTcV2JRQwDT95+Bitke8gd6AztGF3KQepsAfZusLU3rJrSiRXCMHj0atra2+O2337Bv3z4AQPXq1XHo0CF06tRJLfcMCQkBgFz+WXZ2drh+/XpeXQAAxsbG8PPzQ9OmTREaGooFCxbgyJEjuHLliswDPampqTxBVhZSi+Wb81BNxEjSUS/mNleuq2WCPWbyhWCgcA2EIigktrp3746+fftiypQpqFatGnR0+E6ErVsrGqWSUBk5/bByihYVBzC9+xaol813fWFPYHY3BQZ6OE2ax5AEFiGDrl275nKQVyeZeRhzhrXR19fPN0fjsmXLeHNjw4YN4ebmhsOHD6NXrzxSTKFsphYrqpOGmQSJk9E69j5X/k6vPBYaVSq4I4VrIJRAIbGVuVw/bdq0PK9TsEENk5cfloED4LUqaztOhQFMj90Duq7IKu8aA/RvrOBgSSFSIUh5DQkZxMXFwdTUtMA6VZGZJSM6mp9WJSoqipdBIyc5H0IrV64MR0dHPH78WKbYKoupxRJOXy2yez1Ij0fvuKxE1T8auGCYnOFuRHblYLVoPIVrIBRCIZ8txli+P4QGkeWHlRQmrQ85LC2rKIDp6v/4QuvSLCWEViZqjmRPlFz+/PNP/Pjjj7nqJ0yYgB07dqjlng4ODrC2tsbdu3d59Xfu3IGnp6fc46SnpyMqKkrm6UVAunpmYmLC+ynNMLEYCQfPFsm9TqVG8YTWGmM3uYSWfqv6sDu6Gs7395PQIhSGMreWJvL1w/pWd3+itJ11E0DfXqnbjd8OTNiZVX72K9C8mlJDSlFjJHuiZLNs2TLMnDkzV/3MmTPx66+/quWeAoEAQ4cOxaZNmxAWJg0at3v3brx+/ZqX7WL+/Pno378/ACA5ORlLly7l/K/S09MxadIkpKeno0cP1cWxK+mk3HoMSXSc2u+zOSkU47++4Mr7Td3RQddKrr7mP/SHfmMP2joklELRqEcQi8U4ffo0nj9/DsYYqlWrho4dO0IoJP2mMQr0w2L8bbpKI4DAuQrdqs0SaVLpTMLXAzZK7+IIpNud1k2UHYgopYSFheW5XWhmZobg4GC13XfevHl49+4dXF1dYWtri6ioKGzatAm1a9fm2rx//x5Pnz4FIF2hSk5Ohr29PaytrfHp0yfY2tri1KlTqFRJDv+gMkJGRHTBjZRkdsIb7E0J58rnzb3gItIvuKNAunVIzvCEKlBIbAUHB8PX1xfPnz+Hs7MzBAIBgoOD4ebmhhMnTqg13g2RD/Juv334lkfOQLH3qfwYICLbw2jC34ChnkJDZeOb96nXSnKOJ2RSs2ZN7N69G2PGjOHV79ixA9WrV1fbfXV1dbFv3z6Eh4cjMjISrq6uuQKUzps3D0lJSQAAoVCI+fPnY86cOXj79i3Mzc1Rrlw5tdlXUhFZKRfTryC++/IYdzOyTnTesagPC6F27oYC8DcEyBmeUDEKia3x48fDwcEBZ86cga2tdMvn06dPGDp0KMaPH49jx46p1EhCTuTdfnu9VvpTSMQSQGsgvy5jJyBSxWKmgYNUaFE8LSIf5syZg969e+POnTvw9vYGYwz+/v7Yt29fkcw75cuXR/ny5fO85uLikqtOS0sLVatWVbNVJQ8mFiN2xU7EbdyvnvEZg0fMLSQwMVf3xLIh9PKICm869jskHDnPOxFJzvCEqlEoN6KRkRFevHgBBwe+c2FoaCjc3NyQkJCgMgPVQanNNyYRA8ddpM7wKg5ak5gCGGXLhmJjKt06VBh9B6DScMC4MsXTKsWo47t24sQJLFmyBAEBARAIBPDy8sLs2bPRrl07lYxfnCiNc1XCSX9ETv4Vklj1xBDLYAxuOaLCv7JsDGEewUrNZ/jBYuoQyl1IFM/ciAKBIM9ThxKJhHy2NIlQJA3vcLUncq+LK05EnHTrMJPWNYBzuX2U5aP6bKB8KxJXhML4+vrC19dX02YQCpBw0h8RQ2arbfxEJkat6Jtc2UGoi8sWdfNsK7IrB/NJgwBQ7kJC/SikjNq0aYPhw4dzJ3MA6arWsGHD0KZNG5UZRyiAY3dpeht9u4LbysHzML7Q+qGtEkLLwBGoOU/qnE9Ci1CA2NhY7NyZdQR27969aNCgAQYOHIgvX75ozjCiQJhYjMjJ6jkxCgCfJWk8odVSxyJvoSWQ/lgtJn8souhQSGytXr0aUVFRcHJy4n6cnZ0RExNDyak1iUQMRFwGPl8FJMrnYLv8DKg2Pau8aiCwerCiownI+Z1QmmnTpkEslvrhREREwM/PD40aNcL79+8xffr0AnoTmiTmj+1q2zp8lZGIRjF3uPIwfXtsMsk7Do3IrhxstiwifyyiSFFoG9HBwQF3797FhQsX8PTpUwgEAlSrVg2tWrWCQO6Mw0ShyS8FT15R45Vg93VgQDafrKOTgC518umgZQI03Cr9f67o9Y7k/E6ohOPHj+P3338HAJw6dQrNmzfH8uXL8e7dO8rVWsyQpKUhfstRpAeFQZyQhMT9Z9RynxtpXzAoPisOzQJDV/TLcVjIfIYftCs6kj8WoTEUjrMlEAjQunVryoNYVOSXggf45qelGh+tRUeAOQezyncWAHVdC+hUd32WmLLvkn9eRoJQkMTERO6B7uLFi5zbgrm5ORITEzVpGpGNqHnrEffnPkAiUet9DqdEYHrCa678l0k1tNCx4LUxGdkbFlOHqNUOgigIhcRWaGgo9u3bhylTpvDq//jjD/Tt2xf29spFJidykJmCJ6eYSgoDrvYAdCxzX1OQQX8CO69lld+tACrIEx7IINt7LhRRbkNCLdSrVw9Tp05Fs2bNcPjwYcyZMwcAcP/+fdSpk9/SK6FuMk/0xa7bi+RzN9R+v5WJwVibHMKVj5rVRg2t3KmQjDp4q90WgigIhXy2fvjhB7i65l7qcHV1xYQJE5Q2isiGPCl40lQThdlrFl9oxWySU2jpWFLUd6JIWLduHQIDAzF9+nTMnTsXVapUAQD88ssveabxIYqGhJP+CPbshY9dxxeJ0JoY/4IntK6Y18lTaAmtzCgCPFEsUCjOlrGxMcLCwnLFooiPj4eTk1OxPxVUomLXRFwGLrRQ6y0YA7QHSYOWZpKyDdDNI9CyTJocIp8sIhea+K4xxrBz504MGjSoSO6nTkrCXJVw0h8RfrNVHdpPJj6xD/BSnMSVAywawFiY9yaNychesF40vmgMI0o06v6uKbSyZWhoiHfv3uWqf/PmDXR0dJQ2isiGvCl4FCQtAxAO4Astya5CCi0IshJcE4SGEYvFvATRhPpgYjGiZq0qEqHFGEOlqGs8ofXMspFMoQUARh1oxZ0oHigktrp06YKRI0fi7du3XN2bN28wcuRIdO3aVVW2EYD8KXgUIC4J0M0WyqG6A8B2A4U/UJotwTVBEGWGlFuPeWlu1EUak6BytqjwQgCvLRtDRyD7TxhtIRLFCYXE1rJlyyAUClG5cmU4ODjA3t4eVapUgZaWFn79VX1B68oklo2APPJ5KcuHKMBseFa5TwPgyTIlB1XzKhxBEMWLjAjV+IvmR7wkA9Wis/zA/icyxCsr7wLDDBn1aEshHohig0KnEc3MzHD9+nVcuHABDx48gEAggIeHB1q3bk1xtlRN9A2AqXZ77sF7wCtbxow53YAFPVUwsBpX4QiCKH5o2ViqdfwwcQqaxd7jyp11rbHcWL7E3nQKkShOKBxnSygUok2bNmjTpg1SUlJw+fJlvHz5Em5ubqq0j1DxatG/AUCn37PKW0YAQ5SOBSmQxvyiE4kEUabQa+AOgZkx2JevKh87MP0rusU94soTDJzwg4GTXH1F9uVoC5EoVii0jXj69GkMHDgQgNRpsU2bNvDx8UGNGjVw+PBhlRpYppGIgcQPKhvuz/N8oXVupoqEFkCpeAiiDCIQiWA2spfKx72YFsMTWr8ZVZZPaGXmPVxEeQ+J4oVCYmvOnDmYOnUqAODWrVt4+/YtIiMjsWPHDixevFilBpZZQg4Dh22ARz+qZLipu4ExW7PKgUuB1jXy6aBrDU5I5YeBgzTxNYV9IIoJAoEA5cuX17QZZQbzSYMAXdWdQt+Z/BEj4p9llU1qoJueDb+RUACD9t4Q2VnzqinvIVFcUWgb8dmzZ6haVbpvfuHCBXTr1g0WFhbo1q0bRowYoVIDyyQhh6WR4VWE7+/AyYCscthawM48nw661kCd9cD13pAKruznur+Vq04EHLpQKh6i2CESiRAaqpocoUTBMLEYSEtXyVi/JLzDlpSPXPm0mScqaxkAAAw6eENU3ho6FR1g4tcVQh0dLmp9RkQ05T0kijUKia1y5crhwYMHaNiwIQ4fPozZs6Xe1p8+fYKNjU0BvYl8kYiBe6oLwucyAQiOyip//Rsw0iugU531gHNPQHhQRj7GlbSSRRQZYrEYpqamBbbT0tIq9gGVSyPxW45KIyMrybC4p7icHsuVb1jUQzmhdMVMaGeN8lsX5RJSApEI+o09lL43QagbhcTWyJEj0b59e9ja2iI1NRXt27cHABw6dAg9e6riWFsZ5uliIDlM6WEkEkA0kF+XvgPQKuih73/TpEILkAoqSipNaBjGGBITE+Hi4oJBgwbB1jbvU69CoUJeEYSSpAcpP181ibmLT5JUrvzYsiEMsoW8sV48gVasiBKNQmJr5syZ8PT0RHBwMDp37gwDA+kyr66uLn78UTU+RmWSkMNA4Fylh0lOAwyyJbk3NQBiNxUQrFTXGqi7DnDK4exKSaUJDaOlpYUjR45g8+bNWLZsGdq2bQs/Pz906tQJWloKH6gmComsLTstJ8VDvkgYQ5VswUoB4IVlY2h9m6yEFiaw/mM6+WARJR6FciPKi4uLC4KCgtQ1vMIUy3xjGWnAITNAnKzUMJHxQLnRWeWmboD/nHw6CPWAZielgopWrAgVo+rv2sePH7F161Zs2bIFiYmJGDRoEPz8/EptyJniMlclnPRH1KxVvGjxIjtrWC2eAOjrIqLvtEKPmcLEqBF9kyubCbRw16J+VqxGI31UeHkSQkoBRxQB6v6uqVVsCQQCqHF4hSkuExjHhwPAje8BSVKBTfPj1Seg6tSs8siWwIahBXSiBNKEGlHXd40xhosXL2L69Ol4/Pgx0tNV46Bd3CgOc5XMRNOZZ2d0tAvtIB8tSUf9mNtcuZ6WCf4xyx0Xy+7oavLJIooEdX/XaA1e0wRMB57/pvQw114CTRZklX/vB0zxyaeDvgNQZxUJLaLEERcXhz179uDvv//Gq1evMGTIkII7EQqRb6LpzLpCCq334mS0ib3PlfvplccCo0p5ti2KdEAEURSQ2NIkwQdVIrT23wL6rMkqHxgP9KyfT4ea84Hqs2jbkCgxMMZw+fJlbNmyBYcOHYKHhwdGjx6NPn36wNDQUNPmlVpUnWj6fno8+sQ95sozDStgqL69zPbqTgdEEEUFia2iJiMNeLMeiH8NBG1XerhfTwAz9maVb8wDGlYuoNPbzVKxRRAlAIlEgsqVK3M+WgEBAVycP0K9pH9SndD6NzUSE76+5Mprjd3QXtcq78YCaYBSSrlDlBZIbBUlD6YCL1YAkKhkuGF/AX9fziq//gOoJE/g7KQQaTgHOmVIlAAkEgnevXsHfX19rF+/HuvXr8+zHcXZUh1MLEbsip34sm6PSsbblBSKX5OCuPJ+U3d4aufjF8Mo5Q5RuiCxVVT4dwXCjqlsuEbzgJuvs8pRGwBL40IMoOIE1wShLkQiEf76668C21GcLdWQcNIfEZOWAl8SVDLerK+vsS81giufN/eCi0g/3z4mI3tTuAeiVKFWsfXnn38W2CYiIgL//PMPIiIiULNmTfTp06fA2DmK9NEoQftVJrQYA4yGAklZ8f+QvBXQK+zpaH3FY+MQRFEiEAgwbNgwTZtRJkg46Y+IIbNVNl6fL49xPyOeK9+xqA8LoXaB/Yw6eKvMBoIoDhTqUVAsFuPWrVu8unv37sHHxweNGjXCr7/+ygv1MGrUqHzHe/36NWrWrIn//vsP2tramDt3Ltq3bw+xWKzSPhpFIgbuqiZfZIYYEA7gCy3xzsIKLQFg4CiNBE8QhNwEBwdjwYIFGDduHDZt2oS0tDS19NEUTCzG53GLVTMWY6gVfZMntJ5aNipYaAkAkT35ahGlj0KJrT179mDDhg1cOTo6Gu3bt8e7d+/g5OSE+fPnY926dXKPN2PGDLi5ueH06dNYuHAhLl68iCtXruCff/5RaR+NEnkVSI9TepivyYD2oKyyqw3AdgOF2zn5FizQayWdRCRKHKdOncLQoUMxZcoUPHnyhHdNIpGgXbt2art3YGAg3N3d8fjxYzg6OmLFihVo3bo1MjIyVNpHkyRdeQCWqFxQZQDIYAyVo68jkWU9AL+ybAxdQQGT1bfpiXy1iNJIof5U//nnnxgzZgxXPnz4MAQCAe7cuYO9e/fi77//xt9//y3XWOnp6Th16hT69evH+Vo4OTmhefPmOHr0qMr6aBSJGHglv/iURVgMYJJtF6WLF/BmeQGdKo8Dcp70MXAAmhyk2FpEiWPPnj3w9fXFixcvcPz4cXh5eWHr1q3cdYlEggsXLqjt/tOnT0eDBg1w8OBBzJgxA+fPn8etW7fyfchTpI8m+br/tNJjJEgy4JYt/Y6jUA9vrLwhzDdXmBSRXTnYbFlEvlpEqaRQjk6BgYGoUaMGV75y5Qrat28PY2OpZ3aHDh0K3DrM5MOHD0hNTYWrqyuv3tXVFdevX1dZHwBITU1FamrW3lt8fLzMtkojEUtXs0KPAe93AWlRSg33+ANQa2ZWeYYvsLRvAZ2qTga8/pCuYFESaaIUsHTpUmzatAlDhw4FYwwrV67EyJEjkZqaKvecoygpKSk4f/48Nm3axNXZ29ujWbNmOHHiBAYNGqSSPpok4aQ/Ek/4KzVGhDgVjWPvcuVWOhbYaFJNZnuhnTVs1vwEcdQXXq5FgiiNFEps6evrIzIyEs7OzgCAGzduYPLkydx1iUQCkZxflqQkaWqaTKGWiYmJCXdNFX0AYMmSJZg/f75cdilFyGHg/gQgKVQlw519DLRbllXeNBQY3rKATsZuUqEFUBJpotTw6tUr9O/fH4DUYX7SpElwdnbGd999B4lEghEjVOMXmRdBQUHIyMiAi4sLr75ChQq4e/euyvoARfxg+I2E45cQMfRnpcZ4lZGIjl8CuPIIfXtMN6wgu4MAsF48AQZN6yh1X4IoKRRKbDVq1Ag//fQTfvvtN5w5cwbv379H+/btueuBgYGoVauWXGNlCqaccXFiY2NziSll+gDAzJkzeaIwPj4ejo6OctkpNyGHgas9kXdei8Kz+RIwfHNW+fR0oL08v9qayk2aBFEcsba2RmRkJO972717dxw4cAC9e/dW6wGZ5GSpH1POOcbY2Ji7poo+QNE8GDKxGCm3HiMjIhppbz7gyx/KBVe+nvYFg+OzfOgWGrriu3xOO4vsy8Fq0XjaLiTKFIUSW4sWLULr1q1hby9Nr/DDDz/wtvT++usvuY9oOzk5wcjICC9evOAJthcvXqBatbyXnhXpAwC6urrQ1dWVyy6FkIilK1oqElo/7QOWHM8qBywGarvI2ZlCOhClEF9fX5w8eRKjR4/m1Xfu3BkHDhxAr1691HbvzKS0sbGxvPqYmBiZCWsV6QOo/8Ew4aQ/omatUlkKnkMpEZiRkBXwb7NJNTTXscjdUFcH1itnQNvWmrYLiTJJoRzkq1evjhcvXuC///7DnTt3sHr1at71gQMHonfv3vLdWChEjx49sG3bNqSkpAAAHj9+jOvXr/PG2LdvH5YtW1aoPkVO5FWVbR32WMkXWiGrCyG0DBwopANRKpkxYwbevn2b5zVfX18cOXIErVq1Usu9XVxcYGhoiGfPnvHqnz59yvNhVbYPIH0wNDEx4f2oioST/ojwm60yobUyMZgntI6Z1c5baAGwWT8bJj3bQr+xBwktokwiYNkDYxUx4eHhaNasGXR0dODh4YFTp07Bx8cH27dnLWsPGzYMt27d4o56y9OnIOLj42Fqaoq4uDjVTGZBe4Ab/ZQepupU4FW2wO5xfwEmBoUYoMkhOmlIFCtU/l3TEH5+frh37x5u3boFAwMD3Lp1Cw0bNsTZs2fRpk0bAMDWrVsREhKCn3/+We4+BaGq358kLQ3B7t0hiVY+DA0ATIx/gZPZDv9cMa8DO5Fenm0Nu7ZE+b+KwGeWIJRA3XOVRsUWIPVtOH36NBcN3tubHzn4/PnzCA8Px4ABA+TuUxAq/6WGXwAutla4u0QCiAby69K2A9rybvLqWAD1/yKhRRQ7SovYioyMRMuWLZGSkoIaNWrgwoULGDJkCFatWsW1+f777/Hw4UM8fPhQ7j4FoYrfX8JJf0RO/R2S6C8K9c9Jx9gHeCXOOpAUYNEAxkLZk1W5jXNh3F3x+ZEgioJSL7Y0gcp+qRIx8HQx8GIlkB5bYPO8SEkD9IdklfW0gaStgBxhaaQIdYGe8YBWYfP1EIT6UdV3LTQ0FMuXL8fy5dIAc2KxGJaWltx1gUCAmzdvws3NTWmbZZGeno6LFy/i8+fPqFWrFtzd+VHOr1y5gujoaHTr1k3uPgWh7O8vc+tQFe6k7Fuw0uw8s2wEnQKCldodXQ39xh7KG0AQakTdYqsYJxQs5oQcBm6PANKiFR4i+itglS1EUD1X4PaCQg4iSQWib1CIB6JUs2rVKp6jOGMMX79+xR9/SMOc3Lx5E+vWrcOaNWvUZoO2tna+UeqbNm1a6D7qhInFiJq1SiVCK5VJUD36BlcWAXhh2RiCAp4KKfUOQUghsaUIKgjz8DYCqJR16AhDmgFbFA0VlPyp4DYEUYI5deoUDh06xKsTCASYOHEiAKBt27a8FSUCSLn1WCXO8PGSDHjGZOXErSYyxHFz+VaqjLq2Iod4gkAhTyMSkG4d3h4BZYTWrdd8ofVLbyWEFkDhHohST1BQECpUyAqSKRQK0aVLF67s7OyM0FDVnAguLaR/Ul5ohYpTeEKri6613EILABKOXgBTYww0gigpkNgqLDf6K7V1ePgu0HBeVnnPOGBmF5nNC0AAGDhSuAei1CMWi3kxq4RCIW+lKykpCTo65LeYCROLEb/vP6XGCEz/iuax97jyRAMn/GFctVBjiMM+I+XWY6XsIIjSAIkteZGIgcfzgA/7FB7it5PSOFqZXJkD9G2o6GjffCW8VlK+Q6LUU7VqVVy9elXm9UuXLqnVOb4kkXDSH0H/64zUy7LTAhXEhdRodIt7xJV/M6qCcQZOCo2VEaH4wylBlBbIZ0seQg4D98YDyWEKD+EyAQjOlpP6xW9AVTslbDJwkAotCvdAlAH69++PKVOmoFatWqhSpQrv2pMnTzB9+nRMnTpVQ9YVHxJO+iNiyGylxtiZ/BHzE99llU1qoKGOmcLjadlYFtyIIEo5JLYKQgXO8IL+/HLEeqCcqQIDWTcHKo+Q+mhZN6EVLaLMMHHiRPz777+oXr06OnbsiMqVK4MxhpcvX+K///5D69atc6XyKWswsRifxy1WaozFCe+wNeUjVz5t5onKWoWJrJwNASCyo9OIBAGQ2MofJXMeMgYIB/DrCh0VPhOhHtDqPAksokyio6ODs2fPYvXq1dizZw8uXrwIgUCAKlWq4LfffsMPP/wAURk/9RYxaiFYouwk1wUxNO4p/LPFC7xpUQ/WQuX84KwWjafTiAQBElv5o0TOw/QMQGdwjrodgJai807j3SS0iDKNrq4upk2bhmnTpmnalGKHJC0NiUcvKNzfO+YOwiVpXPmxZUMYCBSfb4R21rBePAFGnZopPAZBlCZIbOVHkmI+WrGJgEWOUA5st4I2CLQB773km0UQhEwip/yuUD8xY6iaIyr8S8vGEMmdwiI3ug1rw/7ISlrRIohs0GnE/Ag/X+gur8NVKLQAoNlJEloEQciEicVIOH6p0P2+SjJ4QksLArxWUmgBgMXU70loEUQOSGzJQiIGQo8VqsvlZ0CVKVnl6g5KCi2BNlC+lRIDEARR2km59RhISilUnzBxCjyyBSsFgBdWBaffKQihhQn0G9dWagyCKI2Q2JJF5NVCJZf++zLQIttBoMFNgCfLlLSh2o/kp0UQRL5kFDJS/IP0eDTLFqzUTqiLN1beKrHF+o/ptKpFEHlAYksWz+T3gZiyCxj2V1b5j/7AtlGy28uFUA+oOVfJQQiCKO0kXr4jd9sTqZHoHZcV0b2DjhWuWNRV2gaBrRVsti4ih3iCkAE5yOeFf1fg079yNW2xCLj8PKt8YgrQyVMFNtDpQ4IgCiDhpD8S952Rq+3KxGCsTQ7hypMMnDBWwajw2SGHeIIoGBJbOQneB4TJ56ulOxhIy8gqP/wFqOWs5P317IG6q8kpniCIfGFiMSIn/ypX25Hxz3AhLYYrrzZ2Q0ddK5XYod+wFgktgigAElvZkYiBOyMKbofcUeE/rQPKmylxb/O6gOevFBmeIAi5iF2xE5LY+ALbzfz6mie0DpvWgru2scrs0G/sobKxCKK0QmIrO5FXgfT8Jy+JBBAN5NclbQX0lQu0DHgsAWyaKzkIQRBlASYWI27TgQLb9f7yCA8yvnLlK+Z1YSfSVZkddPqQIOSDxFZ2CghimpwGGAzh10l2AUqelgZERkC55koOQhBEWSHl1uN8V7UYY6gVfRNJkHB1Ty0bQVeg2jNRdPqQIOSDTiNmJyVc5qXwL7mFFtutAqEFANWm0dYhQRBykxERLfsaY6gcfZ0ntF5ZNlap0BLaWdPpQ4IoBLSylZ3UmDyrHwYBHrOyynraQPI2Fd1T1xKoPqvgdgRBEN/QsrHMsz5BkoHa2YKVOgr1cMmijkruqe1ZDeYje0HLxhJ6DdxpRYsgCgGJrezk8eR37x1Qd05WuWV14MJPKrshUG8TrWoRBFEo9Bq4Q2BiCBafyNVFiFPROPYuV26tY4ENJtVUdk/rn0eRMzxBKAhtI2bHugmveOIBX2hN7qBCoWXgCDQ5SCEeCIIoNAKRCHr13bnyy4xEntAaoW+vUqElsi8HvQbuBTckCCJPaGUrO9lWmN6EA53/yLp04SfpqpZK8FwBVPmBVrQIglAIJhYj9cEzAEC4OBU+XwK4a4uMKqGvXnnV3UwAWC0aT9uGBKEEJLayk/KZ+29AcFb102VANQcV3UPbjIQWQRBKkXLrMSTRcQCAm+lxXP3fJtXQTMdCZfcR2ZeD1aLx5AhPEEpCYis7+rbcf3vWA+4vAqo7ALraKrxHhcEktAiCUIrspxE76lpBVyCEp5Yxyqsohpb1ulnQtrchR3iCUBEktrJj3QSADoA0CASAZwU13MOxqxoGJQiiLJH9NKKuQKiy1DsAYDbte5j0bq+y8QiCIAd5PkIRUH2G+sY3cMzlhE8QBFFY9Bq4Q2RnDagizl82BEb6sJjyvWoHJQiCxFYuas4FoI5lcwHgtZK2EAmCUBqBSASrxRO+FVQ3brk1s2jbkCDUAG0j5kQoAhy6AKGHVTemgaNUaFGYB4IosSQnJ+P06dP4/Pkz3N3d0ahRo3zbnz9/Hk+ePOHVWVtbo3///jJ6FA6jTs2ALYsQNWsVxB8jlRpLYG6CcsunkyM8QagJElt5YVpNNWKr6kSpcLNuQitaBFGC+fjxI5o1awZ9fX3UqlULs2bNQrdu3bB582aZffbu3YurV6+iQ4cOXF16erpK7TLq1AyGHbwR8+tWfFm+vcD25f6cA1E5CyRdfYCMsM/Qti8H/Sae0G/sQStaBKFGSGzlhU1z4OkixfvTShZBlCqmT58OExMT3LhxA7q6uggICICXlxe6desGHx8fmf08PDywcuVKtdomEIlg0NRLLrGlZWsN/cYeMGiqmhQ+BEHIB/ls5UW55oBO3rnH8qXqRKDVJaDzexJaBFFKyMjIwOHDhzFkyBDo6kpDK3h4eKBBgwbYv39/vn0/fvyIjRs3Yv/+/fjw4YPabCzQYV5AUeAJQpOQ2MoLoQiov0n+9gYOQJNDgNcK6aoYbRkSRKkhKCgIycnJcHNz49W7ubnh2bNn+faNiIjA7du3sXnzZlSpUgXLly/Pt31qairi4+N5P/KQr8P8tzJFgScIzUHbiLJw7C4VUPfGA8lhWfU6VkCFfoBhBUDXGjCwJ58sgihhnDlzBs+fP8+3jZ+fH0xMTPD161cAgJmZGe+6ubk5dy0vxowZg02bNkEolD7T7tixA0OGDEGzZs3g5eWVZ58lS5Zg/vz5hXglWchymBfZURR4gtA0JLbyw7E7YN8FiLwKJH+SRpgnYUUQJZ7IyEgEBQXl2yYjIwMAYGBgAAC5hFV8fDx3LS88PT155UGDBmHy5Mm4cOGCTLE1c+ZMTJ48mXcPR0fHfO3MTqbDfMqtx8iIiIaWjSVFgSeIYgCJrYIQiqRbgwRBlBoGDBiAAQMGyNXWxcUF2traePv2LVq0aMHVv337FpUrVy7UfXV0dBAXFyfzuq6uLucXpigCkQj6jT2UGoMgCNVCPlsEQRD5oKuri/bt22P37t1gjAGQ+nFdvXoVXbt25dqdPXsWu3fvBiAN8fD27VveOOfOncOnT5/g7e1dZLYTBFE8KJMrW5kTprzOpwRBKEbmdyzzO1dS+e2339C4cWN07NgRderUwe7du9GyZUv06dOHa/PPP//g4cOH6N+/Pxhj6N69O2rUqIFq1aohODgYO3fuxMiRI3lxtwqC5iqCKBrUPVeVSbGV6XtRGF8IgiAU5+vXrzA1NdW0GQpTtWpVPHnyBLt378bnz5+xaNEi9OnTh3N+B4C2bduievXqAKTbhffv38exY8fw8OFDuLm54erVq6hTp3DxrWiuIoiiRV1zlYCV9EdOBZBIJPj48SOMjY0hEKg4k6ucZDq+hoSEwMTERCM2FAVl5XUC9FrzgjGGr1+/ws7OjidMCPkoDnNVYSlL34OclNXXXhpet7rnqjK5siUUCuHg4KBpMwAAJiYmJfbDWRjKyusE6LXmpCSvaGma4jRXFZay9D3ISVl97SX9datzrqJHTYIgCIIgCDVCYosgCIIgCEKNkNjSELq6upg7d67SMXWKO2XldQL0WgkCKNufjbL62svq6y4MZdJBniAIgiAIoqiglS2CIAiCIAg1QmKLIAiCIAhCjZDYIgiCIAiCUCMkttSERCJBYGAgAgMDIZFI1NanOPD161fcu3cPwcHBcvdJTU3FzZs3c+WPK+6Ehobi3r17+PLli1ztJRIJXr58iVevXiE9PV29xqkQxhiePn2KR48eISMjQ64+6enpePLkCV6/fi13H6JkkpGRgUePHuHp06dypzdRpE9xJDw8HHfv3kV0dLRc7RljePPmDZ4/f47U1FQ1W6c+lHn/Xr58iWvXriE5OVlN1pUAGKFyHj58yCpUqMBsbW2ZnZ0dq1ChAnv48KHK+xQHNmzYwAwMDJibmxszMDBgnTp1YomJiTLbx8bGshkzZjB7e3tmaGjIRo4cWYTWKk5qairr06cP09fXZ//73/+Ynp4e++233/Lts3TpUmZra8vc3Ny49/bw4cNFZLHivHz5krm5ubFy5coxR0dHZm9vz27cuJFvn3nz5rFy5cqxWrVqMQcHB2Zvb89OnDhRRBYTRcnt27eZg4MDc3R0ZDY2NqxKlSrs+fPnKu9T3BCLxWzEiBFMV1eXVatWjenq6rKffvop3z7r169nTk5OzNXVlVWpUoVZWFiwbdu2FZHFquPGjRvM3t6eOTo6snLlyjE3Nzf28uVLufo+f/6cGRsbMwAl7j1XJSS2VEx6ejqrXLky69+/P5NIJEwikbC+ffuyypUrs4yMDJX1KQ4EBAQwgUDA9u/fzxhjLCIigjk5ObFJkybJ7PPkyRO2ZMkSFhERwRo3blxixNa8efNY+fLl2YcPHxhjjJ06dYoJBALm7+8vs8+sWbPY58+fufKSJUuYrq4uCw4OVru9yuDh4cF8fX25z97IkSOZnZ0dS05OzrN9RkYGW7ZsGUtISGCMMSaRSNj06dOZgYEBS0lJKTK7CfWTkpLCHBwc2IgRIxhjUgHSuXNn5u7urtI+xZG1a9cyU1NTTjDcuHGDaWtrs0OHDsnsM3/+fBYaGsqV//rrLyYSidjjx4/Vbq+qSEpKYnZ2dmzMmDGMMen3vWPHjszT07PAvsnJyczd3Z1Nnz6dxJamDShtXLx4kQFgL1684OqePHnCALBLly6prE9xYPz48czNzY1Xt2jRImZubs7EYnGB/UuS2HJycmI//vgjr65OnTps8ODBco/x5csXBiDfyVnTPHjwgAFgt27d4upCQkKYQCBgR44ckXucU6dOMQAsPDxcDVYSmuL48eMMAAsJCeHqbt26xQCwu3fvqqxPccTT05MNGzaMV9e+fXvm4+Mj9xgSiYRpa2uzjRs3qto8tXH48GEmEAjYx48fubpr164xACwgICDfvqNHj2bDhg1jN2/eLPNii3y2VExAQAAMDQ1RtWpVrq569eowMDBAQECAyvoUBwICAuDl5cWrq1evHmJjYwvlv1XciYmJwYcPH/J8rYV5f+7evQsAqFSpkkrtUyWZr8fT05Orc3BwgK2tbYGv9f3797h69Sr27t2LadOmYfz48bCxsVGrvUTREhAQABsbG16+xjp16kAgEOQ7vxW2T3FDLBYjMDBQ6Tng0aNHSE9PL9ZzQE4CAgJgZ2cHW1tbrq5evXrcNVkcOXIE58+fx8qVK9VtYomgTCaiVicxMTGwtLTMVW9paYmYmBiV9SkOxMTEwMPDg1eX+TpiYmJQoUIFTZilcjLfg5zvUWHen9jYWIwePRqdO3eGu7u7ym1UFTExMTAxMYG2tjavXp7XeuLECezduxdBQUGwsrJC//791WkqoQHymqtEIhHMzMwKNb8V1Ke48fXrV6Snpys1ByQlJcHPzw/e3t5o0aKFOsxUC3m9f9ra2jA2Npb52j98+IBRo0bh5MmTMDQ0LAoziz20sqVitLW1kZKSkqs+OTkZOjo6KutTHMjL7szTJsXZ7sKSKTzyeq3yvM6EhAT4+PjA1NQUO3bsUIuNqkKZz+L48eNx48YNhIWFoUePHmjZsiU+fvyoLlMJDSDr85GSklLo+S2/PsUNZeeA1NRUdO/eHYmJiTh48CAEAoFa7FQHirx/o0aNQtOmTZGamopr167h8ePHAIAHDx7gzZs3arW3uEJiS8U4OzsjOjqa9+FMTk5GbGwsnJycVNanOODs7IywsDBeXWbZ0dFREyapBTs7O2hra+f5Wgt6fxISEtChQwekpKTg7NmzMDU1VaepSuPs7Iy0tDRERUVxdWKxGBEREXJ/FgUCAaZOnYrExERcuXJFXaYSGsDZ2RkREREQi8VcXUxMDJKTk/Od3wrbp7hhaGgIS0tLheaAtLQ0dO/eHe/evcOlS5dK3Na6s7MzwsPDeeGIPn/+jPT0dJmv3crKCp8+fcKPP/6IH3/8EevWrQMA/PHHHzh06FCR2F3cILGlYlq1agXGGE6dOsXVnTx5EowxtGzZkqu7efMmQkJCCtWnuNGmTRtcvnwZX79+5eqOHTuGunXrwszMDAAQFxeHa9euISkpSUNWKo+2tjaaNWuG48ePc3UpKSk4c+YM2rRpw9W9e/cO9+/f58qJiYno2LEjEhMTcf78eVhYWBSp3YrQtGlT6Ojo8F7rxYsX8fXrV95rvXv3LoKCggBIX2dOMp9e89oeJ0ourVu3RmJiIi5cuMDVHTt2jPuOZHLt2jVuVVPePsWdNm3a4MSJE1xZLBbj33//5X0vPnz4gFu3bnHlTKH1+vVrXLp0CXZ2dkVqsypo06YN4uPjcfnyZa7u2LFj0NHRQdOmTbm6a9eu4dOnTwCAHTt24Nq1a9zPxo0bAQC7d+/GjBkzitT+YoNm/fNLJz/88AMrV64c2759O9u+fTuztrZm48eP57UxNDRkCxcuLFSf4kZiYiKrWrUqa9GiBTt69CibPXs2E4lE7OzZs1ybc+fOMQAsMDCQMSY9jXP16lV29epVVrNmTdalSxd29epVdv/+fU29DLm4efMm09HRYVOmTGHHjh1jHTp0YE5OTiw2NpZrM3bsWObq6soYkx6Pbt68ObO0tGTHjh3jXvPVq1d5p3qKI3PmzGFmZmbsr7/+Yrt372YODg5s0KBBvDb29vZsypQpjDHG/vvvP9a6dWu2ZcsWdu7cOfbnn3+yChUqsKZNmxbr0CWEYgwZMoQ5ODiwXbt2sc2bNzMzM7Nc8aYAsBUrVhSqT3Hn6dOnzNDQkI0YMYIdP36c9erVi1lbW/NCO8ydO5eZmppy5W7dujEjIyO2b98+3hxQ3MO/5GTgwIHMycmJ7d69m/3111/M1NSU/fzzz9z19PR0BoCtWbMmz/50GpExAWMlOJRvMUUikWDDhg04efIkAKBTp04YNWoUhMKshcS2bdtiwIABGDRokNx9iiORkZFYunQpHj58CGtra4wePZr3tHrv3j1MnDgRO3fuRIUKFZCWlpbnap2zszN2795dlKYXmtu3b2PNmjX49OkTqlevjhkzZsDe3p67vmLFCty+fRt79+5FcnIy74k3O5MnT0b37t2LyuxCwxjDtm3bcOjQIWRkZKBdu3YYN24cz2m+e/fuaNWqFcaOHQtA+rvZunUr3r59i/Lly6N169bo378/tLToDE5pIyMjA2vXrsV///0HLS0tdO3aFUOHDuX5IXl7e2PChAno1auX3H1KAoGBgVi+fDk+fPiAypUrY/r06ahYsSJ3fcuWLThw4ABOnz4NQLprkVfUeD8/P/j5+RWZ3cqSnp6OtWvX4syZM9DS0kKPHj3w/fffc++fWCxGs2bNZM5tz549w4gRI/DPP/+UmK1jVUNiiyAIgiAIQo0U72UTgiAIgiCIEg6JLYIgCIIgCDVCYosgCIIgCEKNkNgiCIIgCIJQIyS2CIIgCIIg1AiJLYIgCIIgCDVCYosgCIIgCEKNkNgiShVXr17F27dvNW0GR1paGi5duoR9+/YhODgYt2/fxvPnzzVtFkEQJYiYmBheCq3iwNu3b3H06FGcOnUKCQkJZTbnobxQeOcyQHBwMJ4/fw5dXV14eHhweQtLG0FBQejevTsCAwO5OsYYHj16hA8fPsDe3h7u7u68SOjqJD09HfXr1wdjDG5ubrC3t0diYiIGDx6MwMDAIrODIDSJWCzGw4cPERISAlNTU1SuXBkODg652sXFxeH+/ftgjKFWrVqwsrLiXb9+/TpCQkJQu3ZtuLm58a69ePECDx8+hKOjIxo3bqzW16MJZsyYAUtLS3Tu3Jmr+/z5MwIDA5GRkYFatWqhfPnyRWbP7t27MWbMGLRq1QoVKlRAx44dsWzZMqSmpqJfv35FZkeJQnOZggh1k5GRwQYPHswMDAxYmzZtWNu2bZmDgwObOHGipk1TC4MHD+blk3z//j1zd3dn9vb2zNfXl9WvX59VqlSJHThwoEjsuXbtGhOJRCwpKYlX7+HhwTZt2lQkNhCEJtm7dy+zt7dnLi4urEuXLqx169bM2dmZtWzZkj19+pRrN2XKFGZnZ8datmzJmjVrxgwMDNjKlSt5Y/Xo0YMBYB06dMh1n7Zt2zIArEePHmp/TUXNy5cvmZ6eHouMjOTqFixYwAwMDFiTJk2Yj48Pc3JyYn369GHx8fFFYlPz5s15uREZY+zQoUPMxcWFicXiIrGhpEErW6WYrVu34sCBAwgMDOTyd6WmpmL79u1yj5GYmIg7d+4gNTUVXl5esLa25l2Pjo7G7du3YWBggAYNGkBPT493/d27d3j8+DFMTU3RqFEj6OrqctciIiJw6dIl9O3bF3fv3kVwcDBatGgBS0tLANJ8Wq9evYK9vT08PDzyzbMXHR2NvXv34ubNm1zduHHjYGpqinv37nGrSGFhYbh9+3au/i9fvsSLFy9QoUIFuLu7c/WvXr3CgwcPAAAmJiaoUaNGrtxeDx48QFJSEjw8PHDz5k0kJSWhQoUKOHLkCLS0tHDs2DEAQJ8+fSAQCDBw4ECsW7cOw4cPl/2LJ4gSzsGDB/Hdd99hw4YNGD58OC8Por+/P+Lj47ly5cqV8ebNG+jr6wMA9uzZg/79+6NVq1aoUaMG165Ro0a4cOECQkNDudWxDx8+wN/fHw0bNiyUfc+fP8fr16/h5OQEd3d3Xh5axhju37+Pjx8/wt3dHS4uLry+KSkpuHHjBuLj41GrVi1UqFCBd/38+fOws7NDuXLlcPv2bZiYmKBJkyYAgISEBNy4cQNisRi1a9eGra1tvnauX78eHTt25Fb6bt26hZ9//hnnz59Hq1atOHsPHjyI5ORkGBsbc30TExNx69YtZGRkoEGDBjA1NeWuHTp0COnp6RCJRHBycoKHhwd0dHR4r/Ho0aPo0KEDwsLC8OLFC7i7u+PevXt4+/YtnJycsHfvXtSoUQM1atRAp06dMGzYMJw6dQqdOnUqxDtRRtC02iPUx4QJE1j16tUV7v/gwQNmZWXF6tWrx3x8fJiLiwvbsmULd3358uVMX1+fNWzYkLVo0YLVrFmTvXv3jrs+ZcoUblWtSpUqzNnZmT179oy7fu7cOQaA+fj4ME9PT9a7d2/2+vVrlpSUxLp27cpsbW2Zr68vq1atGnN3d2fBwcEybd2zZw8zNzdnEomEq3N2dmazZs3K9zUmJiaybt26MRMTE9a2bVtWq1Yt3tPxqVOnWJ8+fVifPn1Yu3btmKGhYa4nurFjx7Lq1auzqlWrsjZt2rCRI0eyffv2MW9vb6alpcX1z3zie/jwIQPAPnz4UMA7QBAlE4lEwlxcXBReaUpJSWEA2O7du7m6Hj16sB49ejBfX1+2cOFCrn7u3Lmse/furEuXLnLfb9CgQczS0pJ17tyZ1alThzVt2pR9+fKFMcZYcHAw8/DwYLa2tqxjx47M1dWVLVq0iOsbGBjIHB0dmZubG2vTpg0zMDBgM2bM4I1fv3591rRpU+bs7Mw6derEli1bxhhj7Pjx48zCwoJ5e3uz9u3bM1NTU/bHH3/ka6urqytbu3YtV/7rr7+YUChkGRkZ+fY7duwYMzc3Z+7u7qxdu3bM1dWVXb16lbs+ePBg1qdPH9ajRw9WtWpVVqVKFd78/enTJ25+rly5MuvZsyc7e/Ys69OnDzM1NWUeHh6sT58+vJ2CTp06sZEjR+ZrV1mFxFYpZs+ePQwAmzdvHnv9+nWh+w8YMIANGjSIK6ekpLBTp04xxhi7cOECEwgE7MSJE9z1V69ecVsDFy5cYCKRiN2+fZsxxlh6ejrr1KkTa9KkCdc+U2zlnKgmT57MmjVrxpKTkxlj0ol74MCBrEuXLjJtnTZtGmvUqBGvrk+fPqx8+fLsn3/+YdHR0Xn2++GHH5izszMLDQ3l6o4ePSrzPs+ePWN6enosMDCQqxs7diwTCATs+vXrvLZHjhxhhoaGucZIT09nAoGAHT58WOZ9CKIk8+LFCwaA7dq1S6H+//77LwPAHj16xNVliq2jR4+yihUrMolEwsRiMXNycmL//vuv3GIr07bsD283btxgnz59Yowx1qhRI9aqVSuWmJjIGGNMLBbz5rmGDRuyHj16cA9PV69eZQKBgF2+fJlrU79+fWZlZcU+fvzI1YWEhDAjIyN25swZru7Ro0dMT0+P9zqzExcXxwCwixcvcnUPHz5kQqGQ+fn5sUePHuW5bRccHMz09PTY0qVLubrIyEh27dq1PO8jkUhYv379WN++fbm6TLHVpUuXXMKuevXqbMWKFbnGmTlzJvP09MzzHmUd2kYsxfTt2xfh4eFYuXIl5s2bB0tLS7Rq1Qo//vgjPDw8Cuyvr6+P169fIzY2Fubm5tDV1UWHDh0AANu3b0ezZs14y8WVK1fm/r9nzx60atUK9erVAwBoaWnhxx9/hLe3Nz5+/Ag7Ozuu7fjx47n/M8awbds29OvXDydPngSTPhDA1taW247Li6ioKJibm/Pq1q9fj2nTpmHkyJH4+vUrqlSpgs6dO2PmzJmwsLAAYww7d+7EvHnzYG9vz/Xr0qULb5yEhAQEBAQgPDwcYrEYVlZWuHv3Lm97o06dOmjUqFGBv9PM34WxsTGioqLkak8QJY3w8HAAyLXlfuDAAYjFYgCAs7Nznlt/4eHhGDVqFPr168fb0s/Ex8cHo0aNwuXLl5GamgqxWIx27dph06ZNctmmp6cHgUCAx48fc/Zl2vH69WvcuHED165dg4GBAQBAKBRy81xwcDBu3ryJO3fucNuO3t7eaNasGfbt24dmzZpx9+nVqxdvi3D//v0wNjZGfHw8Dhw4AEA639nY2MDf3z/P15o5R2Sf22rVqoUDBw5g7ty5qFWrFoyMjNC0aVOMGzeOm5/37dsHU1NTTJ06letnZWWV69DBixcv8ObNGyQkJMDKygonT57MZcOYMWMgEonk+t2am5vTvCYDElulnIkTJ2LixIl4+/Ytbty4gfXr16NBgwa4e/dunl/u7MydOxdDhw6FnZ0d6tSpgw4dOmDs2LEwNTXFhw8fUKVKFZl9g4OD4erqyqvLLAcHB/PEVvYJ6evXr4iJicGTJ08QGRnJ69+hQwekp6fneYrPyMgI79+/59VZWFjg77//xoYNG/Do0SNcunQJv//+O86cOYP79+8jKSkJX758yfd1nDp1CgMGDICTkxNcXFygp6eHxMREfP78mdeuIL+LnCQlJfF8KwiiNGFkZARA6kuZnRMnTiAtLQ3+/v5o1qxZLrEVFRWFtm3bwtXVFZs3b85zbC0tLQwaNAhbtmxBcnIyvv/+e7nFACAVeWvWrMHQoUOhq6uLFi1a4Pvvv0eLFi3w4cMHAJA5JwQHBwMA5wObiaurK3ctk5xzQlBQEMRiMQ4ePMirb9CgAWxsbPK8X+bvMTExkVffvXt3dO/eHR8/fsTt27exfft2dOzYEQcOHEDPnj3x4cMHuLq6yvy9pKWloWvXrrh16xbq1q0LMzMzfPz4Mde8ltfryI/ExESa12RAYquM4OrqCldXV/Ts2RPly5fHwYMHCxRb9vb2+O+//xAbGwt/f38sW7YMBw8exIMHD2BmZpZrIs2OlZUVYmJieHWZ5ZxPV9kdZ/X19aGlpYWBAwfCz89P7tdXpUoVmXFotLW1UadOHdSpUwfVqlVDp06dEBgYyIWByO91TJw4EdOmTcPMmTO5OhcXFzDGZL6GgggJCUFGRgaqVq0qdx+CKElUr14dBgYGuH37Nrp27crV79ixAwDQvn37XH2io6PRunVrmJub4+TJk5yzfF74+fnBw8MDEokEy5YtK7R9Y8eOxejRoxEYGIijR4+ibdu2OHr0KBc+ITo6OtdhICBr7oqJieEO8mSW85vXAOkBG0NDQ+zdu1duO62trWFubo7379/nGdLCzs4O3bp1Q7du3eDp6Yl//vkHPXv2LHB+3rt3LwICAhAUFAQTExMAwObNmxEQEJCrbWHmtvfv39O8JgMKalqK+fDhAyQSCa8uIyMDGRkZcsXaCgsLAyBdGu7atSsWLFiAhw8fIjU1FW3btsWZM2cQERHBtReLxZyg8vb2xrlz5/D161fu+oEDB2BnZ5fr5E52tLW10apVK2zatCmX7Zn25EWrVq0QHByM0NBQri7nShcgPWEDAGZmZtDS0kKLFi2wc+dOXpvsK2rh4eG8yePu3bvc06+iXL9+HVZWVqhVq5ZS4xBEcUVPTw9jxozBmjVr8OLFiwLbx8TEoHXr1jA1NcWpU6dgaGiYb/uqVati7NixmDhxYq4V9IKIjo7+f3v3EtPU1gVw/C+mMDAx4ABsnJBYYmpUpL4DiCU+0AQEEh+tDUoFfIA6MJ1hnGgcWCMSYqhGrJgmtsEGqfEVqwPF+CIQQaKg1jcNg0oRE1DAOyCc3F4e3k+/3u+7uH7Dszn7bDrYXWfvtVfp7e0lIiKCxMREDh48iE6n48GDB8ybN4+4uDglKBw2PCdoNBqmT5+O2+1W2j59+oTX6yUlJWXc52ZkZODz+bh+/XrI9S9fvhAMBke9Z9KkSej1eurr65VrHR0d9PX1hfzd4OAgX79+Veb11atX8/z58xEnr4f/D7/fj1qtVgIt4L9SlLS+vp6VK1f+cj8TkaxsTWButxubzUZOTg4ajYbu7m7sdjuxsbGYTKYf3m+xWOjt7UWv16NSqaisrCQzM5OoqCi2b9+Oy+Vi6dKl7N69m6ioKJxOJ1arlWXLllFYWMipU6dYsWIFBQUFvHr1ihMnTnD+/PlxSzgAlJeXk5aWRmpqKgaDgYGBAW7fvs20adOoqqoa9R6tVktycjIXLlxQ8hQKCgpQqVQsX76cGTNm0N7ezsmTJzEajco2wPHjx0lLS2PNmjXk5OTg9/upra2lqakJgOzsbCwWC52dnXR1dVFWVvbDL4IfcTqdmM3mkKPmQkw0hw8f5u3btyQlJZGfn8/cuXOJjIyktbWVhw8fUlxcDAzlLa1atYrXr19jtVrxeDxKH0lJSWOulBw9evSnxuXz+diyZQsbNmwgISGBJ0+e0NzcTEVFBSqVCpvNxsaNG+no6CA5OZmWlhY+fvyIy+UiMjISq9WK2WwmEAgQHx+PzWYjISGB/Pz8cZ+bkpLC3r17yc3NpaSkhFmzZtHW1obb7aauri6kLMOfFRYWkpeXR3l5OSqVisbGRoqLi1m/fj2zZ89mYGCAixcv8ubNGxwOBwCpqakUFRWRkZHBvn37UKvVeDwecnNzMZvNrFu3jtLSUkpKSpg/fz4ej4f79+//1Oc5rKGhgY6ODgwGwy/1M1FN+v7X/RAxobx8+ZKamhra2tqYMmUKc+bMwWg0KrkA4/n+/TuXLl3C6/XS39/P4sWLMRqNSq2sb9++4XA4uHPnDtHR0RgMBhYuXKjc39PTw+nTp2lqaiI6OppNmzaFJJG3tLRw6NChUZfVA4EAdrud5uZmYmJi0Ov1ZGZmjjveGzdusGvXLp49e6bkdXm9Xm7dusWHDx+IjY1Fr9eTkZERsjTu9/s5c+YM7e3taDQadu7cqWwJ9PX1UVlZSWNjIzExMWzevJm6ujqWLFmiVHM+e/YsgUCA/fv3h4zn8ePHVFRUYLfblWs+n48FCxbw9OnT/zjPS4h/o3v37nHlyhXevXvH1KlTiY+PJysrSzlQMzg4OGbVcZPJpCSnl5WVAUNb+6M5duwYkydPHrP9z96/f091dTUvXrxArVZjMpnQarVKe2trK9XV1XR2dqLT6SgqKgqpQXX37l1cLhfBYBCdTkdBQUHIS9iBAwfQ6XTk5OSMePbNmze5fPky3d3daLVa8vLyxszZgqF5ePilduvWrcBQ9Xin00lLSwsRERFoNBpMJtOIfurq6rh69aqS5D+cQA9D89O5c+fo6elBp9ORmJhIVVWVMl8Fg0F27NiB1WodUfHfYrGQnp4e0t+2bduIi4v7qW3d34EEW2JCKS0tJSsrSzkF+f/G4XDQ39+vTJpCCPEjDQ0N1NTUcOTIkf/1UEb1+fNn9uzZQ0VFxd96kf8dSbD1Gxv+rbHRzJw5k0WLFv3DIxJCiF/T1dXFtWvXxmzPzs4e8UsXQoSb5Gz9xh49ejTmPn16eroEW0KIf51gMEhtbe2Y7WvXrpVgS/zjZGVLCCGEECKM5DiUEEIIIUQYSbAlhBBCCBFGEmwJIYQQQoSRBFtCCCGEEGEkwZYQQgghRBhJsCWEEEIIEUYSbAkhhBBChJEEW0IIIYQQYSTBlhBCCCFEGP0B6X3iVg73IHsAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 456 ms (started: 2026-07-04 09:40:08 +02:00)\n" + ] + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "from scipy.stats import linregress\n", + "\n", + "fig, axis = plt.subplots(1, 2, figsize=(6, 3))\n", + "for n, i in enumerate([\"S_score\", \"G2M_score\"]):\n", + " x = ds.cells.fetch(f\"RNA_{i}\")\n", + " y = ds.cells.fetch(i)\n", + " res = linregress(x, y)\n", + "\n", + " ax = axis[n]\n", + " ax.scatter(x, y, color=color_key[i.split(\"_\")[0]])\n", + " ax.plot(x, res.intercept + res.slope * x, label=\"fitted line\", c=\"k\")\n", + " ax.set_xlabel(f\"{i} (Scarf)\")\n", + " ax.set_ylabel(f\"{i} (Scanpy)\")\n", + " ax.set_title(f\"Corr. coef.: {round(res.rvalue, 2)} (pvalue: {res.pvalue})\")\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + } + ], + "metadata": { + "jupytext": { + "text_representation": { + "extension": ".md", + "format_name": "myst", + "format_version": 0.13, + "jupytext_version": "1.14.1" + } + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.13" + }, + "source_map": [ + 12, + 18, + 23, + 32, + 40, + 48, + 53, + 71, + 73, + 81, + 87, + 91, + 103, + 110, + 116, + 123, + 128, + 132, + 151, + 155 + ] + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/docs/.jupyter_cache/executed/ad0baf28b7208d46c9c9b04c5d31c835/base.ipynb b/docs/.jupyter_cache/executed/ad0baf28b7208d46c9c9b04c5d31c835/base.ipynb new file mode 100644 index 00000000..07edc67d --- /dev/null +++ b/docs/.jupyter_cache/executed/ad0baf28b7208d46c9c9b04c5d31c835/base.ipynb @@ -0,0 +1,2964 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "ccdaebc6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'1.0.0'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 3.94 s (started: 2026-07-11 02:34:18 +02:00)\n" + ] + } + ], + "source": [ + "%load_ext autotime\n", + "\n", + "import scarf\n", + "\n", + "scarf.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "a1dd9a22", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 23.1 s (started: 2026-07-11 02:34:22 +02:00)\n" + ] + } + ], + "source": [ + "scarf.fetch_dataset(\n", + " dataset_name=\"kang_15K_pbmc_rnaseq\", save_path=\"scarf_datasets\", as_zarr=True\n", + ")\n", + "\n", + "scarf.fetch_dataset(\n", + " dataset_name=\"kang_14K_ifnb-pbmc_rnaseq\", save_path=\"scarf_datasets\", as_zarr=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "488c66d5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "DataStore has 8487 (14619) cells with 1 assays: RNA\n", + " Cell metadata:\n", + " 'I', 'ids', 'names', 'RNA_percentMito', 'cluster_labels', \n", + " 'RNA_nFeatures', 'RNA_percentRibo', 'RNA_nCounts', 'RNA_leiden_cluster', 'RNA_UMAP2', \n", + " 'RNA_UMAP1'\n", + " RNA assay has 11352 (35635) features and following metadata:\n", + " 'I', 'ids', 'names', 'I__hvgs', 'nCells', \n", + " 'dropOuts'" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 345 ms (started: 2026-07-11 02:34:45 +02:00)\n" + ] + } + ], + "source": [ + "ds_ctrl = scarf.DataStore(\"scarf_datasets/kang_15K_pbmc_rnaseq/data.zarr/\", nthreads=4)\n", + "\n", + "ds_ctrl" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "0e513280", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "DataStore has 10111 (14446) cells with 1 assays: RNA\n", + " Cell metadata:\n", + " 'I', 'ids', 'names', 'cluster_labels', 'RNA_percentMito', \n", + " 'RNA_percentRibo', 'RNA_leiden_cluster', 'RNA_nCounts', 'RNA_nFeatures', 'RNA_UMAP2', \n", + " 'RNA_UMAP1'\n", + " RNA assay has 11051 (35635) features and following metadata:\n", + " 'I', 'ids', 'names', 'nCells', 'I__hvgs', \n", + " 'dropOuts'" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 275 ms (started: 2026-07-11 02:34:46 +02:00)\n" + ] + } + ], + "source": [ + "ds_stim = scarf.DataStore(\n", + " \"scarf_datasets/kang_14K_ifnb-pbmc_rnaseq/data.zarr\", nthreads=4\n", + ")\n", + "\n", + "ds_stim" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "150c52da", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 20 s (started: 2026-07-11 02:34:46 +02:00)\n" + ] + } + ], + "source": [ + "scarf.AssayMerge(\n", + " zarr_path=\"scarf_datasets/kang_merged_pbmc_rnaseq.zarr\",\n", + " assays=[ds_ctrl.RNA, ds_stim.RNA],\n", + " names=[\"ctrl\", \"stim\"],\n", + " merge_assay_name=\"RNA\",\n", + " overwrite=True,\n", + ").dump()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "2eb15fa6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Minimum cell count (562) is lower than size factor multiplier (1000)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 26.8 s (started: 2026-07-11 02:35:06 +02:00)\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\"scarf_datasets/kang_merged_pbmc_rnaseq.zarr\", nthreads=4)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "240accc5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "DataStore has 29065 (29065) cells with 1 assays: RNA\n", + " Cell metadata:\n", + " 'I', 'ids', 'names', 'orig_RNA_UMAP1', 'RNA_percentMito', \n", + " 'orig_RNA_percentMito', 'orig_RNA_UMAP2', 'orig_RNA_nCounts', 'orig_RNA_percentRibo', 'RNA_percentRibo', \n", + " 'orig_cluster_labels', 'RNA_nFeatures', 'orig_RNA_nFeatures', 'orig_RNA_leiden_cluster', 'RNA_nCounts', \n", + " \n", + " RNA assay has 12450 (35635) features and following metadata:\n", + " 'I', 'ids', 'names', 'dropOuts', 'nCells', \n", + " " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 58.6 ms (started: 2026-07-11 02:35:33 +02:00)\n" + ] + } + ], + "source": [ + "ds" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "f98ed907", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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IidsnamesRNA_percentMitoorig_RNA_UMAP1orig_RNA_nCountsorig_RNA_percentMitoorig_RNA_percentRiboorig_cluster_labelsorig_RNA_UMAP2RNA_nFeaturesorig_RNA_nFeaturesRNA_percentRiboorig_RNA_leiden_clusterRNA_nCounts
0Truectrl__TGTTAAGACACTGA-1TGTTAAGACACTGA-10.000000NaN574.00.00000020.034843nanNaN304.0304.020.034843-1574.0
1Truectrl__TCACCCGAGCTATG-1TCACCCGAGCTATG-10.000000NaN1682.00.0000000.059453nanNaN62.062.00.059453-11682.0
2Truectrl__TCACCCGAACCACA-1TCACCCGAACCACA-10.171233-1.7685711168.00.17123331.763699CD4 Memory T-5.990341434.0434.031.76369911168.0
3Truectrl__TGTAGTCTACCAGT-1TGTAGTCTACCAGT-10.185357-3.0524452158.00.18535732.483781CD8 T-12.830768837.0837.032.48378172158.0
4Truectrl__TATCAGCTAGTAGA-1TATCAGCTAGTAGA-10.143369-12.6546251395.00.14336934.695341B-5.425503592.0592.034.69534151395.0
\n", + "
" + ], + "text/plain": [ + " I ids names RNA_percentMito \\\n", + "0 True ctrl__TGTTAAGACACTGA-1 TGTTAAGACACTGA-1 0.000000 \n", + "1 True ctrl__TCACCCGAGCTATG-1 TCACCCGAGCTATG-1 0.000000 \n", + "2 True ctrl__TCACCCGAACCACA-1 TCACCCGAACCACA-1 0.171233 \n", + "3 True ctrl__TGTAGTCTACCAGT-1 TGTAGTCTACCAGT-1 0.185357 \n", + "4 True ctrl__TATCAGCTAGTAGA-1 TATCAGCTAGTAGA-1 0.143369 \n", + "\n", + " orig_RNA_UMAP1 orig_RNA_nCounts orig_RNA_percentMito \\\n", + "0 NaN 574.0 0.000000 \n", + "1 NaN 1682.0 0.000000 \n", + "2 -1.768571 1168.0 0.171233 \n", + "3 -3.052445 2158.0 0.185357 \n", + "4 -12.654625 1395.0 0.143369 \n", + "\n", + " orig_RNA_percentRibo orig_cluster_labels orig_RNA_UMAP2 RNA_nFeatures \\\n", + "0 20.034843 nan NaN 304.0 \n", + "1 0.059453 nan NaN 62.0 \n", + "2 31.763699 CD4 Memory T -5.990341 434.0 \n", + "3 32.483781 CD8 T -12.830768 837.0 \n", + "4 34.695341 B -5.425503 592.0 \n", + "\n", + " orig_RNA_nFeatures RNA_percentRibo orig_RNA_leiden_cluster RNA_nCounts \n", + "0 304.0 20.034843 -1 574.0 \n", + "1 62.0 0.059453 -1 1682.0 \n", + "2 434.0 31.763699 1 1168.0 \n", + "3 837.0 32.483781 7 2158.0 \n", + "4 592.0 34.695341 5 1395.0 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 244 ms (started: 2026-07-11 02:35:33 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "f8d694eb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 54.6 ms (started: 2026-07-11 02:35:33 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.insert(\n", + " column_name=\"sample_id\",\n", + " values=[x.split(\"__\")[0] for x in ds.cells.fetch_all(\"ids\")],\n", + " overwrite=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "dbb6b4ca", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 73.6 ms (started: 2026-07-11 02:35:33 +02:00)\n" + ] + } + ], + "source": [ + "ctrl_labels = list(ds_ctrl.cells.fetch_all(\"cluster_labels\"))\n", + "stim_labels = list(ds_stim.cells.fetch_all(\"cluster_labels\"))\n", + "\n", + "ds.cells.insert(\n", + " column_name=\"imported_labels\", values=ctrl_labels + stim_labels, overwrite=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "9b8d1128", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 53.4 ms (started: 2026-07-11 02:35:33 +02:00)\n" + ] + } + ], + "source": [ + "ctrl_valid_cells = list(ds_ctrl.cells.fetch_all(\"I\"))\n", + "stim_valid_cells = list(ds_stim.cells.fetch_all(\"I\"))\n", + "\n", + "ds.cells.update_key(values=ctrl_valid_cells + stim_valid_cells, key=\"I\")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "013e8b94", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "sample_id\n", + "ctrl 9441\n", + "stim 9157\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 80.9 ms (started: 2026-07-11 02:35:33 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.to_pandas_dataframe([\"sample_id\"], key=\"I\")[\"sample_id\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "69bf806d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating summary statistics\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(RNA) feature stats block 1/1: read 13.2s (r2) compute 2.2s rss 1549 MiB\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating HVGs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2000 genes marked as HVGs\n", + "\n" + ] + }, + { + "data": { + "image/png": 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Iidsnamesorig_RNA_UMAP1RNA_percentMitoorig_RNA_nCountsorig_RNA_percentMitoorig_RNA_percentRiboorig_cluster_labelsorig_RNA_UMAP2RNA_percentRiboRNA_nFeaturesorig_RNA_nFeaturesorig_RNA_leiden_clusterRNA_nCountsimported_labelsRNA_UMAP2RNA_UMAP1sample_id
0Truectrl__TGTTAAGACACTGA-1TGTTAAGACACTGA-1NaN0.000000574.00.00000020.034843nanNaN20.034843304.0304.0-1574.0CD4 naive T-16.464211-14.695160ctrl
1Truectrl__TCACCCGAGCTATG-1TCACCCGAGCTATG-1NaN0.0000001682.00.0000000.059453nanNaN0.05945362.062.0-11682.0CD 14 Mono-12.16866736.120689ctrl
2Truectrl__TCACCCGAACCACA-1TCACCCGAACCACA-1-1.7685710.1712331168.00.17123331.763699CD4 Memory T-5.99034131.763699434.0434.011168.0CD 14 Mono-26.0956125.656760ctrl
3Truectrl__TGTAGTCTACCAGT-1TGTAGTCTACCAGT-1-3.0524450.1853572158.00.18535732.483781CD8 T-12.83076832.483781837.0837.072158.0CD 14 Mono-22.824497-4.408708ctrl
4Falsectrl__TATCAGCTAGTAGA-1TATCAGCTAGTAGA-1-12.6546250.1433691395.00.14336934.695341B-5.42550334.695341592.0592.051395.0nanNaNNaNctrl
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" + ], + "text/plain": [ + " I ids names orig_RNA_UMAP1 \\\n", + "0 True ctrl__TGTTAAGACACTGA-1 TGTTAAGACACTGA-1 NaN \n", + "1 True ctrl__TCACCCGAGCTATG-1 TCACCCGAGCTATG-1 NaN \n", + "2 True ctrl__TCACCCGAACCACA-1 TCACCCGAACCACA-1 -1.768571 \n", + "3 True ctrl__TGTAGTCTACCAGT-1 TGTAGTCTACCAGT-1 -3.052445 \n", + "4 False ctrl__TATCAGCTAGTAGA-1 TATCAGCTAGTAGA-1 -12.654625 \n", + "\n", + " RNA_percentMito orig_RNA_nCounts orig_RNA_percentMito \\\n", + "0 0.000000 574.0 0.000000 \n", + "1 0.000000 1682.0 0.000000 \n", + "2 0.171233 1168.0 0.171233 \n", + "3 0.185357 2158.0 0.185357 \n", + "4 0.143369 1395.0 0.143369 \n", + "\n", + " orig_RNA_percentRibo orig_cluster_labels orig_RNA_UMAP2 RNA_percentRibo \\\n", + "0 20.034843 nan NaN 20.034843 \n", + "1 0.059453 nan NaN 0.059453 \n", + "2 31.763699 CD4 Memory T -5.990341 31.763699 \n", + "3 32.483781 CD8 T -12.830768 32.483781 \n", + "4 34.695341 B -5.425503 34.695341 \n", + "\n", + " RNA_nFeatures orig_RNA_nFeatures orig_RNA_leiden_cluster RNA_nCounts \\\n", + "0 304.0 304.0 -1 574.0 \n", + "1 62.0 62.0 -1 1682.0 \n", + "2 434.0 434.0 1 1168.0 \n", + "3 837.0 837.0 7 2158.0 \n", + "4 592.0 592.0 5 1395.0 \n", + "\n", + " imported_labels RNA_UMAP2 RNA_UMAP1 sample_id \n", + "0 CD4 naive T -16.464211 -14.695160 ctrl \n", + "1 CD 14 Mono -12.168667 36.120689 ctrl \n", + "2 CD 14 Mono -26.095612 5.656760 ctrl \n", + "3 CD 14 Mono -22.824497 -4.408708 ctrl \n", + "4 nan NaN NaN ctrl " + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 513 ms (started: 2026-07-11 02:36:50 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "068d9ec3", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing normalized data with cell key I and feat key I__hvgs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix finished in 0.1s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans finished in 15.2s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.2s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.7s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 0.2s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 99.82%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 16.4s (7/7 steps, 16.3s in logged steps)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 16.5 s (started: 2026-07-11 02:36:52 +02:00)\n" + ] + } + ], + "source": [ + "ds.make_graph(feat_key=\"hvgs\", k=21, dims=25, n_centroids=100, pca_cell_key=\"is_ctrl\")" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "e079e81b", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "75e9206abfe149b0bb39842dc452b01a", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 10.5 s (started: 2026-07-11 02:37:08 +02:00)\n" + ] + } + ], + "source": [ + "ds.run_umap(n_epochs=250, spread=5, min_dist=1, parallel=True, label=\"pUMAP\")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "2be58a06", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.36 s (started: 2026-07-11 02:37:19 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_layout(layout_key=\"RNA_pUMAP\", color_by=\"imported_labels\", legend_ondata=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "fc4dfa80", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing normalized data with cell key I and feat key I__hvgs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix finished in 0.2s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing loadings for pca with 25 dims\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using existing kmeans cluster centers\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 2 iterations: 0.11977588976575447\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 3 iterations: 0.04945516936220778\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 4 iterations: 0.023948533323381663\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 5 iterations: 0.003818361813286317\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 6 iterations: 0.00666561313511375\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 7 iterations: -0.00028886819220733746\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans finished in 23.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.5s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 99.83%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 24.3s (7/7 steps, 24.2s in logged steps)\n", + "\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "787c64ba5eb64a43887c32ae5cb361d9", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 35.9 s (started: 2026-07-11 02:37:21 +02:00)\n" + ] + } + ], + "source": [ + "ds.make_graph(\n", + " feat_key=\"hvgs\",\n", + " k=21,\n", + " dims=25,\n", + " n_centroids=100,\n", + " harmonize=True,\n", + " batch_columns=[\"sample_id\"],\n", + ")\n", + "\n", + "ds.run_umap(n_epochs=250, spread=5, min_dist=1, parallel=True, label=\"hUMAP\")\n", + "\n", + "ds.run_leiden_clustering(resolution=1.0)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "94385534", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 822 ms (started: 2026-07-11 02:37:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_layout(\n", + " layout_key=\"RNA_hUMAP\", color_by=\"sample_id\", cmap=\"RdBu\", legend_ondata=False\n", + ")\n", + "\n", + "ds.plot_layout(layout_key=\"RNA_hUMAP\", color_by=\"imported_labels\", legend_ondata=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "9d9cec82", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the latest knn graph at location: RNA/normed__I__hvgs/reduction__pca__25__is_ctrl/ann__l2__63__63__48__4466/knn__21\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Perplexity 30 requires at least 90 neighbors, but the graph has 21. Using perplexity 7.\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Computing LISI for sample_id\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Computing LISI for imported_labels\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "[('sample_id',\n", + " array([1.82219041, 1.47875387, 1.72050892, ..., 1.9986971 , 1.29487023,\n", + " 1.04752205], shape=(18598,))),\n", + " ('imported_labels',\n", + " array([2.72212043, 3.65864004, 2.12411135, ..., 3.33422435, 2.20356394,\n", + " 4.4492713 ], shape=(18598,)))]" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 351 ms (started: 2026-07-11 02:37:57 +02:00)\n" + ] + } + ], + "source": [ + "ds.metric_lisi(\n", + " label_colnames=[\"sample_id\", \"imported_labels\"],\n", + " save_result=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "f8185d65", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the knn graph at location: RNA/normed__I__hvgs/reduction__pca__25__is_ctrl/ann__l2__63__63__48__4466/knn__21\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Perplexity 30 requires at least 90 neighbors, but the graph has 21. Using perplexity 7.\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Computing LISI for sample_id\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "0.4225426493670202" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 244 ms (started: 2026-07-11 02:37:58 +02:00)\n" + ] + } + ], + "source": [ + "ds.metric_batch_mixing(label_colname=\"sample_id\")" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "980b2f64", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the latest knn graph at location: RNA/normed__I__hvgs/reduction__pca__25__is_ctrl/ann__l2__63__63__48__4466/knn__21 for assay: RNA\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded existing ANN stream from RNA/normed__I__hvgs/reduction__pca__25__is_ctrl/ann__l2__63__63__48__4466\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "array([ 0.25132455, 0.23440473, 0.11844284, 0.4121762 , 0.22050369,\n", + " 0.06412872, 0.21549733, 0.29761931, 0.08568681, 0.05195516,\n", + " 0.10802172, 0.48158152, 0.50115504, 0.32112733, 0.31548232,\n", + " -0.06508764, 0.09314139, 0.16435866])" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 525 ms (started: 2026-07-11 02:37:58 +02:00)\n" + ] + } + ], + "source": [ + "ds.metric_silhouette(res_label=\"leiden_cluster\")" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "72297d4e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "-3.705291026995729e-06" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + 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"time: 1.23 s (started: 2026-07-04 09:42:04 +02:00)\n" + ] + } + ], + "source": [ + "%load_ext autotime\n", + "\n", + "import scarf\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "\n", + "scarf.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "2e5ff1dd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 29.9 s (started: 2026-07-04 09:42:06 +02:00)\n" + ] + } + ], + "source": [ + "scarf.fetch_dataset(\"lecun_60K_mnist_images\", save_path=\"scarf_datasets\")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "79a78be4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "feature_types extraction failed from features.tsv.gz in column 2\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 41.5 s (started: 2026-07-04 09:42:35 +02:00)\n" + ] + } + ], + "source": [ + "reader = scarf.CrDirReader(\"scarf_datasets/lecun_60K_mnist_images\")\n", + "writer = scarf.CrToZarr(\n", + " reader,\n", + " zarr_loc=\"scarf_datasets/lecun_60K_mnist_images/data.zarr\",\n", + " chunk_size=(2000, 1000),\n", + ")\n", + "writer.dump(batch_size=1000)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "8206695a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No matches found for pattern MT-|mt. Will not add/update percentage feature\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No matches found for pattern RPS|RPL|MRPS|MRPL. Will not add/update percentage feature\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "DataStore has 60000 (60000) cells with 1 assays: RNA\n", + " Cell metadata:\n", + " 'I', 'ids', 'names', 'RNA_nCounts', 'RNA_nFeatures', \n", + " \n", + " RNA assay has 467 (784) features and following metadata:\n", + " 'I', 'ids', 'names', 'nCells', 'dropOuts', \n", + " " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.23 s (started: 2026-07-04 09:43:15 +02:00)\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\n", + " \"scarf_datasets/lecun_60K_mnist_images/data.zarr\",\n", + " min_cells_per_feature=1000,\n", + " min_features_per_cell=10,\n", + " nthreads=4,\n", + ")\n", + "ds" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "156be5b9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 55.4 ms (started: 2026-07-04 09:43:17 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.insert(\n", + " \"digit_label\",\n", + " [int(x.rsplit(\"_\", 1)[-1]) - 1 for x in ds.cells.fetch_all(\"names\")],\n", + " overwrite=True,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "f3ecaaaa", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix finished in 1.7s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics finished in 0.4s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans finished in 8.9s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.3s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 4.3s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 12.7s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 100.00%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 28.6s (7/7 steps, 28.2s in logged steps)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 28.6 s (started: 2026-07-04 09:43:17 +02:00)\n" + ] + } + ], + "source": [ + "# Set normalization method to a dummy function that returns unnormalized data\n", + "ds.RNA.normMethod = scarf.assay.norm_dummy\n", + "\n", + "ds.make_graph(feat_key=\"I\", k=31, dims=25, n_centroids=100, show_elbow_plot=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "7078dcbb", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "5e8c94ed06c04e59917d8a678922f1ac", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 36.1 s (started: 2026-07-04 09:43:44 +02:00)\n" + ] + } + ], + "source": [ + "ds.run_umap(n_epochs=300, spread=1, min_dist=0.05, parallel=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "b699157c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 14.6 s (started: 2026-07-04 09:44:20 +02:00)\n" + ] + } + ], + "source": [ + "ds.run_clustering(n_clusters=20)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "867b976e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 143 ms (started: 2026-07-04 09:44:33 +02:00)\n" + ] + } + ], + "source": [ + "ds.smart_label(\n", + " to_relabel=\"RNA_cluster\",\n", + " base_label=\"digit_label\",\n", + " new_col_name=\"cluster_label\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "8a2a0d99", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 2.19 s (started: 2026-07-04 09:44:35 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_cluster_tree(\n", + " cluster_key=\"cluster_label\",\n", + " fill_by_value=\"digit_label\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "b8033614", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 33.2 ms (started: 2026-07-04 09:44:38 +02:00)\n" + ] + } + ], + "source": [ + "clusts = pd.Series(ds.cells.fetch_all(\"cluster_label\"))\n", + "digits = pd.Series(ds.cells.fetch_all(\"digit_label\"))" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "0ef2917e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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"tabbable": null, + "tooltip": null, + "value": " 300/300 [00:34]" + } + } + }, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/docs/.jupyter_cache/executed/baa049e67dfa8da2dafd2d372b09b5e4/base.ipynb b/docs/.jupyter_cache/executed/baa049e67dfa8da2dafd2d372b09b5e4/base.ipynb new file mode 100644 index 00000000..d789887b --- /dev/null +++ b/docs/.jupyter_cache/executed/baa049e67dfa8da2dafd2d372b09b5e4/base.ipynb @@ -0,0 +1,707 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "60ac56f0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 29.8 s (started: 2026-07-04 09:41:03 +02:00)\n" + ] + } + ], + "source": [ + "%load_ext autotime\n", + "\n", + "import scarf\n", + "\n", + "scarf.fetch_dataset(\"tenx_5K_pbmc_rnaseq\", save_path=\"scarf_datasets\", as_zarr=True)\n", + "\n", + "ds = scarf.DataStore(\n", + " \"scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr\", nthreads=4, min_features_per_cell=10\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "7f8a9a0b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "597 cells flagged for filtering out using attribute RNA_nCounts\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating summary statistics\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using cached feature stats for cell_key I\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing corrected dispersion values\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating HVGs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "500 genes marked as HVGs\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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kmeans finished in 0.7s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.2s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.2s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 13.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 99.80%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 15.4s (7/7 steps, 15.2s in logged steps)\n", + "\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "aa4f0cd3753144f48a0372f293fa8947", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 21.1 s (started: 2026-07-04 09:41:32 +02:00)\n" + ] + } + ], + "source": [ + "ds.filter_cells(attrs=[\"RNA_nCounts\"], highs=[15000], lows=[1000])\n", + "ds.mark_hvgs(min_cells=20, top_n=500)\n", + "ds.make_graph(feat_key=\"hvgs\", k=11, dims=15)\n", + "ds.run_umap(n_epochs=200, parallel=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "2a27be41", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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l8C27dfOWE+SkbwSIvCokEUpapE4NBweAsETJaJKINAFQ0iIl8ltMrFKezA836t3/71GO25jD0kttPOEEg78d0IOjj3Us8+SEdU20ft3Cnp4ne8MuNr4sp+ni0T1jLpfL5ZqqpmSwFxFZyznrI9K0sqJlyhSrgxy+xMbOdzL9dx7xhqtaoUq1WKfqnxzs05ogQhNZkjv62HfuQd19EOBEOW9rjeoCD14cnIkbhLrWKZBDEEISQVUpkCUokfHPnUPsvmSHPvi7yelbxslfa6Xz1SJCVlP372Pb+Y8V8NfJubcFCJ1SooCJRZlSOkvyi8P0//uoDmSP5rlzuVzPPCLi7bz4Je/0NrXMKieGbu+77sfffrrT5Dq+TKln9otlzWvCxF69mrNKAkuLmsfEJETUVpyvlSlf6xFvGMAWD1lNp2pUil71N3vES1oTGBgUyWFhz4vT8SURuXQhK6/y4m8JEMaDjzrViX2aYlLSAn4ClLRAbeyzgmYJSBhTTMOngbmT0xkk3NpEy1Xjlf/CElsZ145LROQ7rXQvrVAamPzcv069PUeamLQA4CcYtdX+SITms+PSfsGoDhaO9bl1uVz/OCJittBxhoX/gqZQz5knmRet4s8ZM7XKg/fkla/quuhF0nf9T771dKfTdfyYMsF+tiw+ZRpz/8sS2wOQ14yWKBAiiogQoblnUA/Oc7RR9G6IgYW5Zzc7nuNQ32qq3e4nQEiiANS0Ro7MyiWs+3A7PR8XEepao0yJMkW8+AEoa4EgEfrY98NuZlwakqi/sX6VkhYQDKdIvjI5rRXKhTq1go0nDKCqVCjXVnHGdVHi59eo5BbLmrdu1nu/NUeWrm2np+2Rx+vg4FA/dQYLDyyRdXdWKP2qTn33bt3012N4ml0u1zHQuejMWbHuRe8zTCuQPLT1h7M44d+CM+evMCyL2K4CNhaleoHoXX3oA8NitjjvFZHvqI79oLlcf8OUaWfvIzhvPNCPTYufIGWK1LUOgOLk8mRyJQo6ogNDIwy8fTrzPtlGT7uFhZ/gxPYssQDabTxvVxqPOkyxqFElQJi8ZiholipVTEy8+Nb6CPgfXt+mSB7FMVroeKeMZ+OBipZzSYbfV9ZivqZVHWHge1580SZpPd8QA4/4QhGaPyki0kTL2wISihgYVLVxz1DX2lhFwhaapTXeKdOeHabpf6cz7y9LZd17ju2ZdrlcR5OIWPGZK3/u8zW9lo17XtaxpXLdTOasaN5bwhkZxVITVaVOnZBECVcCdB4OLljIyiuf7rS7jh/HZc5eRCwfgeYShZEYLf5pzH2XhTmnpMWUT/wxgDyZ8aWpUiajhaKf8IlhiYUA/BpsK1N4Z4DQSQWyRGimRJ4gjWftZS0SI+6x8XoKZCfmF8j1RaSpy4sPaOTKk4zQSuecDIlClHgAGpX0QkSxxUNaRzvWcPatJ8r5oRypb23Se764Se/5il8CP7TxhrOkDi/jpHdOPsYS+ehqzjpcodSc1wyCQZEUjmq9QlmDhK0COUy18IkfL16qVMwQ0dcD1xz7q+ByuY6GUMv0GYbaKzzXr8eol2iiFRHBxkMkWSMdrhDNehAm8guICB71tT6NyXYdZ46rYD9bFp9u4zlnFWe+0cBssbC0TDHbLG0RgIymSmUtYmHjJ0iRPJGxinQ+Av60jk4cr4gQ05aXlCgc8hPCFBOP+shrlgqlqp+g7ZVGRr2i5Sqa6S9TusPCWpTXbFdQwgAkGSYw1v7ewhMY1YGNCg968J4fkaa2utYxsZyQRE8BMNX693lywkUefA+10fvl/bp9H0C3zPxRQMNXtrXIkgtedVCDQQ3d+PPW0NaHfBOV/fwaZJQBs4mWqhc/BXKUKeBoHYc6JjYKpX/U9XC5XE9dbmT/gfqGjemIE4kmKTOpEBDBoNbVxEgqXSdRHPFXg+0iQkkLgxkSv38ak+06zhw3xfhLZd27pzP/xijNH/HgaYlKEwFC4iMQGV8mIjGfjYeghLHFg4F5xDaqUusbb31Q0gI2XixsqVAqQqPSXlDCVCj3jz+Tr2kNh/rAHfrH6fdzy0v9hLq8+CholrxmsfFQokSRPIUmk8qMuDOwxP7YMH1nj2j/hw+w8wNe/EGAouaxsKzpMu+CGPH3tNJ9Q5fMaAM4rHv7dvHQue/73y2HolGRbesjLFiTxjYevh8TEQQTnwTsHGkChIhKHIc6RfJUKKYzJD50bK+Ey+U6mlS1Uh0Z+oOqYmCR0zTQaOmTChZAgXDgPx6s/rW7n/1vGNH+Dx1m73l7dOumpzflruPJcZOzDxF9vSmmiUKdxjP4Rsc3D9dPcdShSkWhUd5VoqABDYkhBmWjjG/u4p7+XRv2x2rR6RYePOKlquVuRUjpSMrGa5Yo/Gk/O99mYNzm19CMGtViicI7AFRVV8rpfw5K+CUWNhUtozh4xc/gLPCevA6PYZxg5hI3Dctd5+956IZPiYjRROuFIY2cUaaEBw9VLRMgjOLMDhM7FfglQOfChHfnxtk93/3QfAxp3Ic5vn60GEFEqGgZUIqaw8KeyAGEJIqhJiaWkWQk+Q+7KC6X66jYWb3vZUF8a5pom5UlQb8ewPAE8LV2b6nUSz97aPdP/01V68D/PN1pdR2fjptgr2ixpIXxWuhUtTKWe7dIawJzLBdv45G0jmJhE6VZcmRQdfDUfZDNmpHeBdPLe/dlatRqVS03m9jUqRKTllhVK9UsybuiNPXa2C0VSgjiA2M58ItumbkS5H+LmjsUpeVdNrbR6Hkvizfpg5vWU1s6A29bW2+obcZlwKdV1emQaZd3M/O2KPF5ZRqPGZKMIFAvUzw4fowbt1b67vxzMGGI0Txx4GWbUQYIaBgDg7i0M6L9+PA/fG5UURSv+MJhjV0G3Nwrs7vb6PmggRnLkvzhNn3ALfJzuZ6hVLUmInObaDulla4rY8SnlSqFBzbv+/WHCpqrwE+e7iS6jnPHTbBPk/hwhKYfx6TFm9M0OdJ41Q8oAsN+gq0AJQooUKKIiUWYKEXy+CVAaSBFtauJJmmJDGvfra3SdVpeMxPPxG3x2GFtej8YA2GaQ6aYqKqUKL1jkaxun8+KVxkYxiiDv04w9KNmWl/sqJo2NsGkDck6+eQ2ys+NUCsXx2sIMqAHhlfLmd4yBfyEqFAa61qXbBs9V58o5/mzpL6mqt85sWnF10Oq7xvPtYvjAWpYWHjEh6piYWNiU9AcJhYVShMVCKuUF4mIrOGsH0clfiqAqebz5svyzxbIfeeg7tr/j7xuLpfr7zPWjO7WsT+X66g6rnrQWyLr/hCl+QIAGw95Mihkhjh0yTTmfqtObUajYl6BACHyzYKGfBiFKv6RKiWjhCEW9XqJIoUBE6NFMKwmebhSa04zZQvbW6VCnRomJg51fAQYr7DXqIE/jBcfSYbv6ZHZa8fXV1V2z83vj+zMFAyM0QLZa7brhmtXyGmHW6Sja3y5rKaw8ODB02jSp9XifnacuZet9y1m9dU2nteCEQUwsQgQpEaNDKP5ILFARGLiqEORPHVqauOROjU8+DnIzg/2MOvjXvHbec3i4GBiUqUyMEL/+Xt0y8ajc/VcLpfLdTw4biroLZLVr2il85yAhPDgI0cGX6NdfM1P4Ow8GbNGVdMkCBImH1OiMxYTa5lNZNoC8i1mveqU8vV6IxfswdsRJW5FaCKvjUx4VauAen3ix0CISZywxIhKnPKkSu4TuW4MwsTWFjWbH/8sT4bIzvT0VjoXtkjHqZ3M+OVCWfk8RXdNPh4TkwolzEZ7fiyx/T4CCwDxEljXIl3RFukgQAgLizp1AoRooSswwN535zQ9ZIiBjV2rUpEaFQKE8YiHKM2XlyltBahQIkCIgIQIEOoIEvnYMbxMLpfL5XoGOm6CfYjoJZbYFjQ6vBGELAlKFJpjtH64RTp7Y9IiMVrIkEQe7t+moTl8904emlGicH2ONF78VKlQooCfICM6QI70RA96k9u0AjjUqWsdVSWjCWK0YNOo8T9AnyenKVI6CggBQhM3BLbYZpDI+WlGPlrUfBWgqhXSpA7VqT80vv2yFofyZO9qp3dFE62nj88PSAiTRmc+BbIUKTh9HPj6LjYt7NN9v1Ow4tJOWJookhtrPeAkRui/IqWjvzGx6qaM1WcQDx68s4/6xXG5XC7XM9px88y+RvURY8QrLXQhImT04Qrohhg4WsfMl1DViaFqK7XC7SkdGZkvyw810z5R272iZdIk8BEAlJSOEJMW6jgT6zvqUKdOmSLQaB7jUKdGFQsPM5hnF8giOBgIkx+MqColCj0tdL0qwdBX61r31qnt3c2mz/UwuwfVdwuGL8Xwt/br9h0xaZlRpVzy4PNBo/lNjSo+/HjEx6gOZqtayQKcICfNq1CmphU8+Cg22xQTyUqB3Md26+ZNwPNWy5n3AqvH01OnducxuUAul8vlesY6bp7Zd8mMti6mf8/Cu7ZCyRsm5veIF4CspgmP5chVlREGyi10eAtRMIIBCqVk/47CXdNzxeHqPDnh8la6fspYSC5RnOixCiCtiUyezHsqVHI21tk+gosyJEvTmXfW+A0CQEFzKM5E5T6AhA7hxY+NhyplBIMc6WIrXf7xm45h+q55UO94r4gYs1n8LAPD2s+O309j3sVAPErzK2w8pwNjvebl60HCpl8aXfmO6uB9wJ9LFM5up3ftWLe+ZDVN/tQZ5Pv339Syu5pwcPKjDF5tYgbitH/fg29OkcLth9nz4n7dP/hUr5vL5XK5jh/HTc7exPJ78PcGCMVGKdTNSUn34iehQxgYlCkNpSTx3oAd+2ow4/dWcxnqLTLQWeq6YJWccWadet3CrnvEawKYalOhzHj3tzYe2cL6by1h3Xta6byqRNFwqOerVOpefCZAVauaIzPow99xZCqFSmOgnFqQiFmlMmTj2Skip0LjWb9fgyeKiJzAyd9tofMKESGkscMxWrpLFBjvma+mNdKMYmCYFnYNsCpaytt453vxrvLgHe+/HwC1DJyeVrrvGDjZJxEvgK2eVXfx55W72bwYCKpq7lhdH5fL5XI9cx03wb6FjquCEl4I0KStZpKhSlTjnkaAL9BEK1lS2Hh+GOydU/Y2L/MWCklMb4BWT2hFbrjyi7CGPV71M14iAOAVH2kdxYtvbCz63LWqWj1JLviXLCkjSpyghIM5TVPVMlUq5MkWM5L+cLt2faym1W5LbPKarVepFGzsTJrEv23inp9UKOWWcdKHgFPH91elvKOd3lVxOq4YL01opq27SG6ilkBjdL0CcWnH0TqDHDpoq2e3g7Y20XJClQoGJnWtM/48vhqz0f19FZ96Jw4uQGhxjJaZSR3eDriB3uVyuf5JHTfBXtHa+HtTLHwa2JditB4mtjAssbFhYivVLMkHnIomDcPUYLRTAMrlbNWrXg+AFx95zZSDY7nfouax8VLQLDkytz3EnVcBlCg4PgJH9FKX1GFCRGmS1kDaynw9cWZvf/a2h35iFmsp0NEuZn7AFDMc0aYv2HhGtup9P1sgK/vTmqzZ2FaF4ugog39tpvW1DnU1MCbVAhQsbIqaP+LxgCEmMW2Z4cE70xSr0YEPPorkKZFH1KAkJWp2BDbs2lTV5vm2eBrd85LfmWJk37G/Oi6Xy+V6Jjtugv0AB7/qVf+zw8TWValkMyQ/UaN60IP3+47WeuvUaabV9uL9cHmg9GChsk2M9g4cp1pPHdi4tVnDy2qUCUiYlI7cVdLifYK8IER02nhOv6C5W1W12tijbhRYMDkNJha2NEbRjdYilJN0ls9cfUb0+u13K5xjiikAltieoIZfDPysiZZ3hSRqARhqxKcz7+se8XmzmsKvQQwMUowSJIyJSZLhrAdPOEB48q5lvHVAUMKMaP+Ahb0/TbrQROtZUY1h9JsMUfvtIIeujmjTKx2cfJKhT6lq+VheF5fL5XI98x03FfQA/BL0xmlfU6J4cET79wMskbUf7WDax8Zz4CUtVh0cIyBB01GHAln8hNQUU+paJ8HQtjSjl+zVrTvmyrK1cdq/48E7q0j+lr1se6mFPaNGNdnF9Oc30faZKo1YmSNTCRHxTK6QN7wqSq0lSOcf+8hqWsMSncipJ3UkXSDzXRvvK03MoI2XOjUmd+CT1BF8+PERIM0oJUrEacPEJE+WEFFqVKsFchqVZg9ARUvJLdy3fFj7DoiIuZR1H/ARPKFIfsMm7v7MWP/ZT1q3zOwNEV1XorBjv+546G+v4XK5XK5nuuMq2D9St8zs6mLGHX5C073SqGA3wsBfAxpaGJBQG0BesxOV3gAymrg2ycg1MVo+aCCeFKP/s50NfwgSLs9h2U0tdJxSo1of4vDHfPgX+gieX6F8qETB48O/KEAIr/jJaYbRi+fg33CItn4PFS1TJF9THKtOjSBRiuTw4MPExIsfB4cCuYmWAxlNFCLSHKhomRwZwsRwqFGnho8gIwwkBth/Sgudq8PE3qk4Voli1kegkCP9o8167zef8gWYZJYsOqGLGb/1S7C3qpX8EIdft0XX/+Bo7sPlcrlc/3jHdbBfJKtf3i0zv5vXHJnZXqqz4+RXduStX939rc7txsWCESmS72uRjmXj6wzowW9Eab7QL8EeVSVDoiwYe6pUrBDRueM3DSUt1O/iz01A+QROua5JWs4ByGgSA6FMmQhNAJQpEiDkJBlJhonGPeKjpAUyJPHgI0CQKlVMTMqUhiysUp364UEOfUCQGWGarmmjq3W8dKKgOSwsKlQ0xcgVW/W+H4mIrOWc9RFpWglQ11r1ILsv2sXGm8LEerOkBp5qkf0qOePLzdL2hsaAQ3UK5LY/oLct+Ntrulwul+uZ7LjpQe/RVCj15zXjVIOKZfuozmvB0xYP1i5Z+by7+POcAQ5cVKPyh1Ed3JDV9O6kDv98mMM/8xHoASiQI0KzNyJNC+PSPrdGZWLbgmF68NqdzDh5PNADRKSJAgXCxLDFgy0efAT1ADs/a2GPeMZuFnwSwMAkJnE84iMoYerUUfTuO/SP0+/WG07ep9v+ule3fqdO5fPjgR7AwCBPhpBExE9g0djsgAff4vFlTLFsC/uk1Zx18yrO3HcSF+ycLyvOeirnU9FKUfNY2AQkTIzW+YtlzdtkcuJcLpfLddw5roN9lWq/jbcaK4Rp3V6n/fs7cfJFxDB9M1m4qodZf+iQae9tpm15icJN6/Xmy5Nm8s6sJ5+CRpe4k+OYjnW046hDluRQXrMJE2t5TasTxR91rWNjH9F8z8SUArnfC5KYnD6BI3LaDk5plIH3PfI4koz8b0aTB6HRKVCVChZeMpqsOzhzZ8viVUChTOHeiWPXSsHGMzcm8dMssQhKuDdG/FNP5XwO0/fFMqW8JTYAJfJEab7mRM7bv1jWvOypbNvlcrlcT5/jOtj7CSzxyMPtyoMpA6d/xCkfPvSlKPGLveKPQ6MzmwDB54qIzFpx6Zvk1JWxTK+XQotFdVIgr1AmqcOkGKFE8TuzZfHq6cz9ZJmiFDVPUfM6zOGUgyYTOpSBRnBOMPTrPvbdlSHxuYqWUgAFze1MMfqSkhaGAOpa1wKZzyhaXStn33iyXHBolZzx07h0hGPEz6tRS6d1lCwpQkSpU3Ui0mS2SteLupl5/UwWLuln/0sTOvS1tI7+dJCDV9h4UpPPh4ERerLnUkSkhY5PGJjBsfQTIExQInZIor1x2v87KOHmJ7t9l8vlcj19jpumd4+mQG59WYtDXvG3AWTt3OH0A/e+Kn3HbX9c/L01rxvv2x7AoT6gqrrs1Dd02+EYrIjhARI7NhzybD38B0VfGCUeHRvDngLZNh+BVbZ4QjYeHK1ToyYhorGxMgESOphKkXjPHjZ/e6wW/K87ZNqDfg3OyZK6f0T7R2fJom1BjZxTpnhwhz74mzVy1q+iEj8LIEjk8pIWtY2uSy2xbYCcZihRoEpVEzpIhDhe8bf6NXhNK11zAF+axP9s0/t/PUeWHA5o6EU+CbTXtVbLknrSFfba6V3RTPvLHOrkNE2NKgF5+N7Bxhvx4O+MSUu8QLavouX842zO5XK5XM8gx3WwP6A7d8+VZc+PacvrFKc6Wh389/QdW7cAbGH9N2w8K/0auqxOTYvkt/bKnBmepUv+EIx2vUYrFW99cIhKdnTjRv76ugWsvN7G8xVL7bYaVeli5r8McDBa1UrOFk/IEJOSZkYNjHhorPldkHBMlZWq+o3xNA3ogb3A3vHpPbplK7B1fNrE6px8DF6888YDfYNSoqgx4qYtHrKawlCDFtov8EhjJD+fBj65QFZesJvNZ9aonRHSyGklirt36cabnuy5rFMrKE7dEtsMESWnGfKarQclbAKkGCnPYtHXojSfXKKQnCcnvGqHPvirJ7s/l8vlcv3jHNe18f+WbpnZNZOFt/slOAMgp5mND3HnSW09K1/YMRj8fKgWiI4NTvOlB/WOty6XUz4Wp/2jxlgXtHnNDCQYfGOU+L/UcfJpEg+00nnN5KZ8aU386h79y2V/b5qWyokfbqP7E4YY1LRa6Wf/FzuZ8W5LLAHIaAIT+4jmgoN6iHbpOWI7ec2QJvGOzXrvF578GTrSMjnxE3E6PigYZj/7r2+n56IqZRRwcCaaDDbSmczvYUv3sPalj9b+XS6Xy3VsHNc5+78lSOSk8UAPYGAsXcSqO+WQETLRKNJ4nh/S6MtE5J2LWDUgk6ox1KkPbtMNvwImcrCLZM1yn/pfaoolNa3Vc6R/90TStIm7PzWHpSGv+uaUKPxgl2765SJZFY5p6+trVFEU8xHr+PAfMbJfUfN48WNiLfu/e3jyHtK7PhKX9m8bmF7QVJz2AwEJWwDpScMIA5iYwQ6mXQl88WimweVyuVxH35QO9mWKO6tayVvYwQplLGwNSGgpQFlLVLSMR7w41NNAfQv3fd3GuyKgoefWqQ8kGX7LWLMzUVUHYIve+7KFsvI3fg0uK5Bbv00f+M0TSdNSTrymla53GmJIRpPdbdJz05AeesNSOfGgF//7ozSFRxnCo15s8UxUlBumL13VctSLDxsvilKmNONon7NRHdwDICLGdAo5R52YAALkNUdQQtS1TpUqNaq9R3v/LpfL5Tr6juva+H9LmeLhDMmdBbK1DImCR7wT7ey84qNIrprXbH+axDu1ob5Bb3/dHfrHzrv1hhU23gUncv6Bk7igf6ms+8D4ulv1/p/dr7d++IkGels84RjxNxnSGAAnIk3r2uh6AcBGvevTfeyZlWTkvwX+lGa0WNAcHrwYmFqi8OE69WqFMkXyFMnTStdJHvE+6Rr4j0dVnRrVnwQIEZAwHrxUKFHQLBVKxCROgFD7sdi3y+VyuY6uKZmzFxHpZtbaVrrfHpf25QBe9Vt5zdaCY8XSBc3t3MYD52VJ9T08+M3DWqRjxhLWfWF8BDmfBj45Q+bfsk+33/54+9XHqQRRo1pzcKqADxrN9hzqEz359On+EZ8E3r2CU++18fhr1ChRrGVIfGkPW/5rIatXtkrnlePLl7TgPOGT8wQ8yB1vnM/y9R71fSpEtN3EJDCpLoEghWO5f5fL5XIdHVMuZy8isoyTvjSf5XeFib14fL4lNlUqVkGzpHU0tZ/tL81ocv+jBXoAD752Czs4Pm2KaXrwPWpOdr4sP/1EOW/jSVwwtEJO/YaIPOpNlKoWU4x+pKqV8lj7/N8cYOcPJy8To2VpkMgSr/gJSpiQRCyH+t2qqofY9caUjtwAUNdaLcXI1RUtH/Vx6kXEapGOZUEikQK5DXHa48Gx3H1JiwAUNLdjhIEvHO19u1wul+vom1I5+7mybO0qzvyKB+/KAlkMTKpawZZGO3l7rBtYVY0dZq/n8bbVz/77u5l1c4z4mQA5TT+YYvRRm7Y10fqlsMSWAAQ09KpFrLkP+MqjLbtJ7/5CXDp+Y2HHhjj04HhdgHFFcrvKFPt9BDoBqlrJF8lvB8hoshiSyMVx7Ti1SjXZp3s3PMFT9Dd1SG98DWf9OkzTqWWK9VEGi5bYFjS6AK5omS1639sLZL+d1GG3Jr7L5XIdB6ZMsBcRWce53wxLbDE0urwtUaBGlSHt+3WIyMU+Ap68ZnFw6lHi5wF3PNb2VLUal47nduuMVwmGPUL/94b0UPKRy4mInMT57ZOmMdU8+UQ579WC+HOkv7pR7z6ixvqoDux95HbGpTWRnC/LXxbT+IcEw5Mh8ZV9un3D+Oc5zVSBJ92e/m/pYNqbohI/FcBP0AxrUyijKSISA6BCiTzpG1I66gZ6l8vlOk4c98F+msyd3krXv67i9KiJNXt8viHGWE94uZ9nGP1PH/7nlikSkSYAM6DBjyyQFRser5LdqA5kgS883v5VVZfLKb8JaPi1IkJJCyM+AheFJRYH8Gvw32fL4gd26+Zb/t5j2q4bbgRu/HuXP5oEwz952saiTp2cZhAERYcK5PY9HWlzuVwu15NzXAd7ETHWcPZPo9K8FiCjidr4Z2Ut5fs58J59bP3afFb8Z4y4UZ00qp0pluHTwNyjkY4HueONC1m13qu+9mH6tsxnxS8m7cfyqn8G8HcH+6dThVJnQbMEJExdaw8PDkT9kCDDKUY/5HaV63K5XMeX4zrYe/A2BwitGZ8OErEG9dDvbTx7sqR+vle33AKwQk4tg1Akj6MODg4mZjZP5tajkQ5VrYvId4AqYHYx47YojaLwouYPZkk9owO9iMhi1rw5SPhsP6EzBYMRHcDAwMIupRj9zHZ94ONPdzpdLpfL9eQc18G+QjlRorDFxrMYQNFygezndummI4JrgdwfbLxvaZLWieMd1EN/2Kkb736qaWiS1uAsFv3gFC46p0Z1/yiDrz7E7kurWnmLYARSDH/noO7a91T3cywtZNWV7fT+pyGNxhk5zdAiHagqgxz6yHZ94JqnOYkul8vlegqO62Cvqs5sWfxSR+sfE4xIltT3HhnoAbbrhj+tkbM3AKvH5/kJ+h+53JMxjbnvapa2S8YmF6s6/75THzoV+OjR2P4/QoDQqvFAD6BoIaeZZInCDXvZ8oWnL2Uul8vlOhqO63b2ImIFCT9L0WSa0R+P0L8pLLHooy1bpnjdeH83qkqR3FPO1QNY2E2Tpw3M427M9yL5TZP7AqpR+e2d+seeB/TWK8dq/7tcLpfrOHZcj3q3XE75jxY63yEi1LVGmiSCpLMkn79dN/zlEfsxl7DuPX4CJxQpbNjE3dc8so37kzFXlp3axfTfesQXc9RhiMOfqFC6z09wXo70bbt0011PdR/HmojIEta+L0D47CqVfQPs/2Cf7h95utPlcrlcrqPjuAz2IiJx2ufPZvFPI9K8dHx+QbOY2AzTv2sb9y1U1dpjre8nGC+Sz6pq+akewxxZsjpE9KwShX0mVm87vdeYYhoVLWcHOPDC7brhD091Hy6Xy+VyPVnH3TP7se5wvxan49UFshM5c1WlQhk/Fl1MnxMi8uc26bnskR3hBCTkWcFpP4rQdEmV8shCWfWGrXrfr/7vnv5+u3TTemA9wIly3t2mmAaAR7zhiDZdDjwtwb5VuqKdTH+tgWGN0P+9Q7rn0NORDpdrMhGRyGmnnYqImbnllluORgmby+V6fMddsJ/Jwgtb6Xq1iODXoJHVpKNQMjACJjZeadS7ixE/s6LTXg9cPXn9WSx6bVzaLwOw8bTXtfbN+bK8sl03/P5opM+hnpg8XaOaeKxljyURsddw1rVRiZ8O4NfQSzuk98wBPTj6dKTHNbU0S9sMQawEQ7sfb/CnRxIRabvqyq8FFi9+NYCvY9pt01/2pi31XHbv4d987/891lgVLpfrqTnugr2F7W8MMd8Y3CaoUWMz9z63i+lv8OJ7DjDR572B+X9q3Ft4wpOnTexYJ9N/sUBWXr5N7//tU01fgqH3ixqdNt65JQq39bP/M091m09GJ9NXRmg+fXw6JJElUY2fCfzisddyuR5bMNhmz5h+5hvMw4lLl3HSqQaGOcrgV0XkjZMDvoj4mmibnWRo1yMfk4XWrV0bWLTo1WIY1PpHiE1bfKppe09VVXo8nh7gzX9PWubL8gsChNcVyW/Zpvf//Cgfqss15Rx3wb6PfddHtfkvMWk5pzFy3OD3Bzl444Ae+MsSWfdev4Y/bYppFjS3J8HQ9x+5fpLhnwU1/JqAhGY66lCnRkBC3pBGzgeecrDfpZseFJEVgGf8h26uLDs5QOiUEvnN2/XB657qPv4eZYr9VSo5D43x7utaq1Uo9/0j9u2amubOedZ3A97mF3szVayxgR1btev1M5j/C+AGgNmyZMVJnP9TP6E5BbJbZ8rCF+zVrVtExFwy6/nv7A5MO3U8+hsVMANeoDGmhMcTfi5/R7BfKKte1MWM71piexytO0tk7Ts36T1f/FvruVz/zI6bYN8tMzu6mPHtEzhpbYXK1r269S2CHNjFpt+N5yo26d2fmy2L7/GqvztL8uaDuvvw5G2IiM9PMFWndlardv4+QHhxiCiqSpnS4Uff8xM3lp4ywAJZ8exuZv7YFk+wrvX6Eln7jk16z5eO1r4ey6gOHlgsa94c0aaPgnhypL64V7feeaz365qaghJpXdR10fNL5QQB7In5jYGf7ABA05K1ba1nrrk2FY31ZPtTtKzXhcHmaV9YeMk7/Asvftsc/6h0dNRj7PvLdmrnzMeROqrKeEmd53Cmc7rMW7Zfdzz0yP03SWuwhc5zalRSLXQ9zxLbA2CIaQQ18jzgi5PSZHe0nrCiXMn2JVK7D/nnz+swY9GZ1b7+DeWDh4oAJ7181szZJ7e+Uh1qW/7c/5UHfn1g6FieP5fr6XbcBPtWur4bk5bzAAJwsqoeWq83veiRy+3WzTeHJBrz4e8WkQFVrQMsljUvO4WLvmhiRTMkfjTK4AtsPF9ycGaUyN+0ly3/76mkb74sv8SD7zmK2nWqN2zjge+rqoZpeqEtniCAKaYZ0uiLgGMe7AE2673fEZHvwsQNiOufTOzSC9bYHa3rasOJTf4Hsrtau5d91bIDiyvl3L0D++58zfChDam/ZzsLWPHVWL9jq9qkGCWmcUSEZKiAz9/7hXVy7luaLlhc9S5e1gPA7GkMF+7FmD33NF+83QdQbSoyeudWetbnGNnaR66pXMNqt5yeVsxkgZa7ktYggbnAQwCta8+ZG+yd/dJaJl2fy9KLoxI/yVFHRxm4b3La6tQnAnVby+KmNcte95tIqPu0aq2Y7T3jsq+2vPwlV5qRcEu1f+DByOmnXDIjvL9w5hvmXd8yIzQfINzmuyjWFTgj1Vd4yi1zXK5nquMi2M+WxWvb6D578jxBT5om855zQHf8FmChrLzcR3BRkZy5glPf5MHXnGb04CJZtR/o8xE41y/BZoC4drysROHP9+iN5x2N9C2RtW/tYubnLbGMmlYpU3rFEtbNBD5Rp3ZEBb069dGxY1oSJvbsCqXhrdz/rWNVI9kN8v+8ml78nGf7Vyz5oeFYYau5tRpJ5tZHIjNPAgjQPl2d6kHgnY+3DRHxAMZJXHDG2DRWcwvFaAxU8QXaEbM202hyZtoYRzR1rca8KgHx5bxDIIJdruOvFkmfYFJ9z3L8QY9VP5jS0NW7xfCaFE6vZO1p4ZkiYjSfcEp3y+oz/uiJtcx0Nu4iKo1/D0MMCWhoaUKH/uTFv7JGZcsI/R8c32dn6wmviYZ7T0vJKJU2O8z0Ge+0opFG65iuzhMCSxe/uSuYums80AN0Loism7kmvhJwS75cU9ZxEextPEsdHLOqVWyxqWkNhd4uZly7TE7eUKH4y3Z6P16jIoKhHnxiiEETrb0e9fUqDmCQ0wwhiSAi2OoJHa30BQi/oETeMNREcahRI0jk2cAn+tl/tanmEi/+k6pUto0y8MGZsvCibmb+xC/BsKriwbcaeMPRSo/rn5uIyPnPnv3+t7w89NFY62HvfVs6uXv4dNv0HFo5eTnT9neNv1+50uN70xtD743HjZ5t26t/fP/7079YKuvedjIXfkwQK08mHaRRt9UMBAk1dVOplcgO7sZTUNRnY7dGLHUcxDBwalW8+5O17Opuw9McNwGqdoJqeSjnOb0zRCkHwWbq23NSX9hB7ColMN0fVtVrrKjvzMGbjTs8sZaZYwd0xPGZWLWN3HVZlUrhkTezIqYnV09Rn92Kx/ZieIeO6CXUGiouT1zb+ux7H8qz4O024R4PhWQlkxstP6VmqSIiPcsvutjyBCOZwV3Xj+57IPVUtudyHW3P2GDfJj1N05jzdQvP6RGaohYWw/QT0AAODhYWYYkSJrp8RPvn16hIQMIECEtWU4Q0iogggI8gNarkyBAiQl4z25IMHzGO/WJZ87ow0ZfWqScTDH1ot27eJCJmOz29IaJL8mQ39Ov+R/1BKFOOttIx8ewxrUnq1IYA+nX/IHCuiPgWsfrVEZrfaSAv9EswBI2cUkDDz39kjeZHEhEJE+uqUs4VtZA+SqfZdZybLUsWx2n/qoU1q0zx5p1sfNVSTvzomovL71uwsvFs/eKeYQZ+vpX94bCt5TpimNTr1XoxOzjR/8O73xX+8plneq8CWLzYuvIVl8ff0sJpn7XE9gLUfEZgb2xoe2TYdOr5fHdQp0dyg7uIDTS+w2RrOPUkhf47MSNhfAM5ZCBbLUZjAQDjjm103HiYwNviodbLYlSLOXbcPULFMx/nrBEC0xvpEBGa5nc+q/nG7mcN3r9DjZXzhAXTGNp0sNJ62PbUqVVSjHxifJjlJbMve2Mk2PkmVS2lcgc/nphnjvhntdfwZi3PaALfkEGppYARClDrHxrsvj51RqTaapf+BPfuGmXWW8q64drR7+Z39XaLyKEn2oyw47KXvsPT0nZa7/NeOb3VM2eF5fESbJl2X3zG8gtG921wm7m6njGescG+h5kfbZLW549PJ3SIVjqwpdGyLqNJqlrBFg+C6Q/Iwy3qgkQoUUBUsPCQIwMIJfK1PbrlFyUK7zyse/umy/w5YaJnlyk19TL7U6ZYFoCh5ozFsvZ7KznzQ0ECEa8EjJIW+ubKsst36kN3PDKtgq4XkWXj0wZSTjB600xZsGKvbnsAYBknfrKV7neLCBlNHFExqU5t+G8EeuMETv5GjNZ/caiVlsja923Se/7rqZ5j1/EvTtt/RKX5FICAhl/Sbs0c1kDoNb7WysQyIoLfX6PSFUz333TXuwOh1gXF/Ojduzb8YqIZZmenMdFMMxg07O4e64w+LC9AohcSL19rRIKF+S/uvbYwt2V45I6btx/689cXzRTxTTRvlUJRvcmCeJ08ilKk2l/uO3TYE287vfXGfsyl0HpZGwC236JnlrIrH6BeMVCtT/w/OBnwmV7aEmHZ37+7ath2MjnffNPw4fsO1agkh/TwdoBZ3WecOL3zlM/blq9RWc+wv1k4ISx2c9wCcFpqmPf3ob++b0u6pXx1219TiyKFng+Mp7e628umq0MSm3v2m5vmyZtb44u+7ZPAuzx4/VlSfaqqJ67y+979xqb3treaPRu3lv/4xvcNTZyz9kte9Ibw0pX/TwwDuiG7s58mOgg2d6+KdS+8FPjG0bzWLtdT8YwN9hae7iPn6ESgB/DgpUQRGw/g4KjD+MhtVcq1DEnLi7/RtI4wfgkQ0ZiVYuRFRQrzemXOZ6cz7z/8EuzKaUZNsWTStpcECX1WME2vBADwSaCrSVveChwR7Ltk+rQgkZ1RjRc84g2oKjVqOl3m/XtVK4VFsvo1W3T9D30ELxn/MQsRI8kQPg1Sp1ZNMfLWxzsXc1l6aQudVzXWtwPN2vZZnwS+X9JC6smeX9fxRUTMOSx5rmBYB9l1bVHzZQATqwMaPUimZnhpXXDZW+v1Cjd/7a8cnFalbWUV/xyLXfsj2crB/e888OCvvv1o28/ldBcwG8BxlKbO0p0pRpqaaL0wfXonRizES3p+zSWnpAJgT1u4qEDfoRz9P/Bgjv3fFSrJ9QEnsAowQKlS2hz90YPT8guialYfURbfoIDU6OXQbduJdpYgIcj1sbFjNojtK9uOr9QWqnX9p3XWbHKZvl91Xfk6wwqF5urSLsdKeh7uV8O042Yg8HB7f8vCfHBPpbsaXaRp39fzLb5byvvLFa94PQA1qcLMaeRI4615qPprV86befYV0b1iZkl8Q0Ref90Pu758wVnBqwCWLfJe+V9Xt13+5g8M/aZ17rqO8IIlV4vx8FMCJ2hBvnEt6tVK8UleapfrmHjGBvsc6etDGr3UFNN0tPHMvaZVLGkUTVapUKZIXauEaaJAFlMtHOrZPNn726XnjILmcLBQHHKaJiRRLPXggxUx4j92cChpARtbKlpWj3gFoELFjNBMnswRaVKOrEQ3R5ac2c2s33rwhTIkSzWtbrTxLm6m1QdgiycQ0aY3AD+sU50oejDEADW0Tr0vTeLNjxy0Z74sPy9K/P2CGGlGv2DjCcqk30oTy+/FFwFSR/GUu54hjIAvqsVyYTaLl0Zofn6RHCs57QrvWGF3hKY/hSTy7JxmqnmyvwtqZFkuVMO/ZA0iBtV9e9FtLewRg53frHOw9+CG3QP/e5pWKobIj+XRSpFuuKH8Rsfh84EA03fvrv/5fe/L/HeEjV/v0VkvrwQ6PmTDtI5IdmJ5EaFjjo8dJ7RijOYo5Ab/kskmfhKnZeXE/6hWzonlW4K6XslIkuD9YYZ/Nkjr5e1UC5Xa4bvSf8TvXCAej5UebnISiaTRfrNNM8046pCqDdFkzCJdTxOItXXW6xUK02tvtFqrGJYH+7Q1HLpuI7HNGYxCmbLtVMv7em4JLFh4DkB93+FStB70hXrnAfhC2nv+QO3un/gOj8Qc6u3pGT4zNrt1qZgW+/07ME5ZiojYhet20Psj+7VzWPK73u7MRIlHOGTYC+d5Tgd+06zt3/Rty0aKqxyo1/H8aROhPSmtRcOS7jB/uf/eX/5k8vk97W3LTmqaFj7pwKZiYf/e2I7cgxturyYTbu1/1z/MMzbYb9H131wgKzMBDa0ReFMTbcEieSpapkSRMgW8+FGUMgXAKGVJDebJvsfGI0XNn2phmx5p1MOraY28ZqlQopm2iSLDvGYJSphRHdhjqn2nUj89RGyaiGCpTVHz+CVIUfMHkwx/fnIaQ8T+M0o8JCIECPkSOrzEi08mB2ZFS4tk9Sv8hFrzmkEwqFCiQmnHJu46oaylI/7hW6WreyErf+AVfyuATwPLd/DgeWFtWh+W2GpVJcnwdzIkDx7bK+D6R+iV2d1t9HzSwurISvq60XctPa3nmndd6mTz6eBXd9vx/b5oWm2i0hg5ud5oSXp+3Op52bSOE3eP+nZ/plaq7K6taH97hxhLnVqVWilPvtuHk8lR74lh2XOWLz8YHgwSsEvk/9op0180wIGkYXtjTrWcVlXn61/zHLrh5vOazJ6uZWqwaNaag8Hd9/z0jcDX2y56nmG0xP/7zn3TzROXbEZEGB6CHbtn4Js5m1pPsVA6UNzalu/4srW3ZI4fm2l7g8lWh6Z+g4g2se8spfJg9cH9O27/UDGZTx2+ff+9zadVVhpe38zABTO+6psxLTTaniL50EFk30huWmBNyNEapt24eRieNkT9jDZswCmWqe4Ywd+XJpQxAT+BGnblO5v7Bp49+hGzOVbv+Nn+y729c5aPp0dEMCLR8o6mvs9N2+S5JDB/5asM20OhNIxx7oyHH6tdPI/cjXdhDdrBdMY5osTjwOHaHgBvSbpaDzsM/3w9tXKJzt0W4BVGKzi7B4YmD8J1zgdXPfuEF8z+sS/iCU4/qYbx1zYGlyze3/KyF38zf899Xyju2HlkrsLlOgaescEeYKwbzJ+fICefICIXBAhR1QoGBhWKh0JEe0DJk60ECPsMZHqQyE+K5P9ykN2fmMvSj49vyxKLhKZRw0J0cjB2GNXBjGAeLpHf7sFr2OJ5KYCBwQiDB/t1/y8TDF2d1OFBgLmy9KQQsQsMzO7Jgd3CwsZDQXP4CVIgn0wy/Kkw0XdHaTKL5KlSJkSMmLTM96h3zwlycipAuKlGdVea0es6mLbEwWkd36ZHvLGQRjr3sPX8Fu24pEzR9OCrzGbJhSLyB7dp3fGtg2n/G5OWCwACGrmwOCrCCSHMaKgl/YIqLf8+gIVFWSrULIdAxUvZDzMWPOuLXm8knCsObzo8eO9zg8+Lvyq3/hByyCCyqFHpvlhKUW33EQiGqQa3Bbx3juIT/7llq/qp0KWXrfZEmldWssmN7WvOfcm0jnXPtubNPs2ONQPYVlP89V0rL/h+/wN/unfF6W97rXW/mrf+OETl5920ddfYcleYPeHcXiu4l1yq78Z4y/wrq8ndVk1rE73rlaaHSb16Fc5X7yNwuFLPNsmd+dTQlXN/1/TxTma9aJosLPZtSn61MsdzS2nboa/YXc3vsmbGjGI9dwf3JD5bied+Yhk+X6kwijfQRLXbZLzQ3PB7qdpF7GzdyUUNw2hvQ506Vl/m8sW/q/sK7Lsrzeg37HTz5zXebYsIKUad7EUzn9MWX/WK0vbDePY1YqyBiZZriK9xU6GVGgUns3mIvt9f+4fKvfW6/odj+Fb86b7W0k/vPHPOO/7fkmi80vTLurSe0LalRkFLIA837vHim2jWB9A2P/YiX6TR14Y3aNHdNshIZuF0XyT4cbul5XQRuWC8PxCX61h5Rgf7cSP0f9RU6xw/QcvAIEdmuJXublMamQhTbU+aBM3SCiBBwufWtXZXguEH4rStAChojibaSTnDlCjgkwCqSoF8oZXOiIicrqqnD3Lgi2kdvUVhmRefv0um96rq22LEr1woKz/jwXduJzPO8IrPymn6iIp2RQrbQ0TmgRp97NuVIfGuGC0fEIwLTLHwqh+L+sSPYbO0dRU02zVWubDTUuu0kESpakWLmhe/BClp4WCe7P1DeijZLTP/NI15fwxJZImjDgFC1wDv/cdfEdfRYuM5Yfy9JZbEf3yIkXktSE8TTthGEHIdHjh7JWYwRHbjFuxhX9LrjTQBhPytS1pi895SwumTZzvY33q4oqrfF6OUS0AwjDF3BuW7+/GpF+JNZwXapy0AsPyh5VqrfdRJ7BqyItGJdU2vT5gd/1Ckf86HAuH2lYZhYc9dyeZtYTbfNlQrTAvtaOlYushx6ljieVWlWlDLHyBPH9U2P7WeMLmL52L4PCTW2IeMt3ucub3Rk/ObPdeHb6/M9VY8lNolHDn75HdbodC7S6nhHQP/85eXtldmXNlpdqx2mld++vDQA+/Xy7rf5l3VPfPwn7ZpNSlFL/EAgDoOpQP7fpGtjpR65px1hWU2Ht1bXr9PN+0lIs0nVrV6z+HBe1fnrcK7fZEWY/jE8AnelvgSABb0UD+0kcKubRiWTf2m7H7ntOndhiFG9YZNf84Ob33RqA5kgez00198bXzu6ueKYRKdxtvFtJp3XveVf5kXOVlDGr60Uspa/lpwqYigqhTJ3w2N2vqzTnrJG2afGz6pe/nD17ymXoxQgOrQAN7pvef45s2ZC2w7Jl8wl2vMcRHsO5n+ijAxq0wJB4calZSBMZH7NTBwOPLG2IM3PsThD3nV+3sDA5tGH9wBwpQpUdYSDnWChALjwboxkl74cof6H4vkH4xJ/C3j830aiIaI/VuBrOEVH9Co9Z9gKGWosblC6cF9bH93kqFzu5j5pW6ZOadde3+VJ20EiZLTDFUq+Ak2KiA8CgOTouZRVPJkd5W1eEuCoS/36b7DAHE6Lg9JZAk0nvtHtOl1IvIhVa082vZcz3xlyg8GoQMaRfTeokngpgEKV0TRO3bvzVM2auuWdvnCERvAPmEJlQc2ZYCm8W2IGFbyrh3vbzpxThzTOt1LxARQp46OVV+rjyawHZM0o7mSz6ueUhFzrCK9WFa0mB3+hLe/73Xe7l4vQLGawjp57kU+KScKd9yfsb2hiDGjB3PB3PKB+q7ndXQs+jhAsThCINaJiAjxXrJ+k3yXUrtwKeNlXuFV1MNLOqYDxE6eNrd4wX68v4Xikk7sUCNH7Iu1zmseWXBVu2/uBWP/jy2O6by7eFJLT219krAzTwKj1UBmfV+x3qR7q8PJ3wx/++f/2jL9OS+xTM8V4+fC441SMuvYDpiYocO69yHgFQDT3vKumyef+zo1Om9LYItNUFPJrX+46XnlZiMV32WUes15X1obetZZ1aZAyT+3KSnGxNMJbH94FcCOzB2fBD7ZeG635m1+Da1OzpK2/MvXXtr50bed3XH+pTfG4yvel9pVlN03bSS+oMLokMXukYUYAT+G30c9l0vURkYnxqwIdE73taw+622m199aGj78m/6/Xnvrk/5yuVyTHBfBXlHHEhtrrE/uipaHUozsbaL1fFVllMG8YATHa+RXtFwZpu+eMLFVZUq1MDGrMeRNlaBEgMazerCoU68x6TxYWF1Bab7KUs9AWcvUqWJioSge8RpZTU3k5sc659l+t95w6vj6y+WURRGJTQewxDJs9WJiEpIIec0yysCX2rX3LSamkSGBn2DjGFUpkSdKHFMsVJ14gqEtrXR9eZ2cW00yfL2FZ954c0MAh3oBcIv/nqEWyqoXhIhcXKXSt58dVyd1OO+TQMyhXq1oOb/yQ+e+Tt7rm5f8QhpvxUCBoITJPjREfHsO3Z/+/V3c+o6F/tWDQPP4dotW6bZqpdgiGMHsvi0pJ5noiGwtzd/ys++fN2vhs88nrp8zDCuSKfTvprv9xFpm0F+ppHTIP9rfUWzriu6Xhalf3esUn7fawJBScfjwDw4N3bu1ZebKF4ZaT/6VGQsY1W4vWCbTbyi/IJryeyFHrm9DYXC6857DB+/8w7K1r30JsFYMkyMeZTW3EBxJk75xI/XuWL1SyV4XXWidPPm81MYLEB7xBMpQCTRyxw5DxiGqsUq38dkteEcqGKd3Y5pBWlJz/KN7Nh8sNVV2AWY6f+jGWLYnEQp3NANkhnbjr5uUKSXSJL43efulgwf+y4w0rbVCQX89mcFqbqXUlMdOQVhiy2ckei96cPSOq9fIWX+OOS3nUoBaoUY1nKHQNoSBiS8cp1bKbxzfpohI/F9e+LqRluY5lb7+keAZa17qsW0BqDnGfNktIkaI/vUnce/mPUV74Uy/eIV6pUI9kzlU3r/v7dXRxMQz+/ZTLvpmcNq8l1Tq/RjTp7+p47IL3jHwyz/+z1P5HrpccJwE+xEGvuRV/7lBCS8oa2k0xfB3m2h9c0pHqVIpx2kPAiQYwlYbB611MuNbAUKYYlLRMnmyNEvbxDbr1FHq+SypD5W0sMiD91kKXWFiAISIdAxzONsmPeGKlqlRJaGDWQ/ecIIhPOrDobZrlMG3i4gx3t2tQ/2IXHaj976GGpWhrdz3jjSj3w8RfWOUlqUpEjVRHixR2N9Ey0dMsXwAFnZTO71Xe8RrA3jUd4qJSZVyoaa1gIFk0yQ+6D7re2Zpk56mbma8p079hHZ6z7NlrHaZsnSZnLRvHee83sGpLIqv+dqMH654k+m1vIfvTmPeWcBTMckGKoSGTPyOsD9cKvpD06zi8KH/8oSaPmSYllFMDDyYGt317mp6z9XxYc83Wpy2E6H18jCR54WI5T1bq5Usd356o979xa6zL3tRfFbvWQDEAhK/YahrPDDHRi2jdMvGdCFc/99D63/2A4BqzBqut/sNXRjHEIGHDtEI9A2hsi/Qv33jToDS/evXF3pLr6iEDbyhZgzDRFVxnBqR1tlUbrp+Uy2bet9+feC6+a+/si80r4oVtCmPliiOBPFOtzAHM9TaM1ihCMWRvu2Fw7s/Xe5s/142Um6prpuNiIijivziPpxNuzBPWACAzGq6ILh09gVmU/S8vn//1it7E22+fCyBOnVCqRpD9P+wQPbqPbp10+RrM/Trn/18+sVXvakaCpxpmh4sf4jSghbCdzV6tHYCntUr51zxOZ/pO33839bCAq+N3dlGrVxkdO/Gu4v7dl6z6KK3Xm/avrmzLn5lqrpy1irD58GIBjHsSYMENYfC1a0FPL6x0ovNyf3VbMmux/0ldg5smLE/FqrV/ef3xFfeeWj0/j4RkblXvf/8snEA72lhxAz4PMuXfbHzlefvzf/shnuyOc1Orvjncj0Rx0Ww36/bdzRJ64lhjS0vUdgzjbmfikp8aUGzxCQ+8WPUpC3kydabpClQ0Bzjz/Q94sWr/nJBc05AQv661jEwUDCCRF5n4WkNSzTuqEOeDGFiFMjTTEd4fP2SFlIBIvikUfQ5rH131qn/rp3e37bTU1siaz+6Se/52mH2fcOr/mdHiZ9doZxLk7ijTn1xXWuJIfpeBXBY964HXjmRbmkN9jLn3Q5aAHzQuBkJiH/il8OLjyJ5AhIODOjBL+1h88fymj2i333X028ac77fJK0XFzSLLQ//8PsJPtdHAMHAI6anNdn51vJw0QrNiNL+7hCjfzTp//PwX639mdGAL7QgtSwy13fyi9/TOXjwlJF7/vLsUnLwZssfbM0P7r8hsfO+RNeKCzp9Q7J0fPse8do1rcYCEsKrvs92yYwbOHOlTpRCWRZ1S2EsVKgq3nA8Gu7ofFPvvLN/dHDHjeuLB/bcF06svaV6z97T1SswnElUtOzxSGOY5IqWsxVKexfIygtjxN5l7RvCi0GpP42zYIYahiEBfyu1arGYaiq/5HDmgU0AteHADYk/BV8uvjJOLkIo4yXY0UQQGOrbQampiVoqd+uh7Tf9Yfrii97lD8/5L3vTULjcYmF2xqlOi2FsHi06tYo/awxTnxvBEMEzu+dyszn6XjMhlUCy3ugQQywcdW58ZKAfZ/h9M0O9cwCol4oUnUINsNJm+nB81prLkoEEKccguK+xfI06lbYA1sEBTLHwWIHF3u5FHw23zrgQIEAHwzv6cZa1YfgD1BKpktUcawz8c7D/ryMbD2yKzFq8yOkf7IrtTC/07oFqabRmRpvmR5q7LADTsKYDF6qqznnZuw4anRoXs/Gkz4oGPKevNL/2n++a2T08Ujv4xX9re+Xb/nXopqPxXXX9czkugj1AUofTwF8B1so5jR8fyvg1NFGMWKNWAw4CMw0aOXqPNO4FShRuzJDcG9P4Gw0MohInpym/F/+CwFhNWkMMTLU0q2mpUyU4qYatII5P/BNFqRb2kiba1lpimQAe9X2+TbpvGNWBPSJyQRs9JxTIjpYojMbp8PUw+wfTmPvXTqZtnyNLrtylmx4EmCNLl81h2c0ePE0VyuQ1i58gRfKIgn8sDUXyeBl7xgoH3ED/9OuQ3lg3s/7Lg3dFhfKDe9n6zkWsPgOgjnNE5U1frMgXf7Ybnw++9f+auefX06zRL5dLvo/XfJ6YTWBlav2mn91+QbGUrcx52btGfe3dNkCgY9rJkfnLr0ree+sv6tXKnvmJGf92onHBZd1RX3M17FjjXUE0+qJoFItbYnsttduHHrrjV954+++DvXOfJabtDHWVb2jfXz/NxOPP9XjxdU9DxPCufRE/etl/nPAHo1D/bK2WHw7Ob9RhK2S33jvEtu9HNf4uUM2Q+JyBqW10/8ArvmaAshYJjTiMbtt2t8yf2Zxq6u+ohswhp3nOpSKyuenE2Z0taxZ5a8boltqhUF95IP0Hfynwwry3ulZbasReHKRwIE3lF/4zli55+XeaZi0/zxdpCQNUhvKk/Rms/lQ1t2vjC0emH+6NXnHBl41GR5dooZypJ9IjGRIfttVzjYXtSzL8u31sO6L4fjIrFPGNvzd9fnIxfrVdN/x3x6wz/jPZWu6W+YuwnPns2/oQoaEK6SURvEQIhtsb1zEUD2X6dq2avE2zauAAViRM7t4HflGNBvutrSML51xfPtun4bNGd99/hzmzZ25k/nIsy4uqWqnBHRPrGxirl8ja1ytaz65temto7oxrIRYb//zE3ty01rhJa9ycUaro1cCJTWtmhtvPW/wKMUWGb97+g8xdhyuRQOfM0czu7apafaLfZdfUd9wE+8kyJL5jqX2+j0AoR5qAhqlT0wSDHxGkENTwv3vxWSP0lwMa9oIiMLeD3tP8EqSqVRI6hI2HCiX8Gny4q07qxRCRQI0qBc0RkBA1rZYzJK8NafTKSTcWnvFAD2BhB0zsTmCPqtYWy5oFMRZ/wcCMjDKwP0h4rke8+AksV3U+DTxLRKzVnPXvMWluAggQIqtJRuinhU6qVMhoqloif7sP/1IvvnhSh/94kN1f+cefddcjdTHjEz78VwB48S/qZlZLieKuspZOsPGQYBhbbUxD+eL3+liypPF1+dB/JLlsW4QWOdO3/wM33RMYMMO1wfLO1lpn9yC1EaOqsfF9qCpmrv7K2Re/9hrHcZBbNxnhvTVIw2ikQKrLQNKFcjWXHIrT0QuQ1sStw/TdXhrNV0XkeS2rzjy9XilnE/vuuDdghttnrnz+H5q6Fi0XEUzfYaKtnjm7/njOm1edEnlTMpWScq2G2DZ2V+cF1Z5da5xDtZ2DoeSnZXoX9q7a2d6Kb+Km1yt+DuneX6VGhl9tXTbvh/5pM+Z5IeKpd38ifv6zh7tPab46dFJHDKB0MNWT+0LhVtaYRvDlBjJ2I14tlAj5e+bmjeRcwvGJ8+uxgtTvvGtX6f5tb9ujm6/rOO05J9fv2p9w5sebtVguFXfufZeqFoH/apa239l440Mc2jD50Zbd1d7mZHKFei6fA3BqlR1Ae+PcOlTL+b+0Lj7xuXXbnIFto/U6pmXjX7CU4QvTVNOp23w7dDkwceevWu9XdbpFDGqVUq1QHbhH+2qxeiZ332U9t95ywom+T8jZVse9/rDs/k0X/p5ZJ9dtC6vR+3Bj5MBgo9VErV7B2X/I6pTpXwHw3zP8x/3Ttp4lYf2y4fPM7M0fSL3mBf0Lxuv0ej0S8Xc3eea//+LfRhZ1nQFg5wJvWJi8sNnnjXbkCoP39rSsfN6hkfsnKv25XHCcBvtt+sC1C2TFZ3tlzie96qdMEUAGOfj7Ye1/aI4sedBBT53Jgk+Od6EbJDKnoDkAbLHxaYCAhMhqmgxJJ6AhqVJJjzL4ixrV82PS0lvU/MBh3bPDxlNVnPMTDOFVP4qDieXNaoqwxADIkaGJ+FrgdhHxnMyFXzAwW0rk6WTG3CplCprFg48ihUVr5ewtJ3NhT5mi1LWGOdYcz8AiQBjFwcLGKz47q8nvPMSdP43S3JYmceBYDYfremIcnKUefBO9OppqnZVk+GAHvYgIQcLkNUsoWmHFyocbYPj9BoG57Wzy96HMXmVlU2ZrnYU29pwEg5cH7j5IpSWO4fNTfnATTXOWLxbTwgScM5ZTOHw7gYoXb9Wkdt46MsMHasaOA76R/Yn91Ur2bnle4eunnnbi205699odqvpr4MbxfRfq2cG23pUXYhpvnLYy/eoVl2a67vjveRhOB4aNtFUC9O0eodCuSHeEykcvbB66fvO6eGLVzwNN7Xa+pW+0eMv2UT+BOEBR8/uGOPjaUR1MzHjb+xeO70dME/9o9crAmtbY+DxfbyxidDsf9+8LUU2W8DQ3gp+z00TEwGuHyKUTeGKNgF8pZoZLQ/0XDVQ37gIITZv7/wLB3mZnXxUxTF9mJNkxvu2EDu0D9k3sX0Ra3vTyL7e///Wv1kq11PLal3xw5Gs/+lJu79bXo/ofYtmdtXpftrUj9PFWXdDItpdh5MAgzOpBxKD00PZvFffueV/Qt+QtgUj7h8UwqZZy6cLooXfV8pmlljc4t5A4fEcgw+HgJs4uFIYG1n4rcE17jzcG0PXpIp/bFiMUnU0+P3RESU9Fy8NpRr355OFyWyXYmospYpoEkrEL7J8/+LFdP7v1ZIBPfaBldTId+X3Ab7SVy46zcWvle83rZp0yHugBQjuaFwXG7r8iwa41HfXF7wTe/WS+066p67gM9gAVyn+qafVfLbF9PgIUNd+XJ7sXYJduujkmLTunMfuDBl4/jBdzNqgqZYo0+rGv1PPkfrufHdd2M/Md02XeqypaLhzQnf8eJDy3W2ZdUtUKNar4pVFzPqdpvHipU6egWRQIEKRC6Y2r5IxXLmDFAzVqUaVCTFoA8OInr1nyZAgQmhGRRsupRm4+TZgoFS2TIeF48BnWWAuAiparJQobVbXApB8z19OvRGG3JfaZ49N1alaEpplH9KBowG6ncOuPfl+dfcVzPF0Av/p9UB9qi0t93TQAM3lqBeua+wkeDK7Mk804+w7/yv+z2mWOx8J2BtHZSya2J7ZN3YTUnCqZC2Oqnm1q35MOdu40giJxlObpEs9dMv30Dm+9UnfO+tTp79v84T3/283MTxt+/xmFdk/BO3/+D7b85VsfX/eK5eFYV8s76hWbhxuWQT1XhEVRjLG6ec7FSyj+8oDtrZUxbDs+uji0L7Bl6FbDIZdk9PYZLPjQMjmxv/rypXd52tqnATiVSi28t9ZaO1jAMzM8tt0KRs7GV22i+D8jFKYPoYfy2KNzwA+26UWGRgYypeRfxbLJDe/7n4Htt+0aT5dhWnEAwxq7ufL54zyG2PMverZ/+aLXj/VdH5JFcz/rndn7k/Leg1uAC2e//YJ/6bpw2bdr3ysdsZ5VFuqOQ3rf5m96A4GN/mkrrkrs2vLV2tbs1nqAU0q54VtH77v9ls5Lr1jk72l/uXc0+LqOfUHDa4c82jSXe68r67NfO9K4VgYYYyNp+wNxcrlh1HEcw0ong9FprR5vCKMOWSNJaOZiRIRCol+dPdtsaNywqOr6D7yt+awlC7xnHu6v7XvvJ4ave/tPFy6uFyrlUqLmLfZZhFJHtmoQMf24XI9w3Ab7PbrlnsWy+g1hbXqD4hRTJD5e0NxE590pHTm8RNa9L6bxTwmGN0Ninxd/V0pHgzWqGqfdHMt9mag8L0T4kpi0CIBHvIFmbXsBiAONfvgtbAra2LyFhwJZPHjx06gzUNUKAUJz/BLEp4ElRfIVP4Ej0iyI48Vv1DmyQm2FsmY0KR58mNilGPHAeE7fUtvKk8niekYREZnO/L9kNfXisMSCACUK9SBhc7yLZVUlMUsG5v9L/eYHTzjhtIMPjGAAN23JXFPs8V7pgTYA8Xko9foxD6bKazl7Y2V2uzZ1NDLJ+dRhMvc/iGfVclSVzLYNG82u1Ab74+te4gv7LEDM3wwiY80xRQRnu+kF8GSSxpLO3BuZ1nqmdbDjWZSgaZ8y0BtZZVz0ivC33vTd977sP5aNWBH/i51k+1IxTEr5JIGBHOW10cnHipPPUbZS2IEI/q4ZM6rxtkL+jls+0Fud+UNbGr3D8ZPtf85faOwn4A1WBvt/1ZxwltW+nphVvqSO2lD60yDd1Ubvfv50C+VfHsIeLVPxb6U6rZOa37wlmz38rzvv/f1tj3bOy4nBn3qb2/5VDJNaIZssDh765WNeH78vUhsZBVEM24sEAn7xeaPAEIAnHFwipkG9vYIeauS4VZXC6MEfj4ze+43A8qXvj06b/UoAO9b8ilx4ZI9/2fznBKu117e86vI1sdnL3mAFQwHPwSpeOzR2ngy23zVXnvWaYUSEfVvKB4rFZNLv7zjBEBPbH3YqS/Y6Ibsar28e+23weECF4t6dWB3tBJo7JayLz5t+0mU/mH3KC9u7LrviQGZX77m5Lz745fFjG7px6+aZr7v4C2ZszXuNqim5yjZkpOBE4zONcjXbn8zu/9YT+jK7/ikct8EeYLOu/7aI/LiZtrkJhnZM/myJrHtnmOhVFcpb86SzXTLzXGjk6kcYKIjIRCQ2MbCwjxiVSyFUpTQKERpt9GF8GN28ZsiSXB+heeYghwQlF6V52njO30+QEkVPjRppTWBh4SVAkZwTlw4jpSPUtT7RLDBAUBzq5TyZe2tUTVOsk8bTYWGLid2M6xllGSde3ULX+2pUSesodep48JllSvjwk9EURbIEd3s3tc2LrLV8NpnuTgA6VvsWbPpLIkF3exuAlivUDw1nfAQjjqGBYNvcif0EY904D96Hs+82UDBHd36q8oH5nf6w7+Xjy9SmmbD74bRZPRAcOMBLZ20jtpiZA4uY/qVXxEjvbmn0DZEo4e1uOW0a82ZsfWfTLMhuzs+6KxFtmXOGx/ARDM2i+OsNtcoVqyzxWJg37UT7UkljTm9TTSp4422QTy7yeZveatfGAj0QJHx2U222SQZqdssrUvb1d7atL1PZ2E/dqWEs6CVlDyHVWrFUPlAKj2qTX8LYxQoj+3cc2FS89Qweg4jY085/ebmwb8/t1WJmtJwe/kTT3UMda+Ts79SpJQc5+JnDundgfHkzaC31dEYR06SWKVB44KEbpeyYdnNzpJZMFpae/tILa0tKeM+PkDYO4DxUH6gdLnx125affiq88ISlLT2N3wsADVqL/ScsWCwiiNdj+lYtfJuzs2oB1Owjc9XFgp/vfHI5vuj260cGD732wOB9WUfM99Vj3svKS1vnS+86I6mKf98+mnMtODv3Es1aQJniUIrK8gUYieyb5m6MNIs4ZKOFOQcvWHGniEyfXPGunGg5FApZEvveA0RHTVQrRn//jbdnYtV/2T94124eR/SicxZ4OjtOryWSu5O/vu4vj7esa+o4roP9bFm87CTO/7mf0NwCue2zZOEL9ujWTXNl6bm9zP2cKaYJYKpZH+9wR0Twqi8w3jlNo2t5Aw++iQp5Va0o0BIm1pLWJFXKtMjE40GCEkGV1aGxDnrSOtpsTjqVFUoodcK0TOQYDrPnN1GazwUsC7tRz0BBMHBwCErEO6wDv7CxosPat6yFzqCIkGDo5n72rf9HnlfX4xMR82QueLUhBh68ePCS0hEMDMLSyBF78WOqCchpe37ff1dTbxhvqPEdOfTXVHrmd4NzRg9sptbkxbdhuG4fKHhrNIqQKWbwBccGvqlXMasO4bxNRpN3jjJ0vaevZXktV6paoUZn7rkTI1Xu79vrzUu4FK73R2ZqaaHsXxcLN0rnO3owVj53iJs+34KjDrW2INXhoWITrX+MEp9liIF3TyFV9Cfu8oa71uYLIweMXYNfCG+/4Q147YgeTn6zrzXzS199zj3BWFej9UkgRm2puVbvfPg5tBPwPPw0QExv6cy5px+cE0eyWcrVHLo4iP/+Ap3g77Sr/vzOGAC2eAiWvEOPd85nXPzKT0dmLH63iKCOQ+qeW3d3MO2146UKpppLgXOg0deB7/3Pfe3Yvz9WJIAdjc3rfP3rt9ay2ZH8bXd9vLU0b0nxW0mKswYQxyE70v+fuzbfeDX8EH/39IF6MZ+zguEQgGrdEZGJShdimGapf1/CE2lqrs1tYWBwTzJU9EcA0woESfR3ktzk37xh/T2Hxlb54Mw3vuccb3vr+PeHzpUDpG/ZRSgTYLyrQX/Z4tDu9X9oytjnj5/TcNoinDQ7F332xYfnvudZ79t5ze+/BVBLp3aZmw850dFGGz0RIVaJrN4+dMPg453HpuddtDZ8xsm/s2LRVqdSrbdc9ZL3jHzrR59/vHVcU8NxHeybaf/XoETmAoSIzK9pxweAK3wEZo0HegAvfrNGBQ8+HHUwMalRJanDN5uYJ3rx+wTBi4+kjtSK5KpR4v4qZXz4UBzKWmK8m9yKlrGZGEYbGy81qpS0gOJU66jtwTfxIygihDS6NsnIdT4NXm5gEpjUrC+toyR12Gml4z2C0aU4ZEjmcpr64WH2vc3tSOMZx3Fw8sDEM2MTiyK5epDwxPdOgBoVCXxvzhn3/SJP7GVpFGdo17czv5hXm/XynhvyQB4wzQJBMyBhqlohu2tLqTpr1qhh2kYmd/jrtfL+7Sks7xCHfznWX/utM1776j7PzNB0KopdmGWnzrESodkL5olhdg5nUoODu3bfxjImcso1X2bTYCQVxjDi1oYircnqcyJ0kCFJ6FIf0dXemKfUZ2797Q3LBh84tH3sO/fFyQe9+Nw3PeQ49RWVxBCV4ihNkcXhXPcoRiJH3a/k5jsHfdALMOoZwDxxxUSA1Ew/5vRmSq1lKrdspJg7si8oReetlXOuSzL8iZ360F2TP3v7h5pP7e659FW58f8nw8AbbT3TllRQVSn4qzh4TxGRgKoWepn93+nBalN98cPbsPyRHrEs7KamltCseZ8v35uAWSVanhfB8lmETrffMedf1v5213fu2VQ8vL+/6zkvebO/a9onMQxv+dDB/9Fw7mTfvBnnaq2O7kpKaP7i5nJiiNrhwaTcs+m/03Nm1No6T/ioYVhSLmeGM+n9P518DNVM+j5ve9daGOvXfzDPSHw6rb4+AuXGb0mNmpaGD34q5Jt+ChCGRklk3SjTtLirtZqKfbH7PS86w9Pbdpb/3M5DhW/v+INq/OKJ0fqopatUJkbRFBFjMWvf7ie4MjM/0uaZPXd2p7kgXMhpKzEwPLbp6e2+EnCD/T+B4zrYCxI4ctoIAGRJ/zWq+bRfglGAEgUUJa/ZnAdvKECYArmth9h92TTmfjQk0beVtIBDHYeaESbm9xGgRJ4KZSpUqFIhoI0AXaFEjJaJ/VaNKlFtGm8jbw9y8A4PsSO6CLXxdIaInJonR50KgbGWPGUtoUAdR2pUuwQTH36CEgn5NfiSNIn/ALYfw9PoeoJUVRfLmveaan3FwhNLM/JQnfovRxm83VbP/0YlPr2mNXJkM23SFQHwFkOMfE3x4muzSZydI01orBQgr5mJbpNt8ZDO7fnIrgevv2asgtajjmpo1prSdrqrMeEF0+tfN95/ux2Otf/0npN/O3ParSsWz69G7niwlZ9tWzzoSQ/sbJbWS6HRaVORPMFzfHS/t3Nsq81r7A7rg396w8ErOmX6IhtPR5rEHWkdLQHkk4ffZzrmr6OhnkCuWMJXaIdZ7TCrsfbIwG/vGqlsvsMfbnuR024fkV5jrAqgEfByeF4Tw20zablvK6E+HzV/EU/RG/FL8CJRc+H0573yOjsSX1Mv5rdmCwd2nHjaGR/wZHLB8V7tVJV6NlWvao389ACB+auwEe+SkY7visgLT+S85W2/GaXfb1DvCFDrSyY9MxZMjCVgGh5Ldu1Hrgpi+ZopbkxT/0aiNb43dsMSWXv1Jr3ni32//dF3ROS7gKiqY7e3eNZc2vPRuqfjRcmW82eLCJ62Nsxcpam3PO1DI5sPf+lAOf1Cvz/eVcgP/WXf7hs2Tz7+kb9c9y4cJ2N6Aydb/fkTtXqK7Y2mOHyGn+ZbRzHrQmpVSDLzl8zzfmvPFYYtP7brdiC1SAhc2kJlY55sohAOnbjoX8aC+7TC5bVNqa+kav6RiuVYSrbZ2qIDDxf1L2Hte9vpvTofcYguX/dwxcbtw2Q6aohlobWaWx/on8RxHeyzJL/u1+AZHvGGK1rOpBj+yyJZfaWB8WAf+97Xpj1fNjAMP0EqlPv3s/28LmZeVaKoI/R/uYNpL7LxzBvRgc0GRtKh3u0jODNImALZiX70QxolyRDBsWf2AQ2RYAgrFHNojhgyey0jGzcTHm6MUpYn+5kCuWhVy//txR9xUPwEEYxOH37yZBnVRmlbkDAxiZPQYYnQjIhQ0uJ4h0BhnwZm4gb7Z5zNeu9PPOL9nZ9gPEPy4HhQbpeeZRFtPrNKebiFzquA14yvI0CJ4u4mWuf4CZLXLA51FCdniBkCKGp+b57Md6FxU/FY+y/2H/iMFY5+1fIHw7WBYUzHPKLOSWK0Vvz3P70lwnV5xBPB6JRzbOMPQ2P97jR6l1Swpx8ZlD0R7+wlsu4tC1hxjSW2N62jt7VeftkfrTk9a+onxXeGHyjfJGF5lpGvku17EMPrx9c9A6daonVf0/MOzD3wY2+0DStZoVrMIv4w6jjUrTIWUN1zoOKf3+ExvTZDH17A8C92VD3pZjt4uIy/XykvaJkRmbP0jWPJWUM+xDazg3prid7Bewn5vBzanfxrTKYtiJy2AfWvZbyEvbllwfO7e085v3KwvKE5GV045ysJajrE9uWZa6uBphfUPN6gYdnEbu/DVzIppWto3aHymWGChwOAtz1A6POL4+cu35L4y2tVtfqyTy987Xt+tvq8174/ynPPTT5r2358X7m3hFqNCu/2gVSjHoQv8lLvyStfZUcP1ro7Aheufs+pX1t/zW2/Hj+vpf5DReD9AGtPekefETI6Qykb2ZYlXowBELinRiFaO2+b3v9SEYmG5nT0znn7xdfKfboksn06lZkjVCe19DADvp7oolVWrVrCMm2CxdGZAN1vevZLvd0tp3pOi5/GreAE7IlAD+AhQC2RVpz6gfLOPf/62N9y11RyXAf7rXr/tbNk4ak+Da6oUA52M/Nqj3gjZS1lRxg45FA3apSpUS0kGX7rgB7czFj70wWy4vIYLV8GxMZLmWLJR8CuUSFD8ohiehHBUJO0JnGoYePB6GjDu26dAVBKDlMJGTBcJ8XIH4c5/IecZqpLZV1vlJZ/M8SQipbydepGgZzfxMKPRY0qguCogw//w72tiZ+C5qhqZXuG5D3/+DPr+ntUtDxeDj9hUA9lgGsB5sgS9WvouT7xt1e14hTIbsmTe3WA0GWmWBcHGyW19On+H9e0VgKMJMNf9hNsWSNn/aeBGc6S/O4Wve/Hj9x33/U/+VF04Yq7OzvW3BKLzuiuqEG+fxACnlo5OXxtYdf2HzBrzZsMX8yARtFx2ajsCdcbLQDqWkdRBm8d2FnZUJ2LByIvC5DJpG+J0PSvltheR+uEiZ0aJX5qbcY0ALL7Hrw9MNxH6KEhPI4FFEgm1uPFS7gWsmMSebkv1oZfhPR9h2mdcU9ubueh/n1OcPf9d/b+MTAt/ErTay8FMDY7BBedZQOUSyUyv1xPqc2XshkboAIwtfETZfp8VFt8jByOOdK24IxCra+6bGGZWzfoxDNvUCKj8vY+9r1UVRM2nhnD7cVt1vPPf40VDgcBKjt3VZt2lGzwUPlhmkS5WLDVDnipY2FiiSmxQM+Vy2MvyrzkEwvuWfu8jq/YHkOqsRLhSIE1SzMUSr/kts3Ta/t/G7BaNuQBk3pnLB6dPsTMi7yIdFxUyTefu+a9p77w3s81Ar5/9uygb+bMk+rZbP881uwDOqUmhIcfDt6eukVgw3ArwNhjlL3x0+Y/a67znO3iM3z+fptyooDR3Bieu74n8ZBq1+mW3Xi8WKuX93e/5bkvi5257DuG1zZ08TRG7G1EbquSHxnGbmnUGciNHlyf/OoNry327d3sjpj5z+O4DvYAe3TrQ8BDa+Wcn3vEGwGoUQ13Mm2hIQaqSp5MwIP3iBrtJvZrbDxii6dRMY+wb/yZ/LD2OXWqxnhRu6qiKDFpoqpV6lQp16pU7riXSiqBXVVaCVGlphlSN+Y0UwXYqHdfvUBW7vSpf06e7C0evHN9+P4nTLPPFg9FzVOmRJUKVcpM3l+eTCHB8GuGtc/tFvc4tUs33TVN5p4S1MiJZYrb9+iW9QBRiT+IiuXFt6JMacMhdn9wvKhcRMx1nPtAWGJLAQIaOvOEi1Z1TL+i+xWGbURSu1PfvfmDN38CIL31gT0LTnzFT8xm650BiWEOp/L9O2553eGdN/8AYMZFV/6/yIyF70IMI53d1l9/77yZ1Z8c3BfYU9mbIXF/lvT62TsX/4+Fl2ykRvrDmdyO5PrPn8BJV+Y18//ZO+8wu6qy7d9r93J6m94nyZT0HkhCh4TeOwKKYkdRsKIoL1bsYBcUlKIUpRNqKOm9TzK9z5zez67r++PMDAkvfq8oSvH8ritXZre11157n/3stdbz3A8MmSA33QVrLA5bN0AzeeTLUC/19BZcNjclOytmbMgTjqYsr0x9tLqVKozsiH/rxZ8//u3Jfcs/fW5GqPT/gnUqHJvmgIkIP0aSEF7ijRaszHafbZ1IJhLrmIw59ZIaGZRsr1jDMACk2np+69CIHWReZcbt5cUY9QN74NCVJfvRHx+hfZ8EgODll37Y6XS6Js/P1dbw/Ys6e0WnrWRVD5HUBUHj4wxymw6i6tEx2KwNzuGGSITjgrWyzQsMAYDhARHP7VZRXpvBMYticGNk969vrn+lAHVl0kFhrlwx11d7CGQid4agCryrwXsCgL+6Vx1zou+sM34nVdfWWulMYXxD546sMBa3jRTncvJOJVGsmwkLFksGCCGCWN9Qp/X29AEYsBbqKUiQHJoXeDCGJL9XT5Zlv6auY3sTnrF2huFcWibWPRYa+51cUf09RuSnnPZyyx3j0gsDnYVXXxtOzWswedVzqqO8ceF03+WPRXu2XQhg3dv1vJd4d/OeN/aTUNhT6hgERZ17YCJGWOAh1E3/THPTql2dXU9vIITw83FM22SqWIU4JmLoi+8vARLjhAdZmgJFUYNfRFFghAWLJKIQIiIYFABocE946vMQiI9aXyGEfH9yCPYA3fbgYdVcN4ssvYInwgkaLYAFNyXUk6WpbIJGVQEiLJgIoEIxYbYAKOWzfg/TTw914YjAOGDCsH/uzfYXIQckKFMqOgxYuf6S6pt8M3w+AHDVuG5e9OlF2zb/dPPjsuQV/b7pjxVSkSpPVcs5nKiqFS0rf1g3+/Sevl2Pr+t7+g9fcFQ1/1E5a+FP1VNnHsMRgvysekS27v/j6Pefv2k6mXOOANGdv6iA2mMl5NJ+R3zN8b8LP9d1d1Cq+1zsqlaQhnKwAMwN+1AdrYWNhqpoqAv2vsLUb0xnDVDRhO4VccrZe7Bk4cvYvcmB5+5shhrOXtRC5u8cmWFvEUOVC7Xx4XXlr2QtPqVw2dogMLvoL2CZOrQA71fqFp4Y37FzTY3f8p08t2f+y7FyZihngxU0cJRnzEM9YON5WGUudKT5J+eMj67KJV/mcJYTbAuL/GbJU+676CMAfgUAZiy+x87mDEZVeABgBuIIJeoDjCY7zKMqYRfygA2wi6cj0hGD1/JDVjyIMxl/ZDC/ty7nRKSLw/Y/Hgeie2HTAjaueBFmbWF8B33tOgAIzF1ZG7AKz+sprnnyvlFKUYjm+n2Xnn6SunDeo5KvVgIAMpaRfM3zlk7ulxdfttSxFGslWcRUB0j9jFVV58/fxYdCM8xodH9m184L0rv238dVM9exogp0jaCyTxci3I7NoRVXPShILi8AcILayJ8QuA2cETz8eTIl++UN9NkL5JnNSk1o1m7RdLrIcAReKV517RWDj256pva1zdsLd33ii+N//Sce7xLvId43xj6KsW9zlJ+vwNmaRz6pwDmlCsJ4XfBVtLcqWvLBRnHOtUtx8o8BWnX48faE948xMarFEAYqih2CcTpkeBHggWIaXQWTocUEDJjDiwEDRkZRyHrK3ThEqr01aLpThLwMoONJGrdMGKz/sJS7CpxqDOMxGT4fIQQ2tamG/Mjb1Dwl3iNoyIfzyO7gIcwDgAJymVDF60lRWJ4laplaHfS3ume2XvyYy1m9wrQKdtYqMILiAYCQM1B/TfmK07Xmy66/kxWVpkI+btK8AaIUP24ZVS4HgCxS23LLIukTblCdvKgD0CEIwur1m4yH1ZAC0vB6uCnXWANEKCTBCT9tRv9xnXAdysPWdLiq5kFQPZjdvhHXfmgE6bSFX17aBDXNQYV7jgrxL8Z8hya1hrx6uCnHv9wleHo4yANhDIZ4MB4XTJlCmNUEYzAKLhTwfu6oh2Yee4rFZDYqKP4MRcRe6UbgWQKWMDBIFLowROOFWo75kQviNDdYgQO7XEPsL+MrMGHs408+tb7+2Avu55rqryC6jcBBAoYRJYADt60fZQMKCCUI14WRq3WCjZlIOmJI+Nj0lm2rrt7VoerS4Bi8hlcAAIZI6N3Thvr5nRwArPjCorMXX6W2dLz0zG2HXihbYeTJXE+9zORGMy+tu+mFH5VddfljbFSXLD4H1qmAszgcLlfoX1DGHntp8We+8yETO/qlCrGqKMgglJe3Kvn8V7PPPvl57xhzBgup0U0EJJF8lXhdOV50eG3LhI44DKrzXKgsCGojdXAUvMTAjCW3ZDYf+CwAuFYd/Q17nG2U+myInAdf/fCzOO7ovB+Qzmyo4Y+76XP+Y275QXT72/5Al3jX8L4x9t10315CyDwfQk1ZpAdb6PyXRaLMYYJ+CA3NsAwN1tBIlU/3/Z4FGyAg0GgeIpGRp1mkkbJ1qoGAYRgUhxBzSMMGNW3YT41h0Eco2r0IeQUiwqYWLFjIIo00TYAFC6YY0sd5EawD0D1ZtyrUf9lHQmcDACgtU4kLOi1MnR8AskgPpBC/UYB4M0MZRxrJuw7RXY+/E21Z4p2DUmrXk5aLLGp+hQHrTCL2R1c3rimfX34qAKR6c4XImuDigNczn7eFFYVUGJQlDGcSUP+EEpxtaY6aad+TQ9WzAUCAD+lDg8AcP+xcQdMHxp4AgCHa03fGV4/azIuu4yfP76/IIR/ktue12B5qWTMnI1hpOg+O8wAABFZEpt2PwnwRzm5AGC+u9/pyAIDHfi+BpDxTc+kikRR3NavISyUUOmJK9jnbsNxhXmABq7YJqAy+/snMEjD9UTHXxkuAhZX+fuxKNMFUXVD6DLATU208ZeEoSK6ckrOxMcCQe0XocgH0bBOCoc1dSk7azYDxZZC6P3tqaJMYza52xPmArDtoRBvcJ/De2VWDXnBs8QOoKhzGzFP3geFlvLRjGpiEIasNrUcBgGGnjrhHuTCDkb2J+0/61vIb2s5p/u7YEIh93NEQVA/6w9Hu7vs771HLZp1Sf9n0Dj5jNiioRm5/HLmyKGDqlLdkIsgOUErh9iWmynXXFEAHGIrDvBDAsY4B2jVUR2as9iP0AYta2hgGfh4ND6bi2f39VRdatdXzRaQ6c2a0I95PZrQ3IlSDQjw1nt6w45LkkxsHAYB1Oabrhg5p2AnQCI5elJs6jd/HOpvq+LkASsb+fcz7xtgDAKVUA7BvYnFuhTzttIb6OXdzguzL7N4CV5wFSCCQpgmYMGDChEINiJBRQWqYPM1CmIirjyMCb1EUh3PCfWaYDr8iQvECQIamwIGDCRN5ZGwZKqMQJ3SqgQFHqtDwiwbS+okeur8TADgIZZN1JBM/MIFIKNAcUjQOFhziGL+zk+6+H8D/csYq8d9FLz1wCMBVk8tVy6qeS+xkHpHEyhP0nkbJLUlXQ43r6oQbimEWkCiM2bwuM1pe2xsf2f8DR+3ivxxept2bfr6A6HpjKPxK5O4n1kyup8j8ztC8x/Ni0agnhgtdyc7dW53Ec17FX1wH9MX1hMkbUDvSYAJ+UEox7hwHyegQO5JxS3YU4vks75WrAgd21dLxsX1E4ngUkJsKJ9RoAUydC8ZoFuLXRuFLOHnAiURNGkHfOGIohhCayZRpDA0/E3ixu+vxzrrZFfWHMH92FstffQn3F04CbxDLeVi/2IKpmYI0UtZTWwUGgOZC6m+jEDJ8tZNIbgDINbmvdy5fQE2eJ3HLwvDajb9jhrpvEqpnbPGkQ1XFNsjiI194CfMXFGcCl84axk2/PmbqN2vKLNJjYxAFJwwzB5uydPCb0lJ3g3JR384EGVhSB9vlAQAQm230zFhwEytKxXnzwhAa5m3HjlcqIFU1AADJjI7H2e6hzaoc1mddWTh98jU83gvY+3t0Wu3ROYfDaWYyeWGg0N56/g07sHLe97etvf+rk3WqXXrO6a6VpMa/qNhZ8MxwcNMKY0O793U+QVhW1g72/i755MtTeQWMscg6tn3amfH13ZAtBb++x4tPfigBAIjGrPShbr1k6N/nvK+M/RsZyR96Ylrzaee6nDXXC/Hc6YCTKcbCO8ARDgWaB0CnspYxYCiFTTjCg6NclhAyJQUqQJwJ2MgjCzd53ddPozlGhRMZmgQDFhQ2RCgnc+CfrCFNJwzQroEMko86qOtCjvCihdcT8vAQYBez2yV1aI/851qmxHuJofVD6XnLP5UUvLXgAOS1CNyCdypchOckfPDcrdol56XF7Xu03i/cEhmKRGr+LHiDcxiWI2Y+kzZGxr89ct9f/5c06uP/s+ves/9nrt8ZclyejRvRgy8OXoXPABkkDzm3RR73biNnEEIQd2Rp//kuApcE2lgFJjoC3nR4JR0w3EBf154njm3Y1UWj4qcHTC9MxUA2lwYBkCrLxFzT23z5JwfgTkz59cHVr4JaEXgdWzHai11Du1LXxh57bEMtmdYw1N104v+cO79t9AQO+dmNAMfAmuXulA4NjnEQFukoUMbtPsku8xwRcog0R9UDOXlCkwa5ZifAFsMSCcuCmV5TM/zUQ/nyxoV/HuuPfbY84YfqGZ8y9AAwf3YaXjnGZHRNZwVRoKqoCzIPUCrIqh+J/ZujZaTqQ+gFrF5Aq7YmphoAUrAwaegBQNcdyCXSIDULp8oXykNedXTzltOC217Z9Mu6Ude00IeSapD0Sm3gzxLF1Ib1v4Jlj/iU5q+qwRkNAMCrnl8EWpZuiRzY0AEAgtM3k5WZI66dF1ky9p3ffPrwdVXHnrtKKa/9sMsIaNLGnn0hZkYbWODhh44z0+kntp10bGpk0/bCb2/9cWzH//kglnhP87429gBwqPOJtQDWLiLHZUGcCgHATSSZkYiMBI1aJjVYHTo05HcIENYSyog5ZNJO6rlx0rOYAl438SFDjxzSY8EjjyxkOIqxyyiKpCjwT5OhPh8kleeG6fCDM8jclEIdR2eQ7CrQbDMLrt2E7hMhj0Ywcnc33bfzP9kuJd5bFPLxbU5PzbmEEIiyC6noYNgtVwQBgOXHrDNW5WWfl8UJK5TTbvi49xOXfPSeb1cef26H4PQ2FaKja0dffeLvhnC+1t0uS3zzbMJxfKGu82uEkE9RSqmLeC+qw/SPcJRXhxqQE2qU7/HBAG+lE2CDPDRHGgtWaDALFroeMqcd2NJzES34Z/34uvhxry2Iaj/9H9cLHbuFZ8amZx6jO/p/ZqZSC91ECHET4XQ5hwWHT0XLAsBhj762+9bnNwBAPz3UU0emfYJZ3HYXc+rR9fyE3ICVy8VN9O7wkMDKsUoemQ8tATQL8toknNQNSm0kYt0DjpxeS0GhX6yj8VwdWn4XhgfKYIoVEAdyS5cf9eVIavfYwdgysTuXyTVyWVro64dUV4wuRP8gj/FoOqXH973G2NhpZJNraYQEnI6qD5iJQaeYTrRO5DACAFS81oOeijLKetzEpBr0bBKC6gY6hhAMC8jumQ/e20utpdMJAFDTwHcuD3/p5Hn+L69dH376qmeWHxSaG2aALw6si1VVAfO1fY+riyqmOhucpDg5xdngP/2MVsLzIhfJbEsdbC9kWiKSo1qClcyhcfjgcPDCi64RKyrPs3U9THcPGN7WBVfxqosBALmrx5yMKBY4lXvokXlrvvKde25avOrtekpLvJt53xv7GWTuSi+CP+fACzEaBndEMk+Ah8CqxAmTmtAhz0shXnDC08KAtcYwmJKp6mTBEhM6cjQNAwWYVAZHeBhUh4aCbcGIKsQx5QXLgocFEypxTWukrdvnkKPuOoid11JK1/yvCpYo8Q9wYNufvkMWECLK3oV6Ibk3MbrnD5Z/1icJYYRPf+Lls6srSdnkHKzLyTgAYPiFh/9uVrhJ5PaWxuCHLr+FkSUBAORZbZ9wn3bSowDWpGg8j8Mkc4PXnlvBuLUb2ZAEzukEGc8WBWVkDrUn841P/5nhr/38+CnHHi0vjSWsyMO7ezraZl1yY63m+77+p9T2ngPrzrFmLdnqGZFn2gKD1HKn2TKtwEUOJXb2rB36Pq4tnsdD/J52LL4zIfrq06NhkEmx6IJRK0CMAkBuThmIUwWcwNhxDBIvd8HOZ03tU8fWFjYdQjbViZqzy6BUOqASAtsYwsCzeVRFyt2CICEgONrMTZ3hXDnbn0/kn7n9BmflsZfpp9leAU+OtkK9tMHPbZPPxI7xOSE0XWL59OHowW1/qokHf+JuKkjZrtcz5Z3QNo5fd0dhhwxwbh80Tkdh19aBxsT0Gk4oWteyhITuXfsHmDKPeM30zcFT5udJJGahLMisqirs6xy3akHYoq+QEY1uz4cHNxfiY/skb1kbAOTjYwdoW/kH3XPnXkAIQaG696XwhkNXn9828P0Ffru62quj9Ur7wjBLztvK1LAAYNg8eHkq6hCWDG7SbZhSGwUt2fPPPo8l3nu87429F8HbncTTDkxmvBtGhiZRlMPNQURxzosjHHRK4YJ32aRufYZyIGBAYcOPchBCIFEVMYwDtKh+p0Ddl0DkNQfNXzvpbJdHFl4SAKUULHguCO+Hp2POGgAPvnktS5T4/0MptQD8z+HrpOmNX3KfefK9X85fGPj5fRF8b8lGVImpgTvucW64/gcXXa3lk129+59++f9XLhF4FxH4qSkBwrJgZNnxZvtqnf0/EZsrThacvrl2JmfWuBLcZLgq4WCzAsvuO5gxMBEuumv2pV8Ils3+tmlroB4Fbd6jV9x/627ntkgZsqYAe2jgmVtvNr6shRvhqVh+5fSjr0gP7X/x5x642hXiaMh2RsCtbAbnLqpic6qrLOzb0eWMecDnbEyqwRCfA5B5yDGe0wE4F5ioXtwG2BTRA2FIqgRjWIPSZ6DApicSYNngBTnorWgCLbc/vHGv/bE945ziamg6Dh5AAGB4IghJ0+omRveaUWc08omY5FIErP7iAfTtV1HflkPFPIB/1UlIMASvPoaPzFyHvBwXH3v2dXF+jhUI91rnh6qC6zo+eW1VdzRO2Y4DFn719XrIe1zNFZ5n9b5jyzYYCtaM3/enH1JK7dCsY0531bZ+DCAI921+0f+Bi56cEt6qrz820dd3+xmLE4lZLWL1REugrSzFbg1PLLlFGIk0eKU4pZEMWUM4NHCQZ8WybD7y6P6+x0qpcP+LeF8be0IIWYaTQ4ctg1B2fQrxv+3HtlebMftBBxHKASBPsxNz7q8rlDJgQUBg4fXMXgxhIFAJIkSaQTJhwdohw5EBCHI0AwoKFgw0mkcBebjgBSEEHOWd/+nrL/H+xnniiuuklqYzAWAYXlzzrD30tYrndi5bWvVgdkOVmttF7cXCKSOGkXusG/s+Oyncczj5HXt2FTo6/yK1Tr+AEAKtp//V3I7dz7zZ+VLPbxlWZjYeI7XWH2WOxyLTLqm6Dag4xtZMlHUd7DimzToiYZMs+xZYlo54IA+i2aiM0JXPPODDFR+Pwe1mMDLGnvTl2/xfrp1z7BOi6q0GAE5UVwy++MDVeZrtE3N8HSe/nv6ClSQ2Ose9ZuTFvkPcJnV5toJbxdSVu7nuKPzrYogucYOkx1B97ISwD0ugNgYR/jaBA22QhDAQ8KLA7MeM8xNoDTDo2hDByGMOVG/O/pA9URSPkJOzMPW7BwBGlBWb2hjZXYbtZzE4/0NhJDIKfvH8cvCj2ViG7+344rK1Cy44uiDoi2no4MFtONi/AAAQiR56MenIlsnylf+z6nolP6e+Uy0bHyJje8vAEkBOuoWyv/ant9C1t+JP9wAAxnev7QFwIwAoM2Y0UcMwQQhnxCOgFLALhfxY2No2qxUzAcA0KXaOeExwxfd6c2AIXjKGvYMLYRQy4+nRQ2ce3Ldm2+sXWPIF/m/ifW3sKaV0Ljn6rwp1XksIgUbzkTTin+zC3h2LcPwrKpzlGZqAjmLuCAaESlByAFRKKTTk4SVBpOiRInY2DJhgCQPO6yfll4/QvvttWEmFONw2tZBBGgCBABGEEGRoclcUY6UwuhJvK4wkeg9fdji40CVnC6cDA+h7MY++0SoGcFWBuD5qUysC4KY3lkEptQkhl3jPP/MhIvBCZv2WR7Tu3uwb95skt6c7BeBpAHjkDxX7+BHnMeseUeER2FnuyrInARxNihbS2Tbr0n3UIYPYDHxPdYGaCh7b3ozejn7c9vs4Ekk77KlsWTFp6AFAcVecVpBt9KsD1zrOmfE7TtpXbhYk1jaqYUQjO7SRoVf30j1PALhdIorQjJnfVuCcGakkfO74uStYK83hsOC14uhacfTBKQaRTEXR8oE4gi3Fj4jZp5kwH+kDE4J83MpRPDEchO4LgY+HYe4dK2hmhSRyRXnarBnbWcDg8yrcZz3/lMfxFH/8DH68wNh6IZuMd1we/8Hza+a+VhcBBEEQCH7w1e346NcHnn91Z+ApbfWMK92VF9yTC6cgHKDYNbIcWXkX0p8IgRvJYva+DpQ5k7WnHKc6n3kx+7+S0+Q6OrpCl172Ta7OezPfWsXAtsHlgqd9+6exTxoGjQb8bH1Hp/7Sob1DNW2L8HmFy+HsRYcgizp++Z3Rp/Ts0E0vbIxte2O5Jf57eF8bewDYiXWfaMWCrSKVQikknuyie7bLRA0pcCzjCA/HhAx3lI51FKD9LoqxF1zUe7KGfB0PyR+mI2UmjK061at4CKcxYBQXfGAIC54K0GkBDrgqB9B1URmt/gsPwekiHiRpbHMC4Z+KVFaiGPvrKO0Pv7MtUeL9htbT/2e+suwq1uMKUMOk51cdmMp2QvJH+qaIkBr/XjkTUwQPvNXzlwe5+rtuCaJnYzF0jiiBo6b9fs7v5mL5Sh5Cg767d198VuZxVzZ0umi+/qrZ9ZqL7twz0rV+a+FzZiHD2LYFZiJjn6lnx4x8KqN8bdZFjrn1U8JXkRd3vJxY131RZv+e5OS6As3pOEyJ0HP8cUscBcel4yPiB0MXlTsoBcIPxPMOWiMfbvxF9fXRO0IIRJWDYVnwsTncWP4EdAgQynT8OLiAjjttcKk4LMZGliXP9dGN3wJwKwD4zz5rNetxNxojIy/F1xaz3K39a80r0xpxBgDE8wxix9cuLTjVpFRVOQsASMiNdCKMQjwKbdl8gFKcM+s5fPsnw2BZMuuRtdVd05eft4kLYzyRH/njyMD6FyfVOPX82Ba5dSZTHLVgocxt+fimzdN/e9plO64HgCUA7tg8/cqGakpVViOcrUFOZfCz72VXJxLC0d+6zfORL38+8Zbvc4n3B+97Yz/xIvvN4esKyMU05A/xEKYDgEkNI434Rw/R3S9N7LL1zcqaRmZfX09m/GBymYeAPLLQUNjWRzueaSYzT/YgcGWeZnNhDP1wgHYN/XuuqkQJIPHI05vdZ550vFBdcXwo2cN8+KtDtwCcCgDlLRn0bC5OP9nUplmkp+bua5afv0oN1X0eBCQ71veDgVcffPKfOf+a5/WdhzaEVnOThjTnhIzEpR74JY7wMKkxy9o9Op6Zrj/up8rp7IS87kCV3H/uw5ewoPS2Qm3/N+ODe76teMqvsC0rlYn23UApNdpv/2D94eeSKoSx5NaNo//f9njhxY0ANhJCPlM7MvMoalNL7Zm5Qg7p3+Y4kY3zw0j4hkeSXeOGt6G+ljAEQz06RhIM/GEV2o4OzDoXwIQ3wGmLO5P37D1BtuQc+DXbzYr+9HULmGNPDAe13+VJZm10dPdTb6zDbb+IX/FcvLLDE5LK1ucqkayuUfn9sRmH70NZCiMZtoEyhsmm8IUTO8GyxbY55xga/P2QeNrw0xVwxCqv9vqb7gDwyTe/4iOjDisuWd7uX33yt1+T3YRSCr7jEfuyY4uN7vEwrpmz+RvxT3zUlXh/8L439m8GpdRsJrMus6h1CwPGmUbinsMM/d8lg+TvszR1lUpcswAgiWhEQ/7OPhz6OlBMfAJgw7+18iVKHEby0Wd3A9gNAL/7cdn4gtnSZ0yLGik5ddcwWJ9CHc05ZNbvx9a7AMA3bUFd1dIz7+EVVwAAeMU91z9j8cJox6a37Jl98w/Hb14pZD4LwyMCgEkNMODYSd0KjvCQqdqy5+DTNRIWft1JPWdmXGbePvvkRaIk8QDAOV0/H95/7yyhctpzYlP9DUD1p30XnUO9DXSt0lh2HGEIbNOihYHoS/9ovSZ6wq8BgNxaN1A4zvdNFiKLBjd4zlvR4BiBNDqAaMROr+uYIVgX+MVE65huWtYAgKbJcuqCkW2pnn07HFtGzgiMyLMAVwhAiGP545jp9aNNLadf1HXg8SMcIB97JpOcc/sVe51iRdlEOg0wg2P9Nl/eypR5GTudBTYc6AwOcM3ho3OgLId0nsDvmao7CpyETA2BJ0LAVAY/Hjj7vGihr+unQmNZjbb1YBQS5+cayqHt7/lFbv3OQwCw6DNLVrYdU3YH5eIViagNuF2oYUxgWERWt5CXdDy5paHxU3/57ENWJn0o8tLT35hIuzvFKcepzrNWqaclknbuK9+OPvb/S7Fc4r3Hf6WxB4BOunsLgNVv5ZgR2herIU2r/bT8Chu2OYK+34TpcPL/PrJEiX8/H/rM2J8A/AkAFp6ECXX4IxEc3hmThh4AeMXpc2SFDwWdTb8nF624kJEkt9bb95fcrt17PWef+hvO4znGLhS683v2fyTx5LMdh5dFKdWaycwLfbDvYsC6Csj2EZAkgPmT++hE76Y2pQBuBnBz6OQzz/FJ0lRIICMrTkZV5irzZ/+K87jLAIDzuheO/e2pxdSyI2KZu70wHNvU88Mnfv/PtAnh2BDbHJSEP3dBvbMXppdF+EPAipN41DfB+WqvaqWddbDmlTH3HxjaP7O/p3parSUOj1iRHdv123r+9psXF5MTpoHIs6bqrJkQJXe521N3PYCXAaD8wqMW8j5HQ2Ewuk4Jyl/I99C/soIjZGqxXepYre61Msxy10s4ui2KlIeW33NDM8hPdyDX5MAtW730WzfFqMcB5rsv1uCgOANKdgThGSawuJ64UP01Zo/jY3JtfZBzuEFtG/ldO2Pzj9ZPF/522QcXfXnl83Un1s9XQ45yAHCNxqGM9eKDp4EhE8m+vnFfBV4sXOSRq5hzAYCwrBvAxz701arlM5c6fgbbLv/C5/zk2IVSmWVRtE4XfkMIubZk8N8//Nca+3+WiaH577zT9ShR4p8hHx/drqWivaLLXw8AxugorR8NfkUTPdePhqplUuEFXxa6ig35/iK3TL9s4rBqUPpDAKdNlkMIYQCwlNJHAfgJIYRSSuvIjEYiS68qulyRreMQPnN60HXi0qrUcxuGAKAwNPCyFh7bJwaL8ePayOAG28EXJg09ALAup58L+Nq6v//oHf/sdbqIV56G2X+aixmnhH+wsVC51SERwgF9QOT3LHCShXjYMuM5jrPYUcCm3KB71mmf2DiP+NaMYDxNh3p/8OCLAJBB8kkHdZ3LEo61qA0r4IGWjMLuHZzeSuZfmftslVB+0VE/YxVR1EYTvYm/xtfw/nlVxGQAS5tlozd3+cq9+Mi545PVcwzt7449e0e7zzWSwfa2GeToz6Seoi1yqOAqaz/F8Yg47+w4M0p9eLTfg7wQAC/KQc5RzO1FGAacu8LHkxFf4ucShHz9qerZU+4acJcrOPDCGP38/lmkezCExupxhF02CPN60i7eFs6ZT1akzvyNenpjm9yW68vh2NaiIyPLEhx3tPyhxfOlWwAM/LP3oMS7i5KxL1Hiv4hk755wxcLVZzkrm64ThtNnu/elfYLNQchzcmr9EPLnesG6nCHnnvSpysFdKNSpMI9qBBGFSl/tbG/59KN/zSnKMXM/8GGHd0XKWPqtVXdu/Moz10/2APtoR3flt6/L8yEfiMiDB1o8GwZvm0mWrE0h9mSKHuoPLZxzTsNS1y2GTvQdr6auN+0sNSLRXj5Q/AAxY4khcyy841+5zga0fEbwBM+xmirh41iky4bhGi9KVac7ea1/f2r7X9aUy5hVNoeXi+Pt+oBFpM0yINTDoYdnlbcfM39079pt++iW37eQeQmRd5/LNdSeJni8Pn5LB3VYQitF4+9HN+Yi7EmiCABiuadeDApnkQn/BEPPCGkhKrnkuA5AeGGPisc6G9Gj2hhe6QcryuBqayAnw4v23f6dsq/9tOzG4053fqcY0BCFTV/GX8bOBT9aOGyCAYChI/skDyVcCYPJItM5Ckdz8TriwzosT4DYmTwE0cTWQ8tA1XV5Op3Kk6GEcl+mzE/Kb9zwHWLNXJ6ARYtTCJPbc3mqRWNW7l+5ByXeXZSMfYkS/2WMbHlqF4APLSEnzlaIdyrRA53wtBMf301rNgsNhORhv5ZFr2Eh5y48FWpe+nVXWfP5AAATyB3olCvP8nxm5seXrgXw18lyCAFlioJ8kO7eg6r1zosJcV3spr7OOqXmjC/fzfy8fYF+XD5n4Sdj7UclI/Vl1l+jYsLbm9VqlS356PCNmY1bBwkhpK3x7GskwdWYzUdeOND7xLP/6DXahFSQtmYojmJ0ojXTj9z6LVDyPCLE3nHzWduX/eyR8250yuKcyWO4kBfsnmIYriIEGW/trE8C+CAAhJd6ujin+1Gjd9/Pqnf0XV9mhS4uXiuBuoe6DhcYoLaWAlCWyY7AKpehstMXPTYgo2rPNnx2/Rko8F7AA5/ZMgKvVRTrsk19CAA8frb68Nj+gJyEGU/APSYgs7MDVqUXVNMgdgwUqOyTAIC3VcR/7UPshDD0Sgl8vIAHLtoAvxvI5oCv/yiNLTurXshYu7bxvHqusyvTHticBsDC7AqxgwciqG2X8fCGpHbaPE7M5qn20mv5mzp79Og/2t4l3v2UjH2JEv+lpBD/pkiluwRI/hSXPJRo8OaY0VHVt3FcIMRZCxRFpBxrejd1J5/9Stkpnz4ikx7NCiCsAdGnBA5fr/UMfYv1uX/KSILqeSluEaKyAKAQR3PbAuUb7QuY4wDg1aeqYJrLGlVP8Ti+r4vjn+9vXYendwLA7GkXfSvka/0iIQzcjurPtDacfsH+nsf/Ib2KqBh7xac4PzW5zLI8Im0KIkEZ+WVt8376w/o/3nk6t+oLw/W04A4RAGC6h21BaJoa6zZZqx0AKk6/6BL/0Sf+mpUVh9ESH8zd/+KfEXn9XLZu9BuxjJfzqv58z/jW5IG9n6Z17DfMRvV4Nq0xsqMMu3IBfPavMgrVh0kj+B00vbt7gGOFUWPtxgeX4qTOZ7+ZCjTfG7ZcPpallCKkZ1CTD2O8LYiybWk493BIiVk0ru7vTQ2HywrdPg/HSAQZESO9QL5yBq6tfRT+4og/hsc4hIK9SKf0l4defeR7FcefFqjbKrRP5icouHU8vKUOFV35fezA2JW/+nEqnUza6c07CsP/SDuXeO9QMvYlSvyXsp9ufcxDAjMVOBpi5vj2wq+fLQDAgm8dcxeI86rJ/Ugy+zyllDYtvehp2V1+DssJjG1bEGsySPfnO6I7R44I3Yv86sE7HUfNfVUSghdYDH/z5HpKKTJxcYlt62AYglxGwRFIAngIfgmKC0BYlQOnTg6Hc5wkOZTy0wD8Q8Z+pNDxUDDS+Yov1LICAJIkivy5bSCqjBn6AeEj53OX7T9k4M6KZ/BwXz2i0QKSMJhuswKC4ICmp6D7uSZCCKm/5nOfZGXFAQC821udPXmWM/qn3X+S4TjVgjmcLIQ/Ovzthw/JoeaznbXzP+2bddzj2vjoi+rWQt5SeBXTi+4IaRqCpRXAisW5cZrOEpMztvc89ftLFheO7lSJq9I46MbvLlJw1Ee7okcvJP7LVvC4YMmzuO13hTtuI5X3iy7/qWefN3z0kpNdKwGKvm3rsfE+/nl5ubKgtYp4dGwBYYtO9g+/UI5fvnQGLOKEOH30kkDL0j/yZy1yjQbG4d2WB+UJzEuD0IIiDu0hG0Zuf2kLAHjPPW1exZev+zPhhWozHHky/Ivff2oihLnEe5iSsS9R4r+YBI2MAjgifn0EvTcQSkQOQquO/KZu7LsFALo2PPDbhsXnJSWHfwl1j/jctrZ75OHRh3oe3fe/eoEeu67KX7vkKynaybFbIuALBKlpCqzRyszfbhnDaV/MoaZpENtfS1JOcBNKbWA0ghTijxWQiwCAaenDAGZPlmmY2ZF/9LoopbbTVXVKypP/A1MbOjvvpbykFo1uwBqP9w2a3tltAgjRsbTpICil+NJDKnZaFMhGgHIFJO+wABBQahxRtq0L2+grlxNCGErpVM7qxqs/91G5rLqN2jZo3jyXtQ3IMQvZzh7wTfVgWDGT2rbjYam69lKWcJxkKeDrys7yz13+WXYDNyXrne3y46kfRX93/F3x1X2DZkPfgPHia6/Gv5TaMpgG8OrXH52/fnLfuvkUJokMr9vnuDPEB35gpbLup3YwW9tsjd794sKjLMbJAoDsLZ/rbpn3GsKyx2x0gFzTAIJiDoD83nA2t7fr25NlSi3T7uAcrmUkVQDb3PQx/1UX7wHw83+07Uu8OykZ+xIlShzBMO2LALj0zbb1bHroLwD+8mbbDkfylK3kRFkuVAWRntsKqmsggojME888uecP1dUHHjTclkHNsPLKT7iaah7heCUZjb7cg32/mnT2iyY7P0sIUVhGaND01NruwbXf/3vnayLt81W4VmrId3XQHY8BQM5OsMYp007lvG6ey+WhRUZhjkWfHIh23T4y3fxdbRVXIYrF+XFdp2gqC2dn9G9NfvCU4UqOGvTup7FnpK7Cmx/s+RajqDN5l8dva2PwrCBnT1++8hfzsdKcQeZERCiJPLJ7mGtODQKAMR6G6iwHcRGgBlD29SG++8lvJTD+2/TB3eMt13ztQt7pmXr3Omumfz4TGefEThOEEORptq9/KPfLRScPfBEATynVT7+uvlqtbQpk+7t6xnryz1dNV5YyDIFesKzhQ7nn1n5j572EkAeaj77ip4Kv7UPXj1OG8qzN50dZh1wOAOBcnno+EIKWFhHf1m+52wNsfiRtJLb3fT754kudk/XhRwrTK8NeCEwQqQMxjBBz0YJpl3+bEIaNpDp/2zu67uD/+RCVeNdRMvYlSpR429HTsYPUtiDxHmjjUVhUT2ip8K0DXc//gEX7fWrWsSyPXMchbdfzf6+MroEXDgA45v93noa642YKeeYaP8o+7IBHIYA9kyz50h668Xus06EQnhMBgFFkMIoMra//oVcf3PPUFz7pO6Z7mPnrOScLbQwBfeS5zJo1r+a+/fPP7n5IUnlc8/Iisnd56/Hl7cmu7I5DVxJpxwNiTeXHhXIVnOx388vrPyq/FoEDbghEhEVNo/tgzyvC0mAVA+aIBDq2k7erlPjGP30j/mOPu3b6zX/eeOigdeIsEIAWtmc9jU6v5mnCWGUM1vj4QO5A90n99NCkyJFeffaVX689/8NfISzL1Zx79c91ZZHxzEAgLpCC6U1vv2PDLw/dDQA1804/zVsz6+MxRwR8ddHA24aBXG8U0LQcU+5VAMBgdRjyTDa7MwVGDvIIymcB+CUAVM4JlPuDq1huwsHSoTtQ3+87y+Ou8AIA73B/zN++5Jjo3o0lnf33GCVjX6JEibedgXUP3c+KcoPsLT+LGno4O9Rx4/DWp/cB9wDA9ol//xLNjauOCnpbH2OGe3zqRMpqFhzjhPsSAN/TR8bGQx+76jfy7LaPEYaBPjC0Kb973yOuulaPt+3M28VkWesPNusAS7Kxru4fLpGfS1WVc/4fbKjGPkc7CADW73WzHs9tRiG1R6xQwUoT8ewsAYUNgYgTixxf9nKUHZA3fpBn5YslNXDypMHPZ8Iv3f718cudbveZWw748JETxvDnl/+4ZruzYcn0iwJuQmyk+gYwwDWA1jG0d/9Dh7zepgpRdNbmnGa+6qwrbmJ4gQUA57T2T2TNCNiyECwAQ6Z8MSHkm5RSygmKG7BB1amMxWB4HslUz6+g2wlvXfkXAMA2NKvOHGAva9kBQijujZXV+y887+yKOvvjq7+3fLkzaMgDr27D6LMzoecy8IrlU16FLsbvcDRN/wWKUvwl3kOUjH2JEiXediaG4r818e/fgstVfQk3mvCplgMggAIHsjQNG1Zicp/wL//wCc/Zq59kFNmZ33PgSSnGcIH5J2xXq5tqAEDLJkAF3iGXG+f+7YHsp3fs1TYNJPjFkIvHa11hiBUzmhlRaB7d3FcoW0AlWjCpuc0mBScDJfN6fUwYpr5l1wuUV7sThr1Z9ATnmbn0/tFdz93U0efZ8sAfz4Bm+wFbR035y8eUL1fEyQ8CV50EwTUEwRHZ39p6/nnt7Rf/lhccnvHx3SnKclNZjQjD4nBNfNs0q8s/9ckHKj9zHQqO+B/UVHgnI5I5mDDPZjadNnKJOyPPP7mZgB7knO4m98DYVXdcdbByZl0xYPDYmpGGM54554HpTd2Cq6z4MVO7kkWqcwBKr458JggFxQzdpjiOU1cfnPvjJ1u2j/Rpz33v471fONxvocS7l5KxL1GixHuOwEXHtrtObjrZ/Vge6vjrrzELZiaOyBcnlymlNHjUSf1qQ+NnXLOqTra7R6fLZTU1k9tF1YNcJgxbK0Qppfqs6465W5hbPd8YjXFcwA1iyWDFYk+ZDdVJI3/auKtSnzbbLdbAXJZBbO36nKIJsgmdiJCObVAXHHA2tkvp+PDmgV0vnjk6un3Uf8WFl/50na/WY/uLJ2UEdI1OF53Z18PYqU3hqg8bya7Yr52u+d8QRKcHADzueld0VxeYOc0ghCDXebCfNnpVAH4zlwPjcbCi338BAHAe9/LMD5+636vUzsk1jIBjeNi9Ay+Eh57bNHGaOwkhjtNWnXLDpKEHgGm1jBgUMmDYI5Vxj124C2ddFMVp312CYEwHoQRLPrATx5+oC4A8t3qaNPfTt9X2AvinlQ5L/OcoGfsSJUq8pyCEkLrvffhusblqel4Ukf/RMOQcD51q+RgJf4KeuPiqtnM+/2Mjl9oxsu/Fb5evvuBp0ResAABddtpaYhxysBoAYBk6CtHhjfH9W74HAHxb/flKjZeze/Mo5Gw4jRTmuvaDEIK9Y/XI5h3M8unbcdKyQUTiAu7S67XsPlaRxlkIRGALAyl29Pg+mHOkRQ5t8d7g5ad8VZl/9Pe1Axn18Nj8jIZ4or/caxuDEBUg2R0/lB9PX7fjp+ufWrzks1Oe8bahoTpRjtSrg6AMwGo5kppv6ZatQY+Na1LDPHlyX87jqSA+x+J8mQTNzwFRDWqcVh/edqu+tfQzNQt5fs8AwcyaonHf22lnxhFw5AZshKpjEFUWwlgUl86N4Xdrm6DMXQSk12LJ9CQa1TEYugJeYMEwBN4Q/3dTJ5d4d1Ey9iVKlHivIXEeRxsAkPllCN8iwL5n+4OnrB4su+QE4TfDQ7uE519ZCc1qWZrPx2onDT0ACP4Ao/fvh0bGAIYgEx84GB3ZdXK2a08KAGzDzBJC4Ku0kYgzOHNFD6rqiqPojUPb9a6tKXzn+hQ4jgAowCF0e++463xEGwZBsxlQPQ+cVQ6+ODzvcxJ835JlVWthEd04AiUjw8ilelLj+z5sVTTePsgvbaG2DSMWthKbXt4BAJnM8M9E0f1Dnpd4I5cCcXnhtn2ADQzMTalqW6UPAIQKTsz1xCnv9hIAMOOJvLmssUGr9EGoroAOILtkeLrr6KOrUq+9NgQAwRmea6ko4svbWtGwLYaj1GG6eY+2RjS3Ltf8TaFNL7BoqhpHfpudurT7OJdmuMF7DuLbH9pvrZxjsADwzK4UjCYPCjnbGO7RXvqP3PES/zIlY1+iRIn3FJTSfN23r9nAB9zHAgANSLmTPzCSO+VMdQUAVNXnkdc24cX1Z0EUXRVmOg3OOTHnnMkgn4t18wFfY8FlgV08b7rrkOPHmJDFTe4YuJlTxBmualczP7izu6qOneq5hqp4waoTpnHc63PmtVVZUGoX/QUW1CEb22aLk0pAAFhVVo2RONhKH/LHVSDe2783+vv7F7OcGKyqO3EGUExsI4TKWsSq2tWEkN9TSm+vqz92k5RjLhej5sxEg97qCjSUa3o6rDm1bQpwCgBwbhnEHCHGmAmkclBe7ReFDCrTp/mn6sfXVTrF0ZoTANwNALmUWdjcV4Gcqwa7KMVLB7eRylNC51YTAtLTR2fO48noZq6wf1udHFCbIANoUIcxaegBYFkDxfcej/0xmaKP/PprA4+9vXe3xL+LkrEvUaLEe47U2p2XUs34MiML3kLn8J9rTrRWHb7doWqglMLWCk/bo5EyPZevpLYBMx6PmdNcGwqzQ41A0dWNdTrnTR7X89uXtxBC2h0zyqtV3lAHl8/dWV3LEAAYGbax4ZCfGRiJo6ai6JO2YUs5CGGgswYYjoeesx8kI/EThQqvj1IK5pAF3yiPbDiMtDH2UL6n6wZjdDzHKmrUyueSjCh6AIBaFtig78fVN954a+iSS74+3vvSrwFsAgBCCOsZr2/O5seG3I0L6rhmbyPvd05rjW/SfHWmuHtXEMLvDIg6xwCA9KcDGP2UDBR0UMukRiQylYZ752b2KX1+zacmykWiYjZ8kW4oZQ7Qhjqy9o7X/pRfU3662OR2Tx6TzskwTYrJj5x40k7cdcvwRyNRK/u239gS/zZKxr5EiRLvOeJPbx4BMKV9/+GbKjM1TeLlLh/n1DWb7tkq7ox1bbu395X7fhCYueLP6uxZj0kNTdVsZcirde4O2VoBDVIHFMlAby43pcxXR2Y0z8Tik7SOwlBfQ2zvk9urSd1gAgRAXzyAXDqa+cy3j/EunjmA4aEc1m+dRqFEiVHtgpuEccExu7kfvji+UiwLfsiZrPyEx6gTCMeAC7OJ2Matn08N7O4FACuXzZSdf/EnaU3d98CyLssoqPK0JichxMk6nT+Sp09/Jn/wYB8ATEjVdkxUca86q2HpRz/K3H3CqfJpAFA2FsFGvWWqbaQkA6SyVKyoJAAIWrTPEkKepJQa4VGyxmVZnyLsREe9kAMnT4QTUoroK2aHW1AvK3hsuNLF1cPhatz+O/r4GaeYyzWNZjZt075YMvTvPciEWNU7VwFCHqWUnvmOVqJEiRLvea68sXxJdaN4THTM7Prl14cemlxfvvr8S7wLj753ctnM56wFlY8eWnaqswUA0lEtueHBkZP3/VjIVqLhGZkoVTa16Yi796d1v239hKvKwQFAYiCD1JossnvKwOoULMtjwbx9mWOPzTniWRXL28bA2pmB9hW9tQDQdNQlVyjeqs+BUis9dOiOwK7UqTyE2Tq0rQPo+vg4HYwTQhjP6tXn+0488YHJ+lHbxvi99y7ObNu2+e9d6y+ead5bN11qA4ChAzbuPadB43RFBIDhmtyA9skTag4vb+zePy7M7NyxlRBC/Nde9hOpqeajrFGg/GB/ofmCShcADD8+sDP2wz3X1PAt60YvqudFKoPVCVKpgXWDz9y/HAALwC6F2r03KfXsS5Qo8b7gD98b3Qhg4//eQunhudph27S5jamc3Or0i+7KGY4ThuGUZKJUAQBDGOIIuC+ZNPQA4KlxIJKOwlHdBEIY2JYJNrApf+FxcQchMQDA5p3WsKumZaaZT4/kIkP3YEJFaAFZ+VsvKTtvoqhplNrjAK5rQGu7vCbWlKVbe5gT5zcQQlDo6Xm+Ptd81qJ5H/tKoRDfvufAA7dSSg/Poot0wuoA0AYAFdMJnMcfvGv0qRqfDTsfdhlrHLp+NyMUhXisbDZlJhNDky3x5Tub/a2L9vAHdkhYs+98YfTXYQAATxfPJEexH8qKVbzn+X7kKyUkpfz6odceXTmhm3BEHUq8tygZ+xIlSryviW957SHBH3pcqZ92OrVMO9fX+d1C1joDE0l2LNNGbDjfZ0KuOvw4e8yO5yM5QQ4oHgDIdBWg9M5CmL725KyL9eW8K6Oq86uDv91mYo4rjXTM6L3lgWW0afXi3WYhk6w77pKP9b14330AwEGoObxsBuyM6WTOl4KouMFl+7zW03k6uPepp5Mry58IbNXryoKzv0IIgctRddasVkIA3Hz48a8+lfokpSioTqZ+uE9/6bGnBr9K6aGpHnfZpZdXy5Xln3XxBefFVRsT02/SryeEfBGAcMfamWdLCgvCsmAYBiJTTBBkWwbLq+42rrEBmN4ABQDCA/FSxrv3ByVjX6JEifc1WnjUIISc41204mhb19KJHRu3nXXDtEepjR/wMhMYPZR9+KFbDt7nQUDhqbDSAffqpEeLhc+o3BV7NpGr9eqXcFQSjA1eSJwLbSdnKlpOcrrGey2wHIOemkb0AOjYlopl3MuWEgC86nYrwZpbAdwHAFmkn3dQ98kMYWBRiwJkSR2ZfopBdeRoBgpxEP8A23jwj3+8ffH8Tzw9OQpBCIEkeue98Zoe/X10GIclK/rWx4/cPnbvH7+3/snaU5bMl44HoNq2esNdPynrufq6sV/lM9YYgIa2uTns3LQFY9EFALWRGO/sMsz8+GQZlFLomcSOt/t+lHhnKBn7EiVKvO+ZGAZfO7n8t+8f2gRgxeTy7z8LAMgSQs5UF85Z4r741L/yPs8FNoCu9Z1jM/bUlAmEwDQ1XSm3dACg5pEd3viQnTAGhsAbLGyGwhY1lRBCKKV0LzZ934YVkak624QxJ0SqjgUAnggwqAYAsGHFAUDX03swEV4HAJqe2vNWrvXqr9eubpypfmC1n1k8uY5hCCrLuXpKqX3NN2o/Tin9MScwvqb6dX/eu088QfJXtKjNrU2iliuPHNh4l+KvDOmZxM6RTU/e/FbOXeLdS8nYlyhRosQElFIa/OhlC3mfp2xqXVuZf/jFHT9VZb8nkx173DGWdBl5xwJXSOQiB+PUNNGbjRaeGHq2IlVeHTqeTKTNtaJdicl0vRP/3+kun+aqzFfcU8jpkKyiDK8Fy07TZHcCkRsAoKf/xa9SSiEKztmantpxqPupb/xf9S4nNY0C5Nrp56WMi79Qcb/Ty7mGewzMn9ieTFnad55qsj/y/PVPUvPszF9f7DgvunbNPoYXPW2XNX6Mkx0AAF5SVVYUtx146Ie3v43NWuJdQMnYlyhRosRhWIlkPzVNSiYCy+1MbnB/58PXT85dey9ctXA7reonilxBR0e35fZ1ftPWjLFaOXDN4altBVY9outfPmN5Xd3Ccx5TPOWz8umUbby6h+Fj+ZEwhj/UjX3PTHq5J1MDBQCf/0fr20YWXjYD834hENFZeCbab30m4QKAVKUL923PwBnN3n3PS/49A+WnfEOSZBkAiCC0RteumWsbWlLPJHZzsmMOAFh6QdNSsV3/WguWeDdSMvYlSpQocRix+x9/NPjRy77O15R/AIaZLHT23Xi4k5rU3vwjrrG6kRoGCKMfXb7i1GdsTTeNNbtetkaqTZYTOUoptHx87eHlVrTV3C6q5bMAgHO6mMzCqoNDa+49Kk7D0TfW4XAIIQwP0W9Ai72Zs5wL3i8LRHQCgJT11265K2uc+CWb50UWfRZ/8Df3rNYtlf+4UCNP6ejzHt9M3hcI6dHwSPnCky+jlnEzYXlXPjJ47/D6x17+V9uwxLuPkrEvUaJEiTcQ/uWfbgFwy5ttIyIfBAA7HoOrOQgAYCWRo8ubjz8b92DH2oahrbu8v+zYfv93gTsBAKfcOPOEqjmzV0c6Xy+H4Xht0tCHTjnrBCEQWmYkYvvHnnhoSiOgnrQ0LcYJf5ahzssjuzdQ3vKVlJjeqPcNjbUeV+Y++srGe+QqRwuGXy+34wX7yYYzso7hHtN++fnGmLum7RqtkEQhmwWrqgAAIx7dYcQi4wAwumXNXgAXvG2NV+JdScnYlyhRosRbwBgce5ivCH7pjeutpIaMR8HJZ3dWHbUyd/bBgeB2AE8AgLdamVvemmLj/YOw9GrYdhpGYt9dAFB+xgXnuOcvuZeVZMk2TbvyvMtvGH7ojz8EgADKv+oi3vkWLETPrp6pnHLC38RsLuu7/JwbTr+gtqphkf8M65oc+r+rg9EE6Eps9NBg9At9f171fbmq7gyzNmOYiQgUJQBrOIo8Gxm1GPOZ7KH9t5ZC6v67KBn7EiVKlHgLRO647yu+q87eT1S5kcknTnfMqlto7Yoi+JoHa3ExNkg9OOfiZxccdzr948Uf8R69lbSL/tl1l0bGOYSO2guvcBBeI4JT3YPtACCWVZzLSrIEAAzHMUKo/BwAPwQABqwDAGIzWBintYEA4NxOVWlovF1Php8HgOYLFHhmZZHcNYTVx497vvjdlkvE+mlnAIDg8fG6PgaZUsiiF4Wegdv7X7j71nei3Uq8s5SMfYkSJUq8BSY86+8BACHk+c7SS2pvlUbmf05HMXW8VmjA7j0z0Lq001NWxc/yVdR+yTm9bA4ApPQAmoY24TNLYxgdYqoBwNa08BHl63pk8u8UYn9UqGMV+Al3+QmIwDODz5bPbFye0FSfJHqbeNQpGZTXsJIkm97DRdApg0xmuPshPRPf2bv2vp9MJMAr8V8G83/vUqJEiRIl3gx9PKG9/JNdn0+Fxc4jtxDEIma0+4C2m1PFqTS5jMChpYIg6ALdtU9/fsZx1/zUEeZXFA52DeqRsaQ7sSf8jRWPBX/7s8AnAOAA3f63AXSekO3p/oLZMRgDAGoYcG3LwgqXM399Vu2O7hhCVawTi9t0PP6o39QTDdPyY8OHAIBaFtXCIz/rePyOq3peuvdHJV37/15KiXBKlChR4l9kxszzzg+E2n/HC6qLYiiz6NgnN+TSie/8/NbI8wt/fMGj3rnVZwCAEc/mTx546WGflnz2tsdWNfnr5tw0WUa9/NLwnd/YWQkAhQK173kgc8Fnvhh7eHJ72bQl84PVM58QTKk8VyWiEOQKVDUlod5CS1c3OMOLgWg7GJZHuGvLrZrL7jSz6bHxl5546j/fIiXebZSG8UuUKFHiX6Rjz0MPVlQv3s3zykxPv/mhDc/MOMaE9rPp35r9ofiyzBVmXv88p4r+YO++jhlLYhWRqBUQFNeMw8vQ4A1M/i1JhKmv5WYBmDL2452btkv+2rtJNfthYXazVwAkANBHBtE90g6VC4GZyFwryE6+54lf/f4/ce0l3huUjH2JEiVKvA2MDG7qmEOOuihEqlaDAIDSSin9/sF1u5YDuOmmr7iWXHqV8kwgILoppXhtz+ZNB5J1IAwDSimc7PAggEYAyGZts7PbPCLFbd28s37kCjZel5G1I85rp614nktoiu0vJwwLI5+KZCP9D/6HLrvEe4SSsS9RokSJtwkOvOfwZQasf/LvthZ+VSDAuoFigpuPXNhV94Evb/mk5Awu1nOJjoz7tT+8+LLzKy4XKduzz3j081+NPTl5bPusi2+oDc7/NFcQIPfHEfZGwJUHYBuGrQ+Evzrw4L2/sJacc5Egu6tz8aFnh3as2fkfu+gS7wlKxr5EiRIl3iZSiD+oUteVIpF8NrVpBqkHJreNjllDtk3BMEVJXU3DUPe6++8AcEdxj3sA4OMAsHL1keWqjoprOFYgAKAKXmQPjCA9FtmZz0duHn/0ob8CfwKA+//Nl1fiPUzJ2L+LKZ930nR3TcvNDCd4c9GhB/rW3v/7d7pOJUqU+PscorvWNZGZJzqo6/gC8n0HsWNKDe/6G5J3+nxMe3MTd3Y+T0dffU2/7oRT/n+lvQ6lVubwZTuVWhfft35VavBA+u29ghLvV0re+P8hAqSiWoRUl0ZiGwHjkKHUj2FwJ6VUf7P9CSFkxtmf2agGaxcBgGVoemT/+lMHN/zt+f9szYu0kHmneBD4AQPGl0Hq3t3YcAN9px+eEiXeBxBCSHvdmR9VBO/MrBbdvK//8T+88bc1o/Xs1T7ftDsF0VmeSY+81N/3yrnh8T1xQojw994hJUocTsnY/wdoJQsuCKLi1wIkT1JIRW3LZr2WxxNHdHPBSTW1IE2zLf1Q3B67tovu3QcAhBBl5qVfizKpgsT2hkFFBnEl+8Xel+/77mS5AVLuqUTDhylsMYlohwW7c4h2b3+r9Ssj1dUKHC1ZpHeP06GxN24nhDBLcVKXg7jrAYBSigF0XnIQOx91wVeWQqyvFL9bosQ/x+yG875a7m27hRAGNrXoSGzPp/b0/vWON+5HCJGdruqKdGqwt7ztmFpf3dw/8ZJjjlFIb4/2bL98dP/Lfe9E/Uu8NygN4/8HcMF7k0hkDwB4DLc/3MBA79eglzkXVQwJmEiLWQaC3wI4auKwvNbbe6Bsa2qupBdvE+XCpwP4LgB4SbC2Ce2PueGbnUMGZaiBBcuaTZZ+Yxfd8KYJPIBiL+LwXkMTmXnWNMy5VyaKkqOZcBNpX91F925tbDttqcNVeYauZcYA3MWBLz+sDPBUPGEZTvkJCzaUR/Y5HwmdF6Pjqbe35UqUeP+jSv5jCSnqmzGEJQ4pcDym5vFfh1KaB9ANAK2nfPIbjkDtUQAgOnzLbcu8GcDV/7FKl3jPUVLQ+w9AAOHwZVZxIB60wVIGh+e/Zhm+efJvSikVNh96YtLQA4DDUOYSQoQZZO4xTWjf6kFgdh45OIgbhBBwhGM9CHyJJ4LzjXVoJQvOWkpOPrQMp4zNJst+QCZO7EPoVzJRFABQiCPogf87DS2rF5dVL3jKG5z+5VDVvJ+0L7r6J1mkHp8sq0BzwyzYEwEaYsCCh3hiOWq+BBQ/JgJnn3NB2Qeu+rT3hBNbJo8RVa/bVdY8nUy+1f4OXl9zsKb26GO8vol0YiVKvM/JpEfi2WwYk9/gupnr+b+OYTnef+Sy4Ps3Va/E+4RSz/5tghAi+BBqjmG8m1JaOHxbGolNElVn8ERARsjDam6BPBSDGNdhgIInAiilyAmFI4bgTSO/w4YNZsI+mjD6ABhu+G+UoQRMGG9aFQ7cEQaVEMIvw8k/V4mrEgAU6rh+OuasJ4Q8tBgnvOElwYRU2/ENQXR6Jo6FrPpP3YE/1rbQea9yEDxJRB7yo3KjSlwAAAEiNJo/CcCXQldc+V21vf0GwrIwa2tHvCefcoo35ZndfvInb+dE1ZOJ9D+h+qovyMYG82+seFPzKYtb2877iyR7awv5+EDTtFUXdB16euNbuA0lSrynmEWWfi2A8rNZjCPm6EnRcv/f+sc3fgMA/PNWtDsb2i6jtpVP7N/682TH9qm897n4yJ8lV+gklhcFy9D0XGz4L+/cVZR4L1Ay9m8D9aRl2hKc+JAK16w8st3TyOyLD9FdmwEgQCoaZmLxuRZMGFQHp7HQtm4zA3GZI0RBnmaR8FmGJhobu4Y3nH54uR3Y8ZBZ7vyVfdT0y6jC24WhwmP0BUoXkxNYCiCHFDQUoNMC9ZIgMalpJxC9rYB8qoXMv0QgUqte6y1rXHB+kNtWqJwslxACkUohSimdR5Yf0GlhlkAkFGgOKcT3+6L+CymlU6MOlmUMG1TXAfxksoxF5PhRTAiAAAADZqR6xvGLxUXTP0gLGoiqgPN4KsSamvMdo96rBMXjAQBHsP40f+XMzxNCvvXGFJseb+PnJdlbCwCS7K3xeBo/j1Ke7RLvU9zEXzEPR3+VIzwHAJ6M6hoe7W8Oelqundl+2arQgpXHc8EAAQBOcZxECDmeUmoCQM/6B/6Uy4xzDk9VtZ5Lvta/5dF3xHG3xHuHf8rYE0KcACRKafjvbPcAcFNK/yscRnwI/txJPLMAQIWz0aTBmwCcCQACxGoOvMqT10fylYHxHCGKCwBkoiIa7f7Ufrr1V29SNFO4dPExYmWlgwCQWms/5z/9jDV+hJ8sQ+3JHhIglFKkECdZmkYc4Qf20603zSZLvxpE1S0MGBQGNMTnNyEd64XYW7StWZIZS9L40wCQQPR8CvunoKQ6j9zDEuRmNpYh6d2bwVdUQssmdfCkZ/7Ca3+TiHf/qqf7ua0zseTLLDjdoAblCU90qmVSFfxgzYxjX2FzopDdHkdipg3G44CdzycZJqAAgBEJg193AE0Z+ZsVOP70GtJ0PkCYEKq+wIBR6ZymisMvnhDyd59P1V1RwbKimIr19v7zd65EiXcOAiIAhJ1czjksaMvrlhGbLKMDGfDBKfVcyKHqFW3N59w7reakZ6Sy2pWzj/vUGZqf8xbqlLjW3XngHbmAEu8p3pKxJ4R4AfwBwOnFRbIbwPWU0ufesOsqAGcDuPjtqOS7kfKlqxc4qqd9ksTSLT5WXoLDfNEJiAIATWTmRdVovCuLNEApZKjII7c7i9SdDur+Hw68mkD48T503PVm5yCSVMG63dMnlxlR5Dmvt9WBREAiMgEmneUEKMQBSu25AKDAdR5z2NQ453QDx8zHeHkPGMNGPJ/7mcTNWzVr1hU3OdoX2DlW+/rBnX/5bQNpbStD9SaRSFAHgHT/PojzpmsOf825ACDJvtXcQPz2MqP6fwghKNAcEjQ8yILLOhpmX8lyomBqefDbuxB6Lo28ao+kI3seyrUvXs63es5hd/fAmeUBArjgW2xQ4ws8+MUu4lsEAKmDY2nNEYyJstunaelwMtn3szoyY7oCx+IC8pob3mkG9Kgxryk0vfyEr7EZnW2tWvUCN5zYrMJ5sgVrMIzh63vpga63+36XKPF2k6CRvnay+E/ltOYKi7UxdHUDSFMFzOQ46AADj1YAI0oAADuZQrk6/YKMK3O+EqghAEBTFKMjUS+trr0VwJ/fyWsp8e7nrfbsfw7geAD3AeBRNPprCCE3Ukpve7sr927FM31+ecVRpz0kuHx1qATiyQKEPXlIBg+dMRCTM88CxR6/m/jlyePG6XBvBMOrhmjPsIcE7uchBCIY2fdmYWuzyJIbluHYr43uGQCWFP3crEwmaYTD63PInijRFAACBQ7QiS8NC+ZABanzVaOxbLIc0RYQHRyA3DgNTPt0aMlItLBj305/TP6bd8RkACBeTn/lL2t/JQh5sQFNtagJGzYoz0H1VU85+0mSu4p3eFaQRHF4XyIKLGpVqcRJ4mZxH/vAIbhHLQAKXDlUCLR5H3ZHJdr7MpiCDeAI38GAAueiyQVHXnAObHn+K3ZtcG8+F92lDOWq6jDtNZHIAQMGErUCWIaCH85T/xhPCCFwUeWEOK+f4DQ9ADAfFBKAU/yk3BlA+SkG9FgP9r9Y0gQo8W5kHzZ/kAO3wPCKbcy0KhiJPsitAZA2FzIv90Ae9gCmYXoGwPGsC4Q3pjx6CSHgCww0hihvjLIpUeKN/MPGnhBSBeBcAEsopTsm1tUBuBfA9wkhIqX01n9LLd9lSL7QXMHlq5tclqvrkC9jkYslAJcDvFnmAQAWrHz4cRw4kZnIS5WgkVFCyNib/UDLSW1rK+bfyhGer/prGNGhAk00i08V4uM/5p/ZnXRi2rUqcYFSijjGdYBETGp2RDF2XSXqvqvAUZGlKRAwyIsGhJgbueRWcJyMfHx4Ax/JtXvjYCbn5L2jYMYrXV9hYaZVuKbm6sPGSIotJPOS7CkDAMPIpbV8YtCiTrATI+wUlAAAf3AEussFkj/SaVCEWPT0z6jI0TQMGNCQB4UNHYX2HDKHFOqalpnmAgkFoJrlVycTPZcODW7omUeW3wKQAKUUlCMwQypMrwT3c92ETEyLsIQFaxVj/zXkAWBaiFR7mzHzKRfxLrGpTR1w3wbgxn/trpco8fZDKTWrSdOJjmzZ183R6DVciGUnf3/iyhpov9o8FNrv8LjLphV/cLp22LE27HAU1lisp2ToS/xfvJXQuxYAr00aegCYmJM/DsCDAP6HEPK1t7d67xxBUtlaRqrnTIaoHY6WiBwwcukpz1jbMinv8UFobIQQCMEytDQAZJFeZ0902g2qQ4JSUYNpz1Uw9Q1z5n/wj4uP+tzYwqWf3lbTeMwlgbr5iybPxYHzs+B4ABBNDpXr80S+e/3P5cf27KlC40seEmgCil/2HgSFcQzduIk+f3wX3XuAg9AkEAkqcUGABNPWY2x/GP7yNnjLpqNyxjGncRBOpTjy3UAUJavC5T/8cgWI3ZHIvsvTqaEX0+nhV8Pje64JFLxLCsgjR9NI0hgoipEHjiRBfuP6sXD0wI9MatoAYFELGZcJFgLyNAuFOJFFEiqccBIPKkjdzDyyG6LVOKg0t0F2heDy1TV7fE0/aCeLLlfhOp8FiwySiC0KQFgwG3JDM2yYR9Tdsg07gyR4iBAhVQZR/l0X8S7J0ywySBAewnVlpGbOv/5UlCjx9jNIu0YO5NZ9NHfwwGl2tjClhkcphZ3L7pBH8mp6tBvxeA8yThtxcxQ58yC8la/gmBWDqMmrRzfXnlT6mC3x/+WtDONzwBvesgAopToh5GIU5/K/MWGwOt6m+r0jzCbLvjULS75AwDBRjN5JCLnm8C/n+IEtvVXHnHuFUl5/PQCYB/b0y83xi1bP2qVoA6aZC+TPWThX+qmBtjuiGJ3JU7GMgsJLAgAw3Vc9+zZfYMa5E8UFwXP3cpUVCNTPv5cQcgWADeWofdqL4CoASNLYq3GEX6xE/ZUy1Bqb2iAgIITAgokAyr+AiUwYeWTWOqnnOJNYyLcE4a9Y7NONrK1nkozkDsDIpVCVDKzIIAkHdYOAYLQiX9Ad5Kd5pM90Ue9FkwbfgLb24IHnnwMw5ZOxlF31C5W+PhQ/GIpL6RkO2IkUnL1qmcuUPzmOoZ0K45zFWxwniE6MLlUgbegZytI0ESBUHv5BocBRm6xwbgxL49OpwIBJG2Cp3eLiAr+WLVUEAAd1I1XIgwdACIN8SwjsvihYsNBQyOSReS5Ays8GABmqaFLP2WmahAwVMlGRpFGhBs3rW8nCjRkkfz1AD933Nj8yJUr8y0T/8vAzoWtOPxU8fkp4rtwYjj7kWBd5hYP3NH6kgGi7G47aZkjCAK74+E443cXfkRpKYs3P6z8C4Hvv7BWUeDfzVoz9PgArCSEVlNKRwzdQSi1CyAcAaABuBrARQO/bVcn/JGWkur0di77AkmKseoBWfLABrX8G8Mzh+w2tffgpAE81k5lL69D07IrFm9XNv6mGkVJ5SunC6jZ5XRxV1QKRvABgUgMazUOABEZR+MPLYggLwjDwVLRcWjNr1f39u556zE3851TRhksZMOwI+u+P0rFcK5mf0cudyDdXgrEBdPRBiBYgQ51y292Njbe0w45zldWX+yobFwGAKDgYM18MnLAzachUIhJE5JEFACRzo9eNbt++nxDSARBOoeqiaD0KmWVNbVWrLngpHxv5RmzTqy/WLjzzBF+Tz+U4pGPSQU+vd8E+pw3Bb74Cd1oCAF5G7byclYFKnEAEKNRwGJhlfdje3fFiPWZscVLaPmnwdRT2GpXq8WpN1cQNAHLbdwWdhz2ahBDQXCEKwA8AzJLZ5nj0iVvVMWM4hcQaLwIXo+gQWtwfLHSFWAwDFhkLDDgQ2HIV6o+1YR07kyw5bg/d+JF/7UkpUeLtZ/y3jz8PoJ0QwlBKbfJ9wki+8i+5kkKrJXnAA/D7I1OGHgDqZuUBjo29Y5Uu8Z7gHzb2lNIBQsh2AL8mhJz5xjkiSqlNCLkGQA7AJ/EeNfYEjEjAHDG9wYIVj9iHELYaTStsWJkAKo7iieBIRgQYKXVyO9IDvmkCkaTJYzjCI0NTehLxu7Om426nlj5WFJ1OSm0YnAV24jgpWP3jxpWX1iZp9A4Adx52Tinobyu4582kklD0xDcdbtjPb0ZuVsiYf/zn0palmS3Lrn4hOrr/kyGnywNgyvmNWjZy8RGY46PI0yxkokKBA3ma7cklhx9RfTUtMxZe/ilW8daH88Oddo376qa/Rp1KgUfS63/GL9ac5F12/FK+bTY3Nv40lCSFCBlVmy0MNneDy73uY0gIgUVfn7u3CxkqXbjgW+Tc+YN9m/ZeQZ8aukym6nwD2r4u7P1Rhbj0ysPbl1ed0OpMSF05MIRBlqYPxBNjV5tDZZ9iNXse7R7oImPxxwtz28/0srM32OMRNTOQyjmIS7GoRdM+GvbPPzao55OIDXVB7LXhggeEELDgEKQV15SvPk/gG2s9enj8pfG/3PuTyee57KwLL5Qqqq+mlpnNdR36ZuSFp3b90w9TiRL/JJNOu5RSu/2UT+/UvJWtyCVhannEon5kEhQOT9Hg9+0RLF1Pf/0drXCJdz1v1Rv/6yg66S0DsO6NGydemJ8ihAyi2Mt/zzGGge3lqLk7QCs+AABxhJ/qw8GnAh+46BpOdqxU1w3PmI+VDV4EgzZsexyDf7GoaY0OM+zhQjS6baRNmjzoIO7ZAJCl6a5O7D4xTsO99aRlmjaIjOZ1OAsuBo45i0ApRTY1AmfVtEZqWz+qmn/q3qFtT74EAE3+oz6yVDj1Z3JUELIbd8JcOAucrIKVVIw3CzvK6trnGnoOGs2CM7lzXeUzArGBQ1cIgutTTldlwDI1MDaFWOBh9MRgg0OSxmBA644jfG7gmNN/IPLi5fOnh8nw+v3Q0hKkoTCUQvEbxx0X+Dpu2gviy6OJ/AqXLXoDjCs1MaNDAd9fe5CSNEPRJH6yx2+iGNOfk3RkTq+B1FQ1F8BcsGz17qfumN+AllkKnLe2YsH+5HCUo2UVxY+EXBbMvn6wWR6ROgZaLv5AJtzz2dHRrpF5ZPkn/ChvJURujYWmHyvVL3QQwgC1M5BhtyLX278pIaX/VD//4p/k9+2EOqyBZ2zE+QJcR/gNMkRubb2SC/ohVlSdBdvOAPht4PhViz3LVt7FSrICAIwotRFC5lBK31SqsESJ/wS5+ND9sjt0huwKqvnUuNE/OHb/43fnOucdTZcnxkFf+Vvm6wcObdrwTtezxLubt2TsKaVrAKz5B/b77v+1z7sVSimtIc0327DbWPDVFHassnHpM/4X9ONAYkg0OuGFOtFLZJkArTivH51fT+8NrnKE+ufRlFu1YcPMysEYxp7XaP4ZAoaLYuxXcRruBQA3fGcKGq1wjDGgoxThoedgHj8bUqAMDMsBLMcLqrsZwEsA4DN9tzkMWQABXHEg2d0Lrr0dqVjfa7zDndH27IGh58C0NEItq4WQ8axUdg49nR5e/6Te2Hwpk9U4OWZCsws0gchrPgQXuIlP1qlem3Waf3T0F2bOXbAVbZ4sBrfPAZkDMMaRDny8wTIO4vLZ6zrGtZCqAJxjchsDFkLS6s4hM4NQAg48eNmJsTk+ZKpsMLOqpsYchUFj9py2K5/lwpkVrjAVKCwYO0ZRKJhgNAtyfwpssgAVLihRC8OIjAzSrhFCCHsUVp02+THFub2Ow2X2uWAA6B0xM05rIDfaZ7uHTYYQDhwFfIbPGsWA5qQeBQCi0wRwwQlp8VgGZfHgNxYe87nrPVagkxElBQDsQgHUsFoVZ/lJDuLenKHJNxWQKlHi303Ppof+VjP31JMlV3Cxlont7t/22JFqeZ96hypW4j1FSS73TShHzW0eElgIABotXObqJRBpsamYsTiKAoFAgeaho8AocFzMgEllxpWoG26VEAKRACbVz9mCl9Q3ysJqyMfViXhzQgj0Ni8sF4HCFs+hZRPhQjL86uT+BIx0xPGFFFL5HjAurpIUSFAcTMGtsyiMH0T+RAEwdIDjWwN2sDXV2ZP2o9pJiAhAJBRmnZO4ZQAwUOBq0lUzmYyOvp5mJGb1gBACwWQRPzEA5U9DkDQOSY8GO24gRzMwTZ3LOpW1yGZO8ycVpPg0siqjGT6H4BgRIFo8KKVI1YqQZsxAJnUAZjoPzimDbhqCu8/BMFXOExyhacge2gfXsA4po4HfMgoncQOQACIhS9NQiRNeGvxEA2m9l1K6eSk5aSRHM14AMMIaOGpj0uAbiRiE5Yvmtqreh2NbXsp4iHvqY4QFx1KZh5p3ghACe7iASDwF4nFC3ZeGR6mpBFAp28HWkc6BPIJeWRjVoW4eRmN66RMWDG0WWfKl3XTjj962h6xEibfAwI4n1+FNRlNLlPhHKRn7N9BGFlymwr0y6siClx2w4zo8pmtqu8twYdSbgDPOQIAEF/EyHOVn8hCQcObNRGOxxyh2hYEMEae3n/+n2cd9iilkoxsObb7vR5RSmkf2kDGRxEZjdGQunAfCsDC7RsFQFumRvbeP737+kI+EWjJIDjbVnLBZzXBHcZRFTtCRr/XCGawDy/ENCAJpoRPS+jAknUOq4xC8PRp4W4UJAwSc84jMeqxQrjMmsn7ATtlQ80VjSQgB1STYxITngIVUVRTjrSyoocHIZ2hTPECKoxm81wxUniTOa8DYa68gOKDCE+bEtKI3ZOZXo5DKwxJ56BWKxVHKUt3O0TFT0QZHIecV6IsrQClFfu8AXG4XMByBDRuEEBtHhIJSpGgcAOGd8HyljSzcwUOs8KMMLGGBRDo9uvGZA1JF9SKaykBRAlBcQSXXcxChqOLIIoVJLYIMEvDlvcpkO7hyEjIPbkMhxCdFsdGNCXdJhmFB9o/8jeasZVyC1AUOGSCEAwdO9NLQrU7iuSdNE5F/39NXokSJEv8eSsb+MFrIvO+74Lu+oNiMunghBNkJLRlBdNNWw697eQBIOQswlrXDfL7DVnWBMagOgCJOImAXLOWEUDHfTKHMB73zEAItSy4CAIev5gLb0MUmZlY3e/TCL8cpQTKZB9cVB2yAccqwZ8uwKIXRXRhaiOOec8FzbAH5RHhg6CN9daFhhxA4UyirESTOBLUMTITig/pdsOkYbGID0Qx4u9ip5QgPVnUilU9AsASIkJFpVPnh1fVgplfCTmRA79qLQHdxyN7XkIN3+gHseNGPqmc9kCADEJGkmamvBREiEcJZAbUEctJC8lwZtEoEs90CGylAaG0FACQPvLKeL9BpTsahJDKWBZNljYANnR0BSdkQ6jxIb90Kk8vBbqgEq1uM3VsAQxjkaBpZpBFABRjCwAXPWTFX/iwhZYBFUUpcIU6nQ2VnC7PngNoWaEc/AICN58ATHgwlE+VkLBkqm3Na0BoCAAHYnnG4egpQRg03rQkDrmI2XT2TgHNPfGEmFNhGTKbu8I8kBqxEQDwASsa+RIkS7zlKxn6CNrLgsgrUf44jHHHlKOJr1wFHL4HoDiDV6Hs0emBsNWE5pRByQ6moBfguamg6dBSgEhcUOJHc0wf7mBAYloPoCcCqez3TLSEMHIb6FdTMUOm+BFxxBhKRkeVcyN+9fsS69pgQ4Xm20NH5eM0zmUoPqToWABQ4PF4avEurnrHF5asTiuuAZGQYXJUCALAiUaRdBuzGCojxLJDQYFMLeeRAcjpEWwELHsNlGeSXzQAzvfhBwngciB0bhNLVDQOa/cr+mkLZEFEkS4NEXhf/k1AcJeBRVK2zJR4sISicqUK6tAkAQE+hyP+8DyKA7GA3JFNe5vRUsQDA70sgRSOmk/g5Q7GQXCIh0zMA6bqjkYml4d1rwmH6EB1+Mq3qspOHCIl1grFf7+iLVIStMMVYjwkYt0sEAMKwyAsGJKNg2wrPAAZYwkGBEya12Hy9D1JjI0TFAz0Th0YNmN1pSCwP9uAw8uk8GEGEOT4Ov+Zqju/YfS+/7Kijk0EacocJKKUoIEua0H4zgMvfzueuRIkSJf4T/Ncbe0KIHDjzvLMqykKf58a5qeQyksnD6h0AZnnAJgpH+RFSYAF2l41wRScSrsyLzox+bIhUTrWhKwLEEmFI/gpo2QQOV6mjlMK0NdWSLPj6bUikGKanmjICe7NC5+33n25VufPpF199rRzLjpAd5sCpukXrDl/HDidgRTJAQQebzxQKCxoYhuV1uEQmPtaRZQpGwE38RKWAhgIsmHDFGGQY+wjZRNZmoBAHAAej949wAspRgAGLWsXhcgA6NNiwwFEeOcUssM2zRADEblZfb0eGwHZpMJ9eD0+SwuAt1mjMgJcdQEFDpdoy4ZAA0C1jiM/ywcymYQs6wtN1YE8YoiXoCnGgIJiwyv2gffpUdIPGGKDlXmQ6xyHaAhJyZh87Y0Hb5PltAeHsi89vE6h4dIRoKlobCetwwcipEBw+iIoHhZF+SDsH4bA4xKkFIhhQ4EBhJAkTJhRIsGBRwjDzsr0dd+TZ6Fyw4jmcyUCFC7qbP7txzjmXR4d2PpKMdGf/hceuRIkSJf6jvNWsdwTAVQDOACAD2ALgh5TS+NtftX8vvqUr6xwz5/2xacG5y9zbKavpR0ZXUdiwDA3Zjr1wjOQrDIZFpsEBiDyM8VGoTa3HOYd7WYuaUzrxGjRYfcNIjY8ackU9ryhB5BKjIIRBdvCglr98nqg+fhC0qOE+BQ/R33jQe+bWjrUfryZNFTlkchmaogQgFEVjmxvo7JQ9FbUcLzJaOga5NwklXzTGA1XZXlbLdzASs8yixsHR8uTHmnq9GwCoACASCTmaAUwbwrquuMUSL51XBzqegPpsNwAFNrWgQBXSiMNFfMjSFCyWUoNqKc3Kx3Xk4ypcKnLoHNr46CNew3sxYzgWYXGFCyjG8XN7smATQAE2ZN2BQjpZ9HuwjByKAxIAAE4jsNN5sEEJvCcIalmID3WAZ2Mqa7EmHE5OnTELafYAMJ4Aslm4Ek7oehJDV7eAxuKm9mrPQ46xQ1FHsP4oU8tGuPUHdgWt0CmT50hmLMh1VYC/Cpn4EArZGJjuEQhW8V4J4KEaKnRoACh0FACGoflGH6meseSMdH7sjAxlRlJzPYBhgt09Cgfxqn7bcY+j/dRX3IHG1SWDX6JEifcKb7Vn/z0Anz9seRWAswghiyil7+q4et+lZ5wsNtZcbutGOrd1z3e8LfO+psTt5VVbAYYwSFOCKMYhQgIBYMKk3HCcOIiNDAgS8wMQ2lqhZWJwsNNghMdZCQpySINQAgqKtJuCNRWQvf1JyjoCtKoSlGegdXbq6lAWeiyP/LF1UHZGwOULEImEPM2CAwcTrKuGNNXUYtoalThbEjQKN3wghMCkBvih7PFa/FXGVlywU0lwuggKBsmABdpc1aKazhaic8jnUqFQPviwgXwOE8aeUgoDOjTJ1n0ZgVHvHEDW1QMxx0AzCshMOAuyhEOeZpGjGVAAaTPWHUJVE09Cbp0W6pOIQYFz+rQhz6os0g93rNtZH2xg/8CVhVaTV8a4uj2OqZ54nEZysd7Y/UJudFTX0gOy5P0hLygypTbSYz0dxOeZwU6rBTUtuH+xFWW7KCjqpHgta2a53DNB0zhentbGa8mtcGQFgABcHnBvDSO1oprzn3vRTYwgIbnulf7A1pTMQjgRh2UxYPJTEuPgWAGszcE0dQBF7QACAp0WRywU4oQCJ+IendgVfgAEeiED7dTWCraY0who9iD0yz6wowYSc/0r/JWzVqOYE6JEiRIl3vW8lax3fgDXAfgZgNsAZACcCuDXAC4EcM+/o4JvB54zj5/vPP6oR1iPsyiWIonz6RAzwu0cBDMxVG3CgAse2LBRQBY50TIcRAY0CAJE5GuKWWOpZYEReYjllYjXDMM7UAyhS1ay8M6ZD0II8gUmEO7fvoYudR3P11ZwdJogOO/bD8+fO5C4cTmiNy5F/Pcvjbv7kl43vDwFTScRu9cN//UqcbYAAA9hynByhIfpZBgxBSg5G4S4oKOAOMJIBz1QqApVCcHIpcDvi0HWpGlpaAjTUU2ElM0jrVuw93MfDqTZXcKZ3AgHd6p46wsAdM6CKDhhVoUgD41ByQuglMKCWc5PZJcTiASBikUJXICRoJxfP5Tvdn8vPcNw5Dnb1G1CPFMzBCwYsXJY/KA2PJbLIbMnPP78r4WyyhojnRjPDOx5qmbnzL+N1vnBj2ZRtqsoRkRA4O43OGNRxcLx0Z2fkR2Bq1k9M80B1T1ZLmUAPsOAcxUHCgLDXK2H+BEO6bArQ4CmQTwUgeUt3hddy2QyfQcTTtZXbZkGdAoIREQBuQQLTnETnzBZtiNGEE3FkdvXjUCUwrF3FOFLm0HbqkDbqpFXO+HMcTCSCbBe8di6tlN6+/Y9s+Vtf2BLlChR4m3mrWS9mw+gC8B1lNJ+SmmMUvpHALcDWPJvqd3bhDsm3zJp6AGAC/mW8A9v4txdeRgT4mgcePBEgEgkuIkfksMn5OZWEZ0YYMDBiBelpwWnD9mtGyjWbARj2uiZqWdGFkiQ58ybMs4mtKRx7sJxvraCs/vHIURspBZXgaYLKX3voe3Wgb6tplv9nb5q/mBkVcPYwCzyCwuWT4B0bY5mAACGckRoPnLLHEVveiRRoHmYMCFBgZLnwHLF3qoZi0LWOGRoEiIkuOEV034bu7GxZi/ddDxbJfvMkxXEnFGkaBxxGgELBqzTBb61BYxpIofcaIyGd41h4LsUdgwALGojWcki3+RDXn69XiLkU1Ximi5kbAgFhplUUKaUQofOgmFB68sUsbZusSOK6yr2mefWDTo/Won6zzvzMgK/OQDsGj7iOikAhuX4tBXZyFQEQ2TJTHdOLCr8pDwmMstrQF5X5gUpWIi4slAXLoVUUw+peQbSCwPIVCQR9ewZHunfcKnAiDZsGwqVAVCM0v6ubuxrjmDkl9ZhEgiGYEPO2PDGeAhEgCslwvtoT3Fj9xikHIeUl0Jua6dl9Ys/Ud509AuNc88+4595JkuUKFHiP8lbGcb3Atj7JnmTd6HYw3/X4jpkzkml8yDOooc57Y/Gggk1oBAHcjQDgxZgwcpiYtgbABiXE5zLy6fOqYBtGIBZQOHAAZjpZKb8IFXZCTEXM6dlkx+tcOg7cxCgIJ7s0nKRrg+ArT7fCsfhSTnB8RIQCKCwjJOm/ap7ns1QpM9YMJ93ewkACO7Q9fwhi3FpMmNSA2maQL6Kgemm4EdNFFpFmOfXILVmOwzOooJhEBd8AAhiIQVWmQVn2AYkETE+CZeugpvwI6iI8r5M1VFfbag/YSCQdi7jsmmYxkQeezKRPycBxHdvhdfwQIWnPItUgAVblUTkbwzlLtTaKxzi/LlQAOQTMeC5fSB5bdiGHQYACgoFjokpDQY6CjYHnkkeVw9aGYB9sA+V/a9LCftRvmIYPU8HhqpWSeMFpKDBRb2wYSPToMIaHh70VDd9VVS9tVAB7VQHie7bCWYkCfro+r16eahGcusupNKw0imQMg9Y9vVHmVP8YCIEVte45BQ933G1Layl1Eaysg+MBcNmgr1yRJC1rsHfZpD8OMOJHBEEYFo9mGT6iGeHS+jgnj8AdW0/slSP6NOmZZ2iUgcAvKA4nd7aywA89nY+ryVKlCjxdvNWevYM3iTF7cS6t1LOfxxl3Brx3b4H3Ms94J8+BOn3O7bnkcsBgEIcUIgTeWQeySEboZQi47BAmutgwQCvuiB6/BBEFcObn7iS3z/wPZYwU7PDUhJ8xgj/qrd9aONBvPIi1u35JWeSdud92+Lsy/uzzGFNI/jLBZMzYfA2OJdnqgxOlDjIIgMUh+xtmOD688iu9iLzs7kwPtYC/qlhgGVRZpYRDwKIu/JILiqDNr8C2uIKDOd2Id97MJdy6lOx6EDRH4FYcHjT6nc9cZ516BI81Ae8IZ+9oL9eT5W4OB68vwpNVw6i6wy7uSo1VVePD5EG5rEh9BxfQPbHOtVSChxIIWYIkCgDJpdHdrPNwWLiWdBYCpIzABuvd8dt2NBQWNvF7r8SAgcXvEgjhbiSRSExDne/1sZH81POdgbVwC1oh3Dp6ZBbZjc5iZ9zCUHIu0bhs3yQExRm4fWYPDMRhW9nHKFBwefr1tu08AiyhQjUygYotU28p7rtBH/17DuGaM/uPDI3GiJNMvPaqRSqguVz5HLIxgHAoiaYrIH6vyUQTLjAgR+nkrD18HazLSMNFJMjkcP1e0uUKFHiXQT53x31v7NjMWf9DQDuesOm+QDmvMn6gxNa+v9XuY9SSs/8hyrxT9JC5h0jw/EHFlwFBbXc8MkUthHHeIcMp5RFakxkFbUgWULUk9npVRtm8mmziYvnZGvFHML6fchu2jCodMc3AHSBA54agYgcAMRp+NEt9KWzWsj8s8tR80D8aCpIBy24IsVZg2jQMNmTl3OEYVDoPkRdr/YRDgKiKyohNzQDAApjQ5bvuW6Wt4u90yxNwYABInIwZ7pB8hY8+wjSSEJgZUiWCJ1oGGzU9ubObo2rm0fmN7xsK4QQ2NRGElF4EChm36MJDKDzuirnzFvdGWlKQjaCcfhpsKicRymSiOY9JCADgE1tFJCDQhzopR03KbXTPkd9Dk9qSQDUwcPePxBzbI1u0scGvm/DitJFLV9g26cdB0J19rHNW2sjwXMme/FjjQwcCxZD27Ubzo4EQIECsqCg2zUUuuxK//mOmA1WJ8h5ADFmg8KAyQPWUW0QqqqRLIxAKq96/ZnZO2BIipdnn94MacLhLuuwoZUp0L0ilfePEXf2dYXheJ2A9Bw/Alzt1LpcarRj+5rbWoCJLIZ1K+aInPMoV0/2CskWF2goRNNIPBtAxcUEYCmAOCJrBMmtMHNnLBD8ZVIhG9sSHth2kVpW9wHVX/0pattaJtr/ta719//ubX6ES5QoUeJf4q1648+f+Pf3th3OA/gHkub8J+AhLPbAX8kRns/QJACAIzwvU4cdxvDV1Wh8gbcFHjlAJkqbY8iaCKdzIfH81nRaKTyiZBjFR8rPB4A8zSJGkztMGGkKWj6frNwlQyGpJlMgSwNwrXu9l+kdZ7mx9RshcSq83UmSQR7xM8thLalC9kAfVTaP5V1dGaVgadDBgAIQIYECMDXDdm3VGZ4IiAVNcHOXgYoyEgf2Q+rMoa5Lbe/7wbOnukPT7iMTjnQMYYrx8MiAUIAFh3rS8oMIE9vloOXzWcLAgAV+VjtSugEmnUc2NhTX8rHfWtS6mgHr4sELDuJGjI4drETdF4QBxkH7szBFA/nLF4DU+Hzy3k2ryjH9pCHHyA/ZFUvPZwSRBwDePVBBoq/34vlYzjCNPC/OnoVE+SCsTTvgzIlII1Hhhm+eNVxA2mGAcaoQYgVKQQgDFm5DhfVyLwpSJ9gV9Ufcz4KRGFO58mrNL0CKFtdxaR2FdBj5Nm+HKDDTkC0Ob1BKkQxoMBoVmL0GOKaoOqjlkusny5vIXbBtFrvsMj+tXgwCqHCFLGrNMFCwBcgsBxYe+I+RCorIbhiHhn4kMfgTMjNY462Z+TWG5YsjM5LjJ+7yac8kRw8Nvm0PcIkSJUr8i7wVY/8CgOPewv7jb7Eu/xYIIcJRWPVVjvA8ADiIG/JZw/A2C+i4yywXouJ8ngj85P5qRoCJ12VZeZvXOzIvXL0EJ66d3EcmKjI0aXoRXGHBhESKvfjUaBo50T5CkMaABk8XRTEDPYdCowocPxMsACGeJxUdlgLIAJGRoUmocGEyTSwHzopgbIcpsQ3O2Su9glLU6JfaZiEbfgnuJIUC5xVGNg3AP3XNOdWCorGU2JQwNoECB8fPc8zo3d33PSUvN/N1DavclfUKAFBqI/lS93A1mm5gCYssTWthjNyRpekeAlItEOkzE+0IZ0cGeQCEZWGEJHD9GuvWXOdkDwzyQnccllOA5uN52lXA5ChDli/8P/beO8COq7z//pzpM7ff7bvaXfXeJUty7zYmFNNMJ3QISeglIZRfSOihpBAIkEAIzYAxEDDF4N5tWZLVu1bb2+1t6nn/uLsr2aE5YEre/fwj3XunnJk5O88553me7/PTxrH7Hwo7Y8/PPDi5tLPelKytyUqnho4tYtiVkGqlzDiDb2qn+3KXht6gcW5KplPxhoV7YBR/QSea5eCVcqfHcwdeoJ2c/r5ia+lpLYfui6hK5ai/MF33n7x2o/v5+ynLOlJVaBgeteULUZWAsdZxbNdCnBjHu/uhnwH0n/usJ8fa+t8jheyPti5q58EzegsR0ZokLboiFDzZQEUzPRo4Io6FjS3jixtm3J019ACabsc0M9YBzBv7eeaZ5w+GX9vYSykn+AMx4I8TIc5OwAba1hmseJ6Flq60P/Qu/ZqG2mhYoWUBFHoirCnpa26k15yAPKX7VwfnfqyRMNZUkgF2RcGedKWC2u7j4jRT0QBI1hIUTheo0UCVGk2/uKBGpWLjxD3popx1y6V4dLtmtmXWtRIXKb20rVd3jk9mVE0/s5UQGIpNhenpLtH3/Ea1Ro4JNGHi2RHBttXDjTv25tpk+zpEc3Yb9cZitZWd+8Y+c8u7e0rGh7V8+i9Uw9bK06dI+YnVs4OTmEiYdVm9bJe8c/VqsfW1Up4JrPPSM1r8xQrOqRqg4vlVr+OHI2iogMd4Z31qktwXTGltrq3vXpdddu41QohrcqP7aa2mmH0UMeLMpvWpQkXKcHiAw/80wOF/2cj5/5kgHXeFSy3lIpYsRy15VO59cCgvxs+fPnjf0DKx7ooMbX8jkU4x4S8y7dbehq0a6X97gHjZpLJ9AfbSFWi1Eq0nxjAP1Ammxilc0kbLiTINHCfRsbhj0cUv+k8zlm4FCGItTB6+m7ZSnEAGkaXEDUU27bghLIrkiMnm8/alV6tSvrMyXX+kVhh9xEl3rQeoTA/cnDu9Z8/j76bzzDPPPE8cT0hAkRCiVwjxpCfi2I8XKaVbJPeRUIYhgLYpR/+TmwY3tVTBIbFy0Dr94tHl7sTQxTrjz+8ZOrlo8i+mtqSP61ddSKJzyTVdXvcb23JOpvOkSn1RgqpaExZOn0ChWQinSUPWasZNhchUbGxi2DRngAqicUzufXmR6XusHIif7Cfad4ow8JgwJqWUEl96CAQxkcDCxsAkkL6nxGOaWRMEh44hZXN5vDxyLDdU3P3GJJkWgJCArGgnSYrWegZx3547q5cscSaXuBTbG4xfruJd2uk5B40nrTJ37Fs4kn5j7P5TWuXIHuwNmyCKHjXqEMg0wEF2fnaa8aGarFCWRRpOhPzR7or9+QdKzmREyax5dLct1c4KCIyNerU98p63j2fLNyWXbWyfHShkOldTjZ2ZNYc8OrVQwn19q67euGbhtfe00PlCQ5iqQwy7rhHEdKLpAs5UYC88bH92pdj0QtWOPbveY6+qtLKjt9K5vH3ScRYeNDSnrBCmTOylK5oHLlZIty7BXrCQ2LrNJG8aQB+pHMox8X0jll5kOKnWmX6Coup45y5naJ3KxEJRFamEenYbvb4WKiuyTCUqu8Y4fd0Ruee2qZM7c2OH7rh64sj9/zB9/y13RD974N4FLO4A6F5x0fkL1lx5lRBCZ5555pnn98hvTRtfCKHRlNF9FXA18E3gR7+t4z9eWkRnYiErPm9gXGRha1OMHBc91WNP/nDLFUZMN3Z+pM7YjzR8XMtNGKJcG7iscnKq6t02MrpwzVOea7rqEu/gQeRUXoiZojBCCPTxKukwg0BQo0yZKpGMShr6cUWJliZzcaXINDGaS+4uNUzs1hrVkh1ra9FUSOzKEb9pAltYeDIRnOLQ+xTUWCudL83LSdXDramopQrlTxgPl18mPQN9oE5j+nYUTQ9KlZOvGolO/HAhy9/hEO8Sjxmz6VJfqa9at8RdPk25qwqKhH8/JLK17hdkvKbx1YVOYrxB7b9/iqRZq97ApEaVBo0Hu8XCrqWs2xYSHXFEfEFNVsgeqNM4WbWDzcu94b76hGNl2uWpQSIZoMwEonu4RQCzoS2SoY/QZornRAHVsIgxM2ApOo2KR6ls1UXWw50uUTic7bjkW3quvliI6blrUb0IM7IQBwdITdktYF8j4KpUPauKEUFVhnOrBUIIFKkg/Ygg8BGq+qiVFEXVEbZdHmT3FcPy5IilJNRi7z5UqZB4eAyrLpCdFsoFW6gPn0y4rVA+PI5SD/E7YtibNqJoBvUO87ZDt//wB7PHzRjdV6aOeW9MFR0N+i+qkH7u0k3PuaVv/VNeK4Qi0u3LfmQlWp/eKE+dGRnOM8888/wO+Y2NvRBiGfAKmpr5bTT18v+O37OUaB9L/yYr2q+b/VyVpVZ7qGfZ3R85/BG9EXuBuLO31xACQ9ApVO0b7FjbyA/tf9uxU1/9lw3mJX+W9pvR3HUFPOliCLMpFpMyqJPHIYY2Uwhdx0wETr5Vq2UShjDRpE6AR0hERrQjpaSLvq+1Vjt0UWtapgo1wMIQlp6WLa94SN6+qDWz8PNLvJX3dtTb+gEiGb6xLZ9ZX+gGb0Ecf3LKrTVG3um+dHVXdrxz2/TXxl/uS+8zAX6/JR0UoRBInzDwVitRiKm2YE60EExPk71b6qXFOc5elo8IcCoq3ow2fJUSgF+l+LXFrL7bFrFFnnRr43JwNEtHly4MnAZqaf+wHfbYdvpgHi1SyBslVKGiuRITe3FGtHW30/PD8kP3/Hls4zkCRSHcc4C2RhaXOvmlsaHM+qctGHdOxLlzhJbTie40Le+cfPgg/spFVOMhsYrarEVveThWEpmrAxahDFFQ1NlreGyxIQ8Xq6ZQvfl25NpFCBScmXgGv16h1siZC1jys9Vi67tad1xxvr1+LeY37yVda8Zd2KMwffg4ZlcrZjpOkG2nUp0KnJZeoWiG2qjmR6aG93xbCKEuXvf0p5hOeqWqmK9PFkJtdtARF6kV1TF3eTS5S4TZGImVK57UtezCZ9AMWp1nnnnm+Z3zvzL2QggLeCbNWfzFNFVX7wfWSin/IOp9a+jdZ38WKChCEYWbE9VgUdbtOctfrlZc0C0rll3wLiHEF7Zz5cYaFSwc7Mhm3JgYM/VYm5fS1UBTmXjpWghD9DuORAtOJxVAGPXO3igzDoUODGFS06ajdNCtQHPGacu4/uj66MpZbVN7hRDKkqc+5TvJ71tts987JNfnewWll2xFMQxkFJlh/fgH4lu6zajuurnUvtemP1MZNrH761SbVXMQxAPHqP/sYbxN/eD6xO87jSlMdCdFqTNPckwSEIQert9ChxUjQY4JEmQI8HSD/i+GBCaAIUzHlrHJWf86gFOQ+O4kukyDgKyfpqiViIkkkYxiClr3Efb8bMNQvGCOPJSRgCVNEDoja7S62tfbMz11iCBdoeW00Qzko0RbKUX0wDjFhSYNdzKyPU2xRYywUUMmTZgGl/qjdAQc4gy35YkpaVy37Gv5UFeFTntex71nmKnzOijt34mhOqjjRbqqKSMkWNFCx2drseTpoFLCdgPgzEq7rFQxlX6EhPDuB0lXNbXKwdGGLYbqi+w29aXn3tp/eE2po7g4raq64mcqsji0i3S5eY8CGZAcC4QtAuRwgbxyFCmiXy/HdZ555pnnCeDxVr1bB7ySZk3vDHAz8AwgDjz1D8XQA1Qo/SAh089ThaZHMiIixJdebeKCpO4sXbg0ODXKrK/Zy1oYgARlLef8REW1bGLUqKBLA9crvdn3KjVNTX+Oy89t081mbnf49LTS+PROrKD5kt9yQYNs60l8T+HIiYYyeq88S0LXf9Ss2qWBIU1c6ni4yhZxyW3+abm2LuvYwsZXAmrrusLqypSiGkaz9K6ioIYxE0CxTdNc2P2iiEMNC4sAD1BwqZOihfgRn9Lhh9w4SVMRClW1WvScbEEs6xw7UL3telGuqKvY8tE5n7pso0KRpMgAmKEMqMkKjogjoexJt2YI0wGopQSqp7lSSrNGBYGgobiwwKBSGjm9orjhRwqbjDrVfBC5mZhoujQKVhlzwRrbvvck8bygZnlUZYBAEieFEAIVlcSpupzQKve0iN4LonrE5L7dNNrUclCvJGS1RpIMFVlCQSHAp2I1HqnVh7+QVydvWCb6durobc2L0DFP5sgORiiiTDNERcGngYqWyT4wnkn9rEjRqhDJ1EwbK0SZheiGTXXXTlpqSXw8ESfebTWcbg5C8f/toX7xyqyanFnZseLCXd4ZVveNqjIMgoZfnmgVnd3QHOjJ08ODA/mbvv0EdfV55plnnl/J4ymEcy1wI5ADvgh8Wkp5bOa35z0RjftNOCh3Xr9SbKpaMnZZiL/CxB7NM3ljsHhld3TOIk5HYB8t4TqSeHIxYeD6jWOH72wl+8xmfXeIkWBSjj58hN1ftzIdWvu2NZOOac7NvJVEnIbuYwUGnmwU2pdP773m6eGiB++wWu6+cYldUPMkwxQBflMKlhJSRpTI3+4QP69GWQ8IaKFdqGgX8ghMdRTx65L6khac1etVV44/SutOPTKFWsgRXN6H9P3yNGOfahe9FzkyrlUooilW028tJQ1qX6lR2qVJPZEPpr516v6bjq4TO96ylP73N6g/KmgsJETnzOxdFRpIqFMvjWeL14uVmWdncvqGQJPkN2t1x5NS3pAn5adRhILlOhRa4sQ3X9EX3LmTVF4llEGsRnXUk42uQBfUz1mKroK7rA1z1wRx12IqU0JUfeyzvNkCZCEY/4SN1eeu6+lyNmzWbSES9fQhN3vvpFmh4MVIaBGR0sgKEtmO9epE+T3+yNiNAnk3gmtnjxVpUMwGZPLNa3NlAw2dslGnpZJprkw00gxnp4k2L4mSnecqol4Jiwd3q9bgFJDGx2O2TwAkwhT105OwduGZ+zc9Vaq4+WM1ijdaWOcD3dB0LTRUb9/S8174ulh2weequaFH1zeeZ5555vkd8Hhm9rOSZAeBe4FTv/XW/JY5JHd9H/j+2d/FtmxsseLZ97F9UWf5nAjraw8TPXjv8GBn4+kdR8JLBclnnr191NfS3rH4aecynu9OLVi9ujYxid7etPfhroOEtQpDjP+LS/3zb/2H43sAXnrRZT9MYT+JTX2ULAOx5xipWpYGNfJMfWOcoXfHSa9qpevJIf4lqtCWz57PGhdU+0Lf64pNO9CZCLMUj40SaCHa6TwL7ixgeCrjNz/oav2tJak7m2zf1lzqxEkxLaZwzSAv6/VdI5z8wKQcOT577BbRuWgd2z+gC8MwpEWZAgmZRiIpMY2KIW1iAsCTjfLp1cER6/LtW5Sw/nd6dyezxdvVyRHb3OLCgQHkI5KaLCMBdUxDW7acek8aPzeNgqokyXZV2jSCviTJxaubB2iDih9i7i6iVySuKSl5OZIyS0TENBNHelj0fnS1z1m/cW41xF660jw1cOgL4cjwh43Ovr9J9619cf3cdtRknDAMM8pd2kdydxx+ryK1VQ6xFeVUhLphA42owcSte4iXFTxcAkKIpyDfbE7NCQiWtJHpXq0AGLGkWu9ti7wDpxQPG0GzzLA2E1Tv0UAfaFBLnkBJJZAT0+inchlTxs7pEJ3nhIRyQg7tNIVTayzMrE5uv+oaoSjX6FbiSUKIp8jZtIp55plnnt8Rj8fY/zfwapp++m8CI0KIz9EscftHQ3Xn7unVxo4vWj3jf6XWQ1LjKmVkLl2qrK53ZC5yZVBRJhpxS1jUtAb+ResWJEz5lfq+H/+7IhQcP457ehIZBGR+NkKIUgnxd5/k4CMA/f0XL8qsXpjKjeYa0tYtTdNh6xpytSLyyAB2Kf6kjVxwXYViXSKLINvOFuEJ8ekYbNFPLSy1R6kQVdNJuy34P76b1kkT0EBAckSYctOql5Q3akeUBwvYIoYnGyTCBCIyMvUNyy5blDzv8IYdr7155PS9L5oc2TOtoiZUmuHxQggSMs0wp07oeqxHpmIjI+7p9/rlxnodIzne0zhlX/PUDxj3HsWertJYX4cNiwAQuoFXKqJ2qtQfqRAXKaSU5MoFVBlBw8OlQYwExZVpEv3LKMhHSzTImIUnJ2plmX/Y1Nsu0CyNeqOKQKBjrNTQ8cIA3Aaa3axPJKOQWE1bul8eP3zOuld3uV0WarI54xaqirq0f8uJO27ce4IDa5ac98KfZZZuvFgTzXj8YFEOZ28JhwTTqRrGkiV4u05RWmRSedY2mCyDf1YDTT3ndiWOeqONc318GlQxpEVIhI6OEkblzK7JRCTHUYRCQTJb/hdVqCIhMyuGNhmv71px7n/MHjLR2n9Nsn3JUuDIb79nzzPPPPP8Yh6PqE4V+BzwOSHEeppG/w3A39B8eR16Qlr4BFDwRz+24FTs4iSZc13qhRqVpLl6zZfUczchhMLEqcMVpgpxsWUzQlWw7zu2MJaLXeHf/kCknrtBMaWFdv9BYq5BmVq8ha7PaxgdwAdaW1Z8IJnsO7feOIZbreH0LGieNN5KfnyKbCme9PGwcWxDWHZJK+P6NZDNyHLfAHzQhaIUjj4YpQq2ouaq2DkPeVaN+9AUEPqY2c5FBY7tytC2ycWNEiKllBalcHoWAag2bU8K/ca714itu9O0qhMM7UnIzAYdgzrVeyrr2v+pbcWOz+lWfFF3vfzx6VMPXzfw0HdvbTnv8j9J/+AROg438+GDo4Pk5DTVpYuQiSq+mcS3B4baRGoBNAcP2WqC8d0PIk8O5UPk3apiPEVNZ3DvvZdEJaTRdhL3nGWIap3y2NEf5FoL/9my9cqP2vEWQreOvP8RkpOSQAaAxIw0qvfuJDpnPYqmI3cdwiqEbQANr3RMHVevsO8fwY1FhKu7MEfrSzZz0XenGftgLHB2zNalCSol5Ng0NdlARUfr6cHs6KGUHaB4YQ+6YxO2SmqnpnHMFsLAo5Yb/ufC6K5P6GLR6Q4WpGf7Tl3WKDK9M4z8qo1zkSUcQhni4T6qj0ki13ero1EYSEXVBIDvVguN8tQfozDVPPPM80fO/yoaX0r5CPCXQoi3Ac+mafifKYQ4AfyYZn79z6ScKc7+B8aIHJgSQlzcRvfabhZ9xBTOFcHm1cwah/jCFfFidqBuZpK29ZW7yY6pQOfF3tFGffrYTQVFCiO0TGUio2RaCwl0aRASvL1dLPj0wq3P6KgdO0hi2EVu6nzUeYWqIoQkkB42zRlpdVma7DEX09cop0Pcbp1Rx6SxtIV6fvxU8tBkR7zixBooTItJdM3CU0M0zca+6X4iM8TDN8qyMFpgao8lnKswjUcl3huV8HktYtEbpJRUKOIQp0q54uG2LThkfsmrHzbk9k2AbDXt7IfWmhcMrPTiV0fkZQ1FOCKOEim0HhkkeapOfmC6YVa0obDuOg10rBkdgpCA9DGfSRr/WCL3aTOybhKHj21JlXVARxmvY/5wH07kkJLahdObl9fteEs/gGraNJZ0Up04fJbeoUDJVVG+cw8SHx2dBuGKBWLJU1vWXWgnZRr/wBBmBLlTg7QcC4iJ9qeGMoxZR3Om11tC6Ab6zbtIlg0QOmW1HKgdHVoQuKiNYCaDAdSYg7tYIL93H8lTHk51zD0ux8qbUzsqsiTTc4MsAjpYsCXHZK1CiZosEyGxcCjLAjGSBPhheaEzkojFtk+f3vOBeEvfq2UU1irTA+90a4XCb7s/zzPPPPP8Kn6jPHspZQP4MvBlIcRympH6fwq8Fvg68PzfuIVPEFJKH9h1nrh6mS99Is9FtezZ3zBvPYjlHkYvRTATTW4Iy5bS/1J5ZVYRT7/o5a2feQADEwSkyKY6Ze/Lq9WJ76YK7qVC6DA6iezoQSgqfr1CvTZJviNBcsyhRoUYCdRkkvyzOpHlCkpbC43iYBhbtEKNAZbT0Z9vufkrZkW+RCBQpQA/xPQh6TZDKKwGepVoTUwkEFLpKlvVQBw+rtQ1HbujB9etSGu01gEKQgjiMkWDGnGRjCtSWeYEMeQxl/H4XqyeRST9xLaU17GtThWFpo/b60zR8Koku6/GGx2iY1JYilCWIiAvJ1GlSkRElTIq6nSC9HPiJFcOcOQVC0ur74e0CRAQEIuaS92WcJJarnE5i888E18NRwMqvi1ifQma0fGxBkwZ07T67QDEZSSkIj+vSHUs2HeIeK3ZhZWJOnqgglCRRDJRENRv2kPFqJEtJ+fOkQgT2vGRBwcyS7b2igs3K9q9u4naWlDiDsrBYdoOBeiRTkhsUyLbby10lhQqpeICXRrNjA5cIEHU3+Fo3V2IhodzaBzqHnUqFJgi7O9Uk5vPWRf47rqpwV3v3fODD3c2u9WvWWJynnnmmee3zG9NQU9KeQR4uxDib4CnA12/rWM/EYjmVM3YzEUPxkn1u3fvxr9gE8I0iR7eF3RNJmwhBFXKc4VtfOmFadpeQ0cPXszhsanTAqEdOPiNT2zULnmJI1s2a2NFyrffRpSwoFx23T9bVs8t70gX905SPzTwSGbXWFqcKPQFLRqipQV5agC1J1mnmcqIapiq0pbdoA40kERkRBuurFOfC5WbPS80ZB0Lm3hd1wBqDx+l1jpEWC5FmUZSnZ0uhwQoKITyjFytEAK15mFYcTxvnBplHBIzFfQ0Kr1ZtHoMVTdQKvU5tTyYrdAnUVBmRIaiFgunJSBY082iq7VQNUOa9y96jESumq+mS7mBSiLTG3drxalqbfzVjR2l0QUnkg8weUaIwAjOJA4oQsFUnLb6yHC6tXamLgFBQNlwUYJqNJWsf1ctjq+J11Odet2jYXlY7kw0vhEgVvUsMLWMAhDvXAb/dDu+KXGKAh+VEIU6lb19K6/4TKJt6Vp//0GCqSJBpUImzFBpgcT6rXMulRoSZ9cQGdFGJCOmXRf38CHMw+N0hvI9WveVl3mXrDzRffV1Px358Te++uv30nnmmWee3w6/NWM/y8yM+feqnveraH/R5ZsX/sOr/0NN2MumxvL3uO8/8iln2G4Z/+Y3jiiK2t8b9P/pnEQugiLTgZBKwcfT20V3qlhqQBRRPK8L56dTaJFKRRZ3T7bWH1xvPn1Er4v2icKYn41a9daGznR9bHCCkWvrI7ppxqLrItstlvOnPpH+wIW7rb5WDCmRXgP/3yenQlc/AFwEEPm+TJz21jeok2rmv2MKG0+6eNJtppBRQEHFp47KmfQwWzowWcUmpY4xeFOL7LgqIlCrVISJTV7JkY2aWQUNWZusqvqDMXiy0tmBVE5ydgEYbbJKY+bQMhUnkCW0mYDCiAhDNHUHPOkS0ow9iIkEvvQzICmRBynx8V1NGqYtHBpGgLpptTAzbfFi8TQVpVRqHN2bb71u6fujJY4SfSVCEQoNw5UN6cmk3zT+MyqGwih5RoPmAKcuqxhYOL4OoESYf+sx9YUGtTcnyDBwoSB9NEBEUHhSO0Y1rko3wjt5EuGH+AL0ootNC5rQcGU9iDYtf6MRy2YVVUcu68NvnUSbisvpaqnc0N3hTiFWnbnZFuZMf1GEgpIvEx/PoTUTWNTuUePiEeyLrdVbXtJ95bP9kZu/9c3feqeeZ5555vklPJ48ewNI/soNz+BKKcuPv0lPPLH1iz5oL+naAGC0p68ovs3f6b1//7f6oyXfMKXV5tKQdVkVCioqaqT0tGqF87OtgeeG0c4CjZXdRNM56l16cOxqe796z+HPVApDX+/y1j3SPq13ACRlp16ljI5Oi+jsrcnq87q+7ndHHC2NcOo/W7G2hmW3Bs2ZtTB1Kov8T5Xu2vt56fn/qPvKdm3/cKs9EZgRj6rHgoJKlUrJpeZ1sKB1doZZlDnfkrYe4CORRETUKB/LMf7KItObe1n69ZiWjU9d0o25bAmT0xON4M6dX/dGh/5RJNY9LZ8/sdkwEp1KTPGpnJGUk6ZGrHcxhYHddd3ORJM9ftkcze0PIu8CHaSuzTkAAQAASURBVMuMZEjVcGkkdZgqkxRpADRUYiJJDKiJBnln/Da/Mm4aduYS/dLzMGJJQq+OPVhBDxqLA2fJbcb9gaZ/ZAFTlSGUCfCzQpg/kKJIHhWVquMTrVieS94zlK1rdbyUSVgNsd0zs3+jJhMV3FtStPxlmbyevEdl4hV9BbkgWfNHp36Q3R+2e8MjT8+c8gkJqRAgMNBE88/BFLYWKymtfmvzeF5xmuSeCWxXE2AlJ518wa2XKqadjEspaUyPzp3blQ18t+qpJI3Z1RQVFdHwUHRDNVs6LqCZzTLPPPPM8zvj8czsnwl87XFsfz3wBye2AyBMveXsz2rMyqRpeZ0pmlK1prBEQeaGPGpHY4mOS8f/YhWiLQmg5laP4Chd6LqB1tKqlYoPfX4w/9Bn1ohzXhMvKb2PLsoiqMkKkggD801JMpqPSxf9L8jQlhq+sRSVUV0tbQp3NPfd4evv/KA3UfK6huLrtVVLe+SipTT8QbSRAq5sYAoLVzbKeSbubKPnGhUhHi3BKwYbNDIpkckARDJigCM3xkguipF8U0wk4mMrNKzly5pV3izbkmv6LzOW91XSC9b8hRACv14Ji0tikToUopU86hkN0ZXErYwdLgX558mg2m4v7zqv0qUfTh0oba5dut5smCZ6KouQEeWbb8YZreJEDsrMIKWalITbN9IVT11dzY+cFPfsRboexCC6fy+ZsWbauSt0rTpeo/qFPEmxHTqgNj1CkhNzOe52LaJ877EsGL4IJLXeeMOIL0gEdw/OKSI2rLCc9yfvTdMynBatC2VVIv/pyB3DnHhle3L5DUKoy/WiHoXYikudtGihIkuP6iORoaLFE1QrE4ipQmC72tzfSrJqLzj9wI/eb65Z9VpvWaYtevl6+OyDJI7XUVDCdjqNKiXiM3EHuW6J6OtEygh91+kL+sSyHWlatzaonT4i93zvt9St55lnnnl+If+bZfyTNIVqflUFr13/i2P/TnBPjX/D6G7ZrOiaCMq1cuPYyDcl8uVnbyOQD5Uo/K1s67hHtCXt2e/VhZ0EB0sY6VaEEGixeBYgQfq5Z+/fjHwvkaUDTWg4MqFNMUKSLDax1GhfjcZzL1cAk0pEfdgfcceL7hJ13TtMLb6U8RJizVI4rxXvB7fKRn36zjL5L1apPNjDohdKoicLVEIZoAoNKSV1aj+Jk3rpbBsUoZCUmddpGG8O8NSizCG1LqIgwM2NYyZaMVq7e0Wx8sLZQYNux1WjpU0NdywjkM2ldHfvfjL3jC6RZvUftT85d7thxcwoCmVx6radWhhuNbPN4Dl524MsHE7j0aAgcggpcYjjL+/AjM8E3GW6F9W7x2vWPYed4qoxEpMVoFmExpQGZQP0U3HomXkOEtSzuqkqFAypY4mY7qnh9MmBW1d2LD/vGdWF3t8m6k6XjBnIDTsyLT+ufF+rGgursoyOQZb2p9VWt98Z23TuCqGoVA/shZ3DxElSapH4sTSNqQLxqkbNCVFWrEezHHy3GlXrk7eEMnWVOhOr4AtPWVrsf/fR1QlfWd+HAlTfcCG5L/3onjU7k+cBODJOTZYp98eoL0qiHx1CP5kjeyTaLFl+iy0cO5KRXCd2vHevvO/vftM+Pc8888zzy3g8xn4PTS38y4EXAF8FviilfPiJaNgTyfAnvv2Rzlc+6Yjenl7qDk3dOfGln96/5D/W5Axp7XBEfFFdVk/nmfrwSXlwd2/v9r9iqvgxpTWlAYRHRrAO1Ik2OES1WjX+3YMXrRXbHtYwOlMzmu0CcHGJkZhbGhZC4MhmQJlAYBegPjsrV1XUeHzz8uR5t/RFyy7VxiSMVcnX9qNduJXxNv/jT35LTlu2JfVp34037v3i5LdO3NMu1UUrRHVwGOd4kTBouI9w75s2ceF5DvH1AJ5soGPEYiRQhUZFFkkdqzG1YIBYz5LmqXVTNArlzOy9kVKijOVotIxjZTvwJsdJP5LHxtGshn1RbmAEr6cdUayKRN/KDdXJyVHZ3dcFYJ0uI4SFiU0kI1Q0qrJMyJzCMACNlPIT7WSpVT480h8kO3uZmVSHMqLRk5aGHkU2zWm6me1gKrbXb62mdCEEFdlMHQRQNLNl4bIr76/cf/dr7Kc/tRA66S53ZBjueZDOavu5s/e+IkuESr2WWH/pCqE0Z//O6nUUTwyEflJXtXM3YygKQbXE5Omjbuq0Z8q79lBpN7H6lyph2vnsWG58KunGr5RRkDGkqQkhUNDmfAfRaA6tHGRLWiVIBnFNESqKbhFbthrnkaMkJivku2HyknaMUmjruytoqCIuky+mWSVynnnmmecJ4/GI6hwErhJC9NJMr/tTmrn2jwBfAL4ipZx8Ypr522fs8z/6ztmfj8v9D6dFy+aYTK6pUTmUl5PTAIOD9/9T9vlPO5ZQW76glvz2ntuqxCoa+dtv9xWpx6SrX54WzXz6kixECsIrUZzopLevxv8MWTCFTVWW0SLtUYVxrO8fao31LF6lHT4jzqJN16hPj4wuOn9456YrOr86o81iptbEXqztSQrl2CiUyghFAUS9i/5kjom/0KR+s45hKqgoKE2dewAETk3FOTgFM8YeQKrgHT6CjNuEw6O0H3EZHbiH8o5VpO46jePOqNQJQeQ2EIUitpbBnx7T42qiq3Bg991KR+tioQedwqsIAxMLh3EGiy10pYJjY/gtbehOgvrUsFtrTJeLi/wjC09mt5S74xQtH8ULqLdbJJYsEwqqWpw66WpWzPSrJfTzN+vDh/Z+Lzh9eneWzjcpQk2EMsRb1EJywcrFruLdXD70yECyezm2qxJqDtqj3RuMnM90SxRZcCbQz5EO/uLWiq4ocQAtlsTu6DOVdpvq5BDJvmUEXr3k1QsHTlbvukEIIXZw1aAlnB6A9K0j5PqzaCdyLPjyAFbQurJqeUy0NVDtGJWFCTqdJJWUWi1IN1Z60Tkoto0HjCf30XN7iYio8L/swvPMM888vzaPexlfSjkI/D3w90KIC4GX0ZyZfEQI8QPgE1LKO367zXxiaBcLMp30vlQglHGGvlSQ05PA3Y/dLve17920QCx5w1I2fk2ZMZwZN6VPyGHaOFNJNynSyil5+N8KTP1zkvRRm7ioyCIgCPBRmPXhS4LedpTbjxQbS2L3heXKodYg9idRb4bo0MhcaptXL7pju295ytrXyOUzhh6A019TjNa9zYFEIA18PBKiNS1l+L6HufMNBuZTYiRfq6I+K3ZWTGU4owdrn67UClMj01Zrd6+MQqzDE7Qeb/42reeoqgpdlSz1n56kLmpIGUMIQU1WqpWOpJtoyGy0aw+pcrPmvJso2JP33bEpyZJbbbKrGqJOTkzTHi1IjTHYaMm3W/KWPdSMAHd9t96x5YoXe9Ui6sndZA5XqfXHiZIO2AqGOSd/6xs7j5stBYVSbJTGjsWX2+vX/kljcEJlzwh+XMFYvpX6yADtu0tYjXh/8fgB0kEGlzo+GrNleavrbKw3burN/fu+B9vExnOEruHt2UdrwVJHQ/80sHr2HokwBF2hFpUGowfuSDujbqVdyjc7Iv7ngF9qie7Xc+7Tdamr+vFC1PXBh5TI97CC5n2ONQyqHQ61p2/EPzlwqnDk6LdL6vQ32NjyLsu2nzJ7Hq8/TUUOniww/Y7/ZfedQwihrWTT81U0O8f4t0fkwB9M9cl55pnnD4PfVFTnTuBOIcRfAu+nKZ/rAn/wxj4lWqwVbPx+SmTPA7Bl7PktovPSaTn2czMIyuTv8PFqJpYDzCxT6/h4TWEdmnXMA/zjk3Lk+Fqx7fsgnqqgMLXAIztqEo/ihDJktKNEdvkK4vfcXW7/dqMlwOssdygn9L5zlk6uK2AfmEQNJQ6O2TZee+e+OwuvWLo5+VDvqvjW77zao77HwqOMhjaXihfIAIH69PO55kU+3vHxxdGXkznjIr3gtgXSx1ODaForfKnmVsJGUJtu/OD4iUp3x/ZkXntBRyFlMps7L5RqKkrHEJAgRSQDJhhG2A6q5sQMJ2n5o2O0zhj64gIdrXvlptao/277kfwS4QtsHPyYhhtKpJPKR1NRyvZ1p5z0o/iilQo0U/YKy2zajgakTjXIx6plfccGC9Ab5SlZPLIn35JviSPAW9tDvHtxUyA/20lU8Gg57TMyfAz7VB7HNahRIR1kEEJg4VCVZUpKCe+CVtwXr0ABvLXi+94nf2g7SnJta8OkQa1UGzqekykn1CNNxQsxlRg1v1hvX7atVy6VeHv2JFqO1l+5lHUDwZreYnvnxmf6bpXcicO0jGQUURdUpc9Zsn+oJycITg036vnRd5+85/ovA3Q+9TnfNMPwKUKdKass3Fvv4+YrpZSPFh/4OVz99rVXdq9JP7NR8qce/PrJjxy7e2KujwohxCYu+HKWjufOiCa9tkv0XzEqB3KP6w9innnm+T/Nb2TshRBtwAuBlwIbaAbv3fSbN+uJJ0XLjllDD5AQ6S1p2XIhv6D9RZkbWSu2vS0psx9RUK0i07u8tD5aXWxfkz5c0xQ/ohhN3X8qOPQvAOMMvVjD+CfDSj6fbFyPDzcHBKpQSZVNSg/fN9QxZiwQwlxQi4Vb/UVtk419+6pRYcpJh5oICGai+K3LH75lurjjae1Xi6HsP5m7Vr4wOROZXpVldBkhkdSpyoxo7QSwia336t6Hy89YLoJD08ip3ED91OC7M276vQ7xJWlasb0YjZP1wginXjPM9LaETPf4eAd13zofuHD2unVMNHTsWpypC7tguqQGKZuqHMbL2hjbt2MIRdiwpBoexdw9DYAQKvX+FHLdkq6RevGkecfh2z1TO8eMojVCUQgJ0C/axsTCQYQf4CZUEfNVvXR8H8a+02JBFOutUwUpkXb3o56FtEw8WQE1jarqMCPqExGhzkTk28Q4fY2Ddd0y1JiFe3B4tPbw0f+Y8qY/36r0vKdhmc9RFSNrrVt5AWt6qVeraOMV6seO1VoXbXGa1yBQVy/HO/YQhjQXaFZ2gRAKwdQk5nSdCt7MIAtqUkQ2MaVOlURBR/3SrqlU5F9yjrj08jxTnx5n338pptVttHU8OXLd0crh/e/4dQz9lW9efd6mZ/bf4KSNBIAR09bBmRK+aVqXpGl97qw7KCHSm7Ky459Wis0/OMyur8+r9s0zzzzwvzD2Qggd+BOaBv7JNGfyNwBvBG7/Y3m5+DTGAuk3NKFbAKEMfA937JftE+APG01fuNoperee2p4aNDas0cqXRyAhuPPhjZvuNydWiy3vmpQj/9Ynln1woZt9Xn3Kg5nZP0AUBhVtsFSuE8OXAcE5G9GGxttajtYBhypn5apLI7lIrNoYkio5OGt7xZl8ch2DyfjxSFScTymoKxKkrpr9TVV0wYpu6p0JlMOxVMfRyjs0tCUAtmhOki1hp1tl58vulz+9ZHa/NQv+5Nux0QBdanjSxaWOhUONMvrBiMAtyGwjFsREUm8ktLl6AgBR0paA8EVIsLideqeB2t+Nechf1HbuNYvq44OUd90XmctXKkG1gLBtIlNF62yHwnjJimfi0dH7SUfZuViGqqzgnTyJ3rMAoagE5QKN4ROUKH4v2Dv8Yy+d2W7hXGcJx8qL6SAeJTWBYGSHDhsXI//ufhKnFZIRHarB6xt9XZ8y+rZf6SQ6slJGFM0xdECLxWBxDO3ggCNlNHddUaNBJAO/Qumnoj6VNaSJdXgKHQeEQ11WkUhCAqVGZUZS10OP9AU6sVcYwsSSsauK7f6Tgz7VDvXCg+6x018u3HPrqV+nn7YtTV4ya+gBkp3WxUIIZbZMboBfCAhqKpoDzViENC0vtIm90MQ8B3jzr3OeeeaZ5/82j0dUpwd4G82ZfAtwJ82St9+cqYj3R8WoPH1ordj2lqTM/A2glil8ZFAe+6WZBTESF0a6pjXSGkrDR0FrBZqGQYCpx8ws7WaR3L90iN5brJ6+15daTIOyz1imTFvOwTMjypu69NbdpVWWq1JT6/hCkj5aQxUKDVkjzhkZWEOYiiXtdzgkrzOxlNl8ewDXLNO7Ki1GHw47C2HuC0mZOdcQZsKVLvlFMfQHB9Ek1E6fFiHBKoGYm/nOEhGlM6KtJS8np1eLrS+O6607ynaDKJtAViNac61UKRMXKZiGhEwJH09HgJXzCNxapJmOAlCrThSGlsmU2dGrSEeL5KK0AmCXFLd06mEzOxCSFopSPHRvpIOiq4M4kU3ZOcx058SXEytTLwsN0SYaZ9bEdQysU3mU8n3IuIUzVYeq9PNre39YLg5+c+r0T/91QWbjt9Irz/mq3rM6XhASb2yUzF2nyd63Gw0Hq3m/FEvE3jbqRKudRMdiGYXUvDxirETYUUFNxIlOjdByuE6jugdl9XIZeg3XPbD37goj/3xI7vquEEKsyl52cYLsC2bbZ2JRpUxiZnAGzRUXBYVwRh7YxOrWnn/+l82Ny9YC6F1tz0895ZKLi9+/7egv6muGMGM28fZz39F9MvQjVL05+HDLwfFZQw9QloWptWL7m9Oy5cMCJe7jqnFSCCGIyeRzmTf288wzD49vZn8hTZ/8KeBfaS7ZAzznbGGXszgppbz9N2rdE8w++cC/CiE+DYizX6C/iFIiaKibl2Fm2ogCn+jUA4VwRZ9ULdsJcwUSB6YRQsGWjhZ2OudFr9364tLiDmQUwfV78cwF6C0tGKZt1kfuxxoMsQKT/Nigp9CMJjOwqFMlNmPwPemWDexrHWKKJRyqsoQra4j2OsZkBu8hR7TAc1T0lhFOXmngXBldvOFd8UyracabEnDOwlTK2LcLteHj4VKXVWwRwxc1GXWpGxY/7bLTK/706gc66d5mBKZDAK7nUdq4YPKkfOT6tlLiNURNRT1N6HiyAUCsojC684GqlswIX/Mda+WKjBFPUp8cJjp8ql6Lt31fySnFsF6/Oj1W71dnBikpkVVKMo8TNeULEjWLthF95bh531V21ry94rvJeN1sxgSQQxL6iWlfN3IKoNJIJPWu1Zd8OlkYeVWPteJNakfHZUbJj6ujx2i02bC4jWLPIGJ4utEjFlqzz8/ydQxd3xaEPmUxjdHXQyJsIXfbnQ8p+dpQSzF+bWSbxE5UGD1+w/tO6cc/6ruVuYGslFIuFCv/XwP7ckvYHQAVUQZFwFm9R9BcPanOCEjmxFS18zvBWuOLE5TXxqi+fF2X3tN+CfBzjf1qsfUZ27j8swZm68SHp3+4NzH8d92rU0/1GuHUyfsm38ZzH739Pnn/vwkh/nM5G17fJ5Z9ePb7iOhRfvs20Z1awOJ3aRidFYrfPyh3Xv+r+vw888zzf4P/jc9+IfCeX2O764E/aGMPzRc48Gu5Hsx1azUz08wZVzSdROtid/Ch2y9xysqfLThuvcypN29ngO8r127o1Bd3xAGEohCe34Nx/RRK9wKiIECpeICKQKAfGqtNxx2jpRKf1eIfLC60bCWdCsqF6Xs6TtrPjGasSUwkkVJirWng3ubMtU3H2HCMfQ8s67ziL+N2q6km5lLnEZbJ5A4bNd6CdTCHyA+itdfy+anejP6Pq9DSliPusS4xRO3MtQY65Qfv+spxue9N54jLViO4DCCUAZ4W4YRQt0Lo60pk75ti+qqFGPFmRLrd1kPN9WLG6Vwt+eBQ3N+wuC1SHn2LIy0KCc8sM4S+0lV2J+pq0fybutX2z0qtQo0qCZJYwtEbskZD1tHQkSv7m9c8Vd28zF31s9pQVUvNLC6FAzXyh07TuGYj7uGjheqBWiYWOiZAzQkR8czQZG7/kdTarecDCE0nvfbcTbW9e3bbqzYiFJVqfniiPDT0H/5wpbpcbLgkRuLCBrWjh9h1vZTy6FKx9qkp2fJS31Ffop+7LS4aHo37jmNFBp5szCkHerijoQwOq4ju9Gl9Oegk7g441X0sCimd+EX9LEnmQ7aItQK00HHN8Xd5P/uOvHUT8AvrSEopG46IfzImk5sdEk8N8EcLTL3p7G36Wf7vGdH2LIC4TD53hdhUPix3PSpGJSVarFY6LwvwSwPyyF2/qI3zzDPPHxePx9jfAlz6OLafeJxt+YMnCrzK2Z8lUW7y7h8/KIR4KMV2FTLPDQkbeSbeIktGXEoJUdSsY1/0kJWyVyuMGGGuRHB+P5WaSzBwWvYda09TgQolfFzMZSt79R3Nd7sZrn7mePdDpezd40lFNo1IjvHT2snyz1pk20tUoasAPt7OJay5LF1xnqdYcerFacxMU9lu2hiGF2zGB+pXe+j/Wi/7B+u3a+fFr1UsleIXT1OfMtESPolyMyagmPJJVFpfnRFtH4+RfDmSQyqa5ToScfkOpkpl1HQGdXoSgUA+pgKg4oVouerLYiTJywB/00LqDw1ieCpT8WKu7E9/2wnirzSESU13kdecd05vJrFL/vT+kjnq4ogkgfSxRHNAYwmHnJwYD85ZnogtWuwA6IdH0YWh6ZE6Fw2vCg2noqDfepTStevbTx25/qmdmZVfUE273fUbdfuhk14Yc0/INVvOn12RisJAptILnzsruBPL9LS3eKueuVJsOtrNwm/ownBCGWIR/+hGcf63j7P/7evYcbG6eVvcmhn8NS53mHr4/sHEVJRKiWyyJiuncow/84Q8sOtccfWcYRdCYNw3dFv+9M0/+3l9TAhh7uDK+NnfaTP++F9FTVY84HlCCItmbYq5hyKE0DZx4SU1WcEmhiZ0PSYT53FWQGpGtMUWsfp2h9gWgLVi20/3yQeu/HXOPc888/xh83hEdSb4P2jAHw8jJ+/5l7Ba/ZNYpmebMI2RUu7UO2BudeBPhRCvBnwpZbRq5bNvcW66C6OuUOlTiJDUXrzUiHRJ6vhiVK2ZA16L6aJ+7KjviJiuSpU4bUx3npmVq6qOY2STSqxCLiiRIEm3t7AvOOW/YJzhXTGZWhMRBnkmD5iYz7HLUq3sPYC6rI/G2BBhoYjc5iDrHtojI0hDob6jd1w6xbJ1dKRovKWcksvXYWRNqn/Sj3tgCCkgXNuPPzbqGHvy14aThaMhQSlBylJrDUoPPBywbllDTozHYo+MiJxZRhyBsh6h2g7B4CBtj1SwPZ0GIaIRYKxdhNvdSamSR9R8sSC14JWVydNURk5inX8OWjIFYLsbllj60GFcGv9zuUXT9JqovlWvFz+qaqYjPbcCRiI8q3RuJCMkoNQCgkatPNo4fPNo4/CC9cr53+yQXU8Ha3u6ILcP3XXH3vgFF62TURhVxo//gyHbXgJN34mUEjE6/VSH5FjT0EeU+2yUltULlHL99YtPlM9pjbrWFM/KtzOSGZSYHdhTJKuyTJHcwyc5uBugRvn7MZn4SyEEnnRL/uD4e8++rIxoi/Wy9FM6xnXnc43p4ZZrsiIdERc1WTmRY/LXqkkhmqUaG1LO+FmAdtHTbRNbu44db8rS3iKRVCjiyAR1qodmt+sRi9f3s/y7BvpCFQ1L2JjSvmKxWP3cE/LA9QALxcolCdLXeDTGj7DnW38swbjzzDPP4wvQ0wDrl2ziSSl/lV7+Hy1CCGUD5/9r66TcETIQTTHylePy/p+evY2Uck7+LjbunZcpNido8WMweKmCWNGGsjc/Z+gBNCdJmdxeX7rjPp6tom4VhUr8rGMSO1okXYtjSokzU0pVE7qZktmtMZGkKkv0sfSNmtCpynIQO17U5Mm9lBJ+ECxrr/q5Qtj+zyPZtuMKUkpGF3lL7Zq+1JnM4E7WCM5JoBoGYeiiXrAOgKAwheGqLM/1f9RkmVmjKQbkiDjuxNS489PjbaawRDmjY11wEZodo97I4+s65piP7TVXCCxhUT89DVtBNWxUyiTSzdFMrL2fKG4imoYegEhT6haO4+NRjnkB1WlNxyBCUl0YNzIPjL9EZapYFZXve7LxUwv9kyFBrCjzKCgIBA5xxrpkoz5x+nUzJZfZIa5aeHaRIud44aEh87/fGAVeeeLwPQ+uXPucfYpQ/00zYjH31FHiVfOyaHWPV41U6o0CsfUbEELg56bIDnbtcN06PLQf/7IUupOkNHpsqG1QXaQLDQMTR8afmWN8K/DgI9z7xlVs2WtKu6dC8SdH5SP3nN1v+lnx/xxifxoTM24QYqmCnB4syKn35pjYa2L3t4nuyqQc+bnZIl2iv2MBi796AU8+z8M9tESsefFxuX/fcrHhohVsut4SdmdD1vBoYAobW8YZ5Ngnj7H3KzP3w9zO5XckRCYFzcp9nnQxhIkujS2bxYXrA4JUJ73XJkS6R0qJif1x4C2/1h/PPPPM83vn8SzjP5tfUfVOCDECfAN4t5Sy8su2/WNjKWv/pJXO5wsh0NCUVtn91lbR+e9TcuznBlkJ1w/AnMu306SCD0QtGt5QOTSshAoQDY1WXKqvfkTetxNgldjyDOdA/b01LVgZ9rSYUT5Pz5APQvkfM92IaC4IbLYqXEwktEkrN64vXNhhL1ukxQ07Je+++ba2gcQl0DR0HSc1fBqYwsHEonLoBOY5m5C1gNroaRQULDOFuW8UKzJNBMRINGV+0dFiyR6l0owODxe1Y9nNVD7byhBUpxDVOmenGopGQHXvLtRMmqhYgf7WM78pKo3yJFaijdB3vVpx9N1jnA4NzKy0jcti1dQFmlApWXXEgg4tddzYAaBK/bku9S1Vve7qvh5LiBSubBASMMzJrx0+vutl8tiZwZePu5emFgRSSiKCy8WBobdOzIjPhCNjC9TDNUcJVTQ1gJWLSGZ7DAAvsPBGhxBj04TjkyQ8R2hCx25Iij+6i4LplUvu+J9nlDXfHV9vIjWF+N5CGNXD2sz5IuBzv6hv6RhLBMqjvtPQEj7usaWs+54l7K6GrA0tE+uefVTuvf+x+3fR99dp0XoZgIWzUcroA8DT0rS+1RJ2JzTdIFVZxgQEIiow9dllrL9wm7j8LWvYloqTnhtxmcKiJsv40mtk6bguLpL90MwyiGSIIlRiMvmidWJH3sLur1L62QG58+u/6PrmmWee3z+Px9ifAr7yS343gCU0I/a3CiEu/nUi3P9YECj62VkHAqEKFPMXbV91pz6ekM67VaHgKj5Ft3SLPDWqRA13fPrk3psSmSUXh26tPD14//sLcu9cTYGDcueNwI1CCJExL/m71nrr30REKCgYmORjFdKVGB4NNHRMbIpMcbYsrrvEVs3lS1GV5gqCZsats3X4QxFS6jGoZVOoY0WcncO4EyUwddRCzjXOPcfQkjEhXZfZinTN/SICQoL+NsqVKpkBHx7jq4+AqCVGI1fCEg6urCORdO5zketOEF4UUTnYgR1rJQhcGgkIHz5IWd8fBXHd8xuFcJ984B+FEGLH1JWv0kTTj55s2FR3nYggQyhDQJIWLUsJwMejIKcwsPDxcakPd7NoNWdVXhzgyF8KKZ5nYmsREa109fn4bwLeDZCO0u+JhZYAsEKTylQess3Se1G+QPxwEV1qQIoKRWbT24LIx6sX7ioy9eDJP+0c19cv6wAonj9Sqt07kf+lfWomX75G+TYT+xmzaZVSSsoU7k2Q+VtL2M0iQ8JZkJFtb+TnhOipaJmzPyuos58flSYT4FGVZcrkb1UQpQ56b7GE3RmTSepUcGYyQHzpUaLgu9S/1S+Wv2h2f4c4dao4xIkIjU7R+3cACZl+2SqxOTwoH/7mL7veeeaZ5/fH4/HZ3wfc96u2E0JsB26lKbzz3//7pv1hMcTx7ydk+ocZ2q4BmGbss1OM7v9F2x8IH3zPcrFhn6bbF1Rk6ceDdx/4wdyPTY/tl37Z+bJPfsr58U2bXxWlUgwuPIi1exR3YweNS/tofPgeWkZN7Jkl/VBGlYasx00scitD/Devb809MkL70EKiKJBeQv2vKYYOZmX7ywIRhpP90k1cfHFT9tf3qP/kVjKDHiF1v4H3gPz+PaVpp1JLJfuf4zeaAjs1J6TYZrpRz0LTau9GSslk2yGp9x3LN2ppwzQz8UpltOqnDCtcED9pHZ10Ihl2C1SpY4hQBix4p8bkI62UIklh//24tiAyFFLjAZmCpQQijA+f3/mJ9IWX/AzYT1OwaQ51QbdePVEmrJeJk5wRtInwcLGI0VzuD1kq1r41lMEbZ8rHfgCgRtkysDRHnIl9M6T1Z2vFjv721VxiBI5ztpfKj+bc3oh8eVyXWsfsZ4WmO6R5XotWsfIax2m7r7R2ydw2Wl93Jn5v6pXrxI6JGuUHjsv9cxoObaI71c/yL53H1RduF1ccb1B7+TRjnzCxX4aUlkfjThMnMLEeGxCr8HMokf+GLePPCvBjEWFYIv9NIYS+go15pAwcElqA75s4uiVsbBm73MObm/VrQqMoq81YBQQgSJLRq2jnBtJ3NaGbAB4NPyKkKksTAX4EpAFUoakxmbwYmDf288zzB4p4ImJshBAfpxm39it9ekKI70kpn/Zbb8QTQFwk9U76nhQS1E9x+GdPZIDSgj9//ZethQtfOPtZ3nUAaUPgmKRuGfY7T+s6NJekq5SobLCpvqAftT+L0FS8iYJnfTn3b0Gjcv+xnd/8ihBCpGldEuBX+p/2qpudTNfa2WOXHr4/F+w9cHuali0Z0dYH4EuvXtrYrmnJjC7rdbRMC/7AaSJDkc7SlSKMPJxNh1lwjUZ5uOwfeP2p20NTGxMvX3iu2ZXubOwZuUP959PfDqNgUR/L3ulrHqt/ZnDyh5LKP4NTa87YR4xRur2uuesuxVwmFrg/O3nwx1esFltf2qL2fMEMdUodIC/aTHXvLtl6qC7y5EIHR7WwMYRFRRZRUHDEGUGiuqxWhpeFr2hpW/V2pNS9g4eWGUbCFi0p/PwU6TEQHTm0iU7qsoqKiiEs6qbP6edniClZwkKlFH33/r/qCxZ9ShXNakR5OVk2sBI+LmnRdEl4is/Jd6wNtbZs0z1TbwTtH74nTJVs05NuaYzT1x2Wu38MsElc8P5W0fXO2XYW5fSPHpC3XANNrfvVbH1lt1j42YasNVd0hEVD1kbGGLzuqHzkfxRqEkJoGzj39iyd5ykoTDF2fUSYbafnSiEEZVmkQZ020UkkI2qUCQnyIWFCx9BUNBo0ClnRmg6kj0vTHeLj1b24clO8oq8D/BL59x1n/21LWPP+GIkXqegWRCioVCjdNMHQa/JM1j3c3Hzw3jzz/GHxG2nj/xL2Axc/Qcf+vVGRJZ9fsFohhNCWr37mSzTNdPLTx749MvTAyK863nKx/sIUra+RRF6OiY+dkAf2CyGU5Wx4trF1YV/U1oESa87edani7CwRPGk10eVd+sg9e5DlalWOTo20R11LrZIiGguzzBZakfXGqcP3fPENsy/dmX+PAay65i8OA2tnvicxLbMa3VdEhHOWUheGXRsf+Emmq/cKLdOm+NUSxkgRq4w4Vb7+v9Z9YMmL00uavnrTMfVUKXFFlDYJDkrUjSmsq9PX5BzlzhMfvPFdFnbJCRJPOfG92taEYVgN16SUiLBqgphrPmqxWYqItkHtkrhItldk6YsrL3n1W20rvUbPtqEgiE9GIsCnlXZVEzqubNCQdRRUIh7jNVKk0da17suO3aYD+JvSYd0JMBNZVBkxtechMkMmGk0RHE82iNYPMLhsHcqly6gD3nBUbL8htrpBTQipEBIxeU6ywsjk33cOO68D+gGMSCd264Ba2xEiRRSaPzk4lCrZCxuyRkSUNLH/fpXY0ubROJ2lvfVRzURtg+aMfw3b3iMQT6/KMhY2ISETcsRVECda6PjgKrH5X8cZ2unhFiqyODkzOPhanPR5LnVA0krnc0vk5tw2zXiGOgB1Kk01RMgAFOU0IKSOZpdkvqKgxGd+x5e+HXZ2Pasqi5/ddfxrr1vFlpevYsuPHGKbZoMJAxlQpoCF/eR+Vg6sYBM1Knf3iEXXDcuTv1R+ep555vnd8UQZ+zag/gQd+w8OIYRYv/ll/5VpWf48IQSxeNefdfWcc/no8IO/8GXXJ5YtWciKG0xhtwEY0jrPEs6WDZz/6VY6Xyx2CqYH7m/kX7fdiiqVCfOB4/tqK/oXmUIs8sIaypM2o1pWzB8ZXZa/4SEyJxPU/3GvrDyprSTDYNL8yvH7VrDpWuDGx557+uSuNyClr/riUvNUviMzEiFEMlGSZwTXfOmF4ejoB0dSd384XTQ/m8yrSyxXo0FtzBvKfSj0upd6Zf3c6f8qUvxBhWS5Bcogv+wzHR9Ee1ofWsLKzAwyPgx8uPtNz/pAaij8a/3atWitLTQmJlF/8lB+sjFRbw3auj3VxxM+iare8HBrALXS6Ms1y/lkUJva4eWnRe+0oI6YC0g0hUVJ5vDwCfDwpUdGtBISyNoCxUhYZ+yqbjhqLczPPDOFaMsiioRYh5u/a0JH61aKsjhdsP6b/voSx/Vy4x+yib1i1rgBVFS7a/q5/dvLH7/nLZaM/bshzFQ5EUAiRXYyjmrYanTs4UJdBugYaELHks7WGuX/sokFYwx9ISaTVV0YsUhGskr5RoAeFv2XQ/ypJjYNajSoERFiYvkpkb0gkhEh4bldLNQC/Npase2ti1l9ooPeZ6kzsQ2ubJBj8lHOeiklEklVlggIHt13UUiIlABMX3qmhyuZGX7pQieoVbFTqSs2cN6/ttL16jIFdM7KJhEahjRmKkC6iiFMDMwLQ+m/nXmp3nnm+YPh5/oAfxNmCuU8D9j72z72HyqxeEdXMtV33exMKhZvX53KLHzyL9vHJr5l1tADGNgrrL6+1zta+kWzx2mZMi0+dsP/G/vKfy7fP/bTy2tG/eMyCok0iWo1/ctGdxfutsVIQir37H9z7D07/2bp3+YW9x9vfUk3C7+5RpzzqrPPu0isWr3gsPp668d7jmq37P5Z9qQ3NwNU0KjKMjVZYYrR70yuNh4RG5b8afmKpaWRLdbOYTnw39OM/bsSKPX9X9339OMvHjwov2SiTZ0VeS8E3DBOdfdArnDv4Ueps41+8tvv9qtdR7TWFgDU9jYq2/sP7gnuWDzMyZuj0CdVMut5Jt/pSbcCcPrh/35g348+eV5RnfoPsbqXctz7H1kJAoVW0UErnSiojMiBgvGCfJhccA6NypnS7tXqZFGbyRwA8M2I4gvXMbIm8NXFYxPq9qP3Dv8w+uzym7X+vm+VWPihk17ms4ce8fEOz+4jpcRrMxCanjogd95wmN2bDsUO/1l9U7/fYvejTtWp58Yb08nyP7g0CrODEkUoKKioQtNSZC4d4eQ1U3L0XSOcfP4+7v+AEEJR0S6NiSQudeIiRUwkSYgMKmocoE6VFFlNFSqmsJw0rR9UUTtUoc7Zdh0Dh+Y1VmWZuqxSZJokGWIiiY/bmF1hl1ISnmX8dWEQ4s8dK5AhWBYNtzRqE3uOEAIFBe+sUApX1vFw59IeG7KpwqiinfGnzDPPPL93Hk+efSuw8pdsYgCLgZcBi2jK5f7/As8tF4OgUdZ0OwUgZYTv135pJHaD2n5PumVDmImGGTDw8m4vufHcDwyNF2n/7GEyQwIpJXoleMQtjxQBjFwYNA4ePiJ7k8s4a/FbCFBQawJuj5P6gCJUJZQBDWpqnNSHNorz1/j4Eybmxd30b3dEIgVQkNP76rI6YYtYuyfdRoPaiE0sWad6ywv++uTXd/oX7j6kLOsFoKsXLcfm9kPBU+uy+pLBnxy/RsPqQECAP3ddoQxpuzRg8Y5aNtzc8/0nvX/HX/3ob+77l+Z9keHqi1+Zpf3MfRBekLZiLTJcvvTGiTDcnR85+I3Jyf0PPfZ+DX77P17dedWzb1dWt/2/ICgtDo/UcSoaZbVMYsb7oAkdXerESaZj2Yj8HceRuTzlthHChO6PFw5fmdY2vEoZmX6OM+ml42mDYmoJhactHTvwge/0y2NSbhWXHq9TQUqwiSXsbM8/DLYPfTo8rT1PZBKitjxJY/sCvLsf+gnAmDx9cv1Ff35eol3qTsstJJOQG7bH94/f95UN4rw1wF/PXoOccTNIZP2IfOROmsWk5n7eIM4bjGS46rFpeBGyAsRDormBGYBAcQLChSWZH0+KTAdAlRJxmsvwFUoFCzvtE6DhRnVZnc4z9ZIAf7UhrctDgg5JpEcyWq8IhYasRh6uUpJ5BIKq3vB1T+yzh2oLJSIDYGJTpUxOTpQkUUWgdmdFc8xqYFKVZRqy7vr4mzaLiz47xsA7R+TAFPPMM8/vlcezjH8FvyLPfoZJ4NlSyslfueX/ETyvWl217rrXJ6O+jyqqHi8Xh/7jxJGbvvPY7Ravfsr5yezCP5dEIcv7PzZxZOglSZl93eSFLUvEpoWLAehMM/mktij+uRHyTP3HUfZ+B6B3+eWv7ll52T9ruqlNjZ8iTFZRYzG8kVGpP3Lq8CTFvz8pD+3aIi4eBahTI95ces5WpfoGh0QzbeqsaPQU2bX7efDpGdmaqFM7fFIefEgIId7wqvTyl78gc+/ub6UyZztj/BZbuHICW8R6s7L9uSH+MWCb0AwKZhWjKmFJjfXv6EQoAiDWt73jw5n+5FfzA6UcgL77tBO0d6K1thCMT6DvPmUu2fDMr2Xalz8TIJHue0VvauMzB4u7bwdw+pfEUr2rXrFm+yuebZYcf1obHbEv37G4dGVEvlLB+v4jaKfPdGM5k6Y4er2HjGpE3Vn0qRr6wFS+JA9MOIPl7/ax/OWaMKEA6n8ejE5dbb5PSikXiMUdvSztnA3yK8sCSm//9tgaZ3HrYUVUzJBozCX1yUfwpgpvWi22Hj0gH7rRq5eS6r4x5KE0DSWk9UXlvh2vXr1jiNwHNakvM7AuCvFNEyfVkLXpIrl3rxSbnm4Tf5mHWzzB/j+vy2qlQvE6BeU7GsYiXRqKLgxCGUZlch8LpNdRW5K9UOTCNUa+6bIopn1/cWHV37rUycuJSMNUQBAREjaX/1MWDgmRpiYrikLkdtL7/hK5D+yUt/8JNF1QK9j4bFPafT7uc7pZtH12QCH9vO4Oja0WpEwFjbycQEULfdx9pzh8qUB4i1m1h2bK7dz9r1ExW+ncIoTYIqSIA3NVAueZZ57fD4/H2D8MvOmX/O4BA8CtUsraL9nu/yQH937jS0KIrwK6lLIO//Wo3zv7tvX3r7zqW6aV6gQwsZ9dPnrHPw7LE6+NWts/qTdXRQBwO4wDD3Hb1VVKowsvesHr1zztLe9NLd+Y8cIqmm7S6ixkevfhes4d+VRQKlw/OXn33Ex4gqF3K1LpUtAuo7nagkAghECRCqEMUEXzsbs0pisU7x6VA9Oz+0sp5Sf/vn1te6uWWd8+zL5T6xBCIKMQa6hKQIAhJSF+ZZLpl0vJR+spfZ2VaFtgVqsoMTlr6AEwYrptJfUUkAPQSo1y7Ma9jhcTOJWQcuT12ukFc9fuZLuzbebCG/rEsi1TfdFU21VP+2F6ULkwM7Mc4KmGDIUCqoKWSlPd0UuxcAqjGBAQEAkZaFLVcq3txLZvRygqbqOB+PH9bZunLjxVp1rQhDZXgMfJScpf++8b+SqkyF4dF6k5YQGHBLXeFuTiIFFpL+CMq4h8noAQC6fTIf5pIcQPVrRsLRi5hQCokUr5ekOYr9NXT8ux+4DnQDOAM0vHyhrl030sO7eL/h/owlABTGldHhfJRRVZ2gcsFUI4S1hzSVymNjeo7T0kd30XYM3lr/uU26msMe4bJBYlMYqBU6MCSDKifW45IC+nsHGwRFLMCuHoGAjEAkm0IEn2C0vEGquNrj/fzpVOmfy/7ZH3fGyl2JybSZ2lLqtYOCRFxgxlQIk8cdLMtHmDJvUvPCRvu3aV2HyTLRN/aQuHUDafgYI6l7dvYM5lfcwzzzy/Px5Pnv0R4MgT2JY/eqSUATwmAmoGO966cdbQA1jZTksxOt8Rd+N/ZnyvnhzsGYnEim4lqtVr/tDYxyqyONK96arzU31r/kEzLA3AqxTwa3V0w0ZXzPtG7//B2x57nkF5fBi4ZoM474MJmforIQQRUbNS3oyKWiSDIoiTJXLvLcvC9GOPceykt2t0PJh6+9NOtqZ+8j0ePNbKvusl2QGBj84Ewz8d5Pin8nKyKoR45vZVbx9VpEIpOokY8jj9s1yt7/KsI6Vk8IHxr4zty52aPXad2vtkyD9ZJVuVCFroMMq1stSNpo2VUYjZEC0J0lfUl3U2Eo9MX2gdKpHvGKJ05QLCmCKi3HE/kV6kIwR6qGNcfhHV0iThfTvJVBxtpK34oL5m/TmzhW1Uy6KxKCOMoIxTUNKurAWmcDSAUjtu65ZnvRT4mEtjOpIRimjaTV8P0WNJgmhMFt7eS/19+2ktZpnRuMel0WJgxcW0vAfBn57VD+TE/vyjNClm+sY+gPXi3GtnDT2AhdPTw+JrOZOn7h5n/w+llI+KeShPDXytfTr2SjMyDAAdDReJ8mjtHFRUdEwiGVKl7AMiRkKzsFGFRl1WE530ftoRiQSALZ1PLhFr9lQpfS8jW3fHRWpjRIQtmrEYqtBQpEAXZwLzDKwLe8TiLSvY8GchATVZISBAQyMuUjSrFNbwaOwUQqjr2fE+i9h5Pt6REU6+Y0wOFh7b7+aZZ54njicqGv9RCCEuAy6QUr7vd3G+3xWL/+LKKxKrut+GQJQPjnzyxD/ffNMv2tarF/d7biVnmPEsQKNWoLGxG/3gYNIpayz6x1PKWM/+XaNLGy8t3XzHIwC6neyfNfQAupOkNnCEUHo/yE0cfHWL6HC66H+pgqpPMPzVMXl6znXyCPe+ex07Kqa011Qp7axQSlrSebmC0qOhmyVyXzkgd37v57X1X/69cOINr+15rT+Z/NjhO/32+nTRMiNFTFNDFwa6sM7ratvyk23b36CtWvXsh4Si2qaVwlzZrNS3/8t3v6tcOVlwK171jn/YPVcwRQhhttJ1X0pr/0xL2PHns+dTdx8X1dWNSNUthRNDJMpE473xJS0nxeu6TtYBncmntyDXdKEAQkq9+q17PNN3ZHvbWjOMPKkcPCEsGSewJHpre6cUjzaASjqDvm0Z/oO7qeaHR1iZ7CDhmP7WjXZK1z7Ufu5V90+y/6ZEx9KSM+0lQyWiurwFOTGCXJ9wa7pqJyNrzmduCJOSzB31aOQnGPxyTIm9KBO1XxjiR6X45KcP/ej0gV/UF+pUB85WNJRESORM/YXzPnUeT3peRJhbJba84aDc+f3Z/axHBkWktgBnMgwC/CDEr9kynhRCEMgAgaBOlQDfbxfdeihDWWAqiInEXF+yiM0F0GlCN0xpLz4u99/TKfquapEd77dwXhojoZ9pcz0fl2F6NhjQo36ijc73uzS0iAibGI5Qqc3IN1vCoSCnQgmXrWX7LW30XDRzvZcg0YGX/6L7M8888/z2+Z0Ye6AdWP07OtfvhLZLV/cufM2lXzVa4s3UudbElo4nbzhn/KY9JwDaRHe8h8Xv1NF7qpR+OCx3fn3pumtfFLPavqKlMhkMg3jfcuqGhbxzGCPQSJ0Khw+fbBp6gHp+9PZGceqklWpdBOCPj6FW/Zv27fvPZwByCxf/ICPargKwZewlbaL7sknZDOabmUm+f/ZYS8Xap3aw4D0zL1xLl/rfp0XL1wtyeuh/XNuSbe1dja2fi43UM3GRasZ2i5mcfFIgcUrjhfP0hTYdnZu3jZb3j3aaa7qiKGSqfjKYsAuHDr33/h8C8NHmMfvFiqU7uPJGxbDXTi1UwtJAlaTXjBpvVHIPVO85+sEsHX+vosZH1fw345c89c+Nuw4lm94hCLLmXNiaEIJ4zTLiD4xTi41NVmTpJ+lF619obFpOFPrIow/EQiUKqoVRTVF0wnqFFtpQVB1X9aUwjWxwzVZTKLOV59EsI/3S1Rtf9BXGK2a93SLq7UBtcYiIUO4dGlCuW5n0202FmYoPTTGj8n9u5qIv6BjLamHl3gPs/LiNs16d1g7NSuH+vL5zjL0ftok9LS5T50oiqpR/epRHblzJ5he30vXamWeURvLPQogfzA6WkrS8UA1Vo0IJE2tGwc/R9vPgkyLkHarUNAt7xkdfJi1adABVqCIuk6ovvZmI+4Aa5blAvrqs1gtM7e4Ri873aBzZLx98dZfo/3cp5fUO8f6QAItYZpLhfEwmj0WEkz5+vl30zIk+VWWJQIYkzpJt1jHVGGZfnWrf2YGFBub/qXfBPPP8MfC7Mvb/JxBCqFLKEMDsSC6fNfQARiaWtTpSK4ETAH0s+7esaH8BQEKmX7BKbK4dkw9/b9m2F364LbvyQ7P7KU5MhoTCl95QnskPnX2+iYN3D3euv+yaRNfSl0XV2oJgaPiHpwdu+4aU0u8S/dvStF41u21SZDZnZOurV4nNe1K0fExByVQofWUv9/2VlFLqmE+ZjTJXUJCmbnb0X/i6pSuecuuxw9+/+ezzxjI91yZ3Bxn5mKhwlbmVZzQ0gkYVI5ZGtKUTA84J2n88RmdF16yE/fkesWgLoLTS9fyQwM3QujEuUmsnElV6jzhqiEGVEvVOm/j6y7cFuRPPeuChL66TUsrWlTvO77Vib/U74siT0wghsPdM0ljW3YwfmCqROFFHINCrYYvWllzhLFrefEaKilNVs/GvHybQJdOrYpGRalO0uIlbzZOYjkJNtsRH9x5DbGju05gaG0/J1pdl940qRtj8k5gOh9GXX9i87npi0dRff/9jddfeOiGjXoeYXqdyU4L0uqxofyFAXKbO09Cf3yI6uqWU2MS+KIR4+c9Tkpv57rwesfgcFTU+yLE7pJThBnFey9lGUUVroxl34QKEBGULe0YWOMIhjku90kb3X8dJaZJwLgDTPytDAkAiwxoVzZQWAT5xUlRlGQHUqeV7WPwdHX2JhGCjOP8nNSrPAiYNrH4FBSEEJUlmitEPH5P7btgurvjR2cf3cPdXKe3V0K51ZNxqUENHRxcGFVnk7JUMl8aDj70n88wzzxPLvLH/NVgq1m5oofPfz+NJS7eKS24f4MhLwh2xRxpjxVNWZ2ohgDtRGqwNTO2e3cfAOn/2/6rQNEcmLhBC/KBz6YU3JtsW/YUZyyyQUlItj10/yq5/qVI6UJS5/5GuN/bILYeBv5r9vOCq571w2Yvf9rb4856p5249GbZM6Co0U95s4s93iP95XKT6AWwZf/tyNjy4UKw4tZCVL5n1uRbtGvrWtUG3lfzrMPTetmrdda8/uPcbn549Rxi406GhIurMVTkLZfConGxfCbASGaIopGE1ptK7C/Fk1QIBLZVkd0T3u3SsywyMVSoqNSrDUkrMavOlr6GjoROhoWom2dblL2rtXPdxYFdp+MhD9enhB+x1K7ZNisMop6dK6uGpAfPru9YZkUb8SIX4lEKeBlnRrqh+tHW2XY2R02RGBUKYGAFwqKY0rkyHE3vvHA2LxYk+2b5ZCEH7z8YpnS5RsuqnG0tS6XRRnzP0ANa0jx+FKIoKp8eSS4cXvFkTmhoSBOMMvmq/fOiLO8RVc0ZLCIEtY92z/0/L1pfESb0TGP1F/WpYnniU0SuR/35CZt5kC2fBjAzyDWeXTR5n8KM9LD7Hw71IRQ0a1AoCJdVJ71Nd6oQENGQNC4cAXxbktEiRJSKkTHEsRUu3iqKEhCioxGayDhqy7uvoS2aEg7Q4ySdLKf8KZGpWrGfmKomRXAxQp3JXQqavFqKZIupS/zKIYw1qokrpyWlaEoawcGUDA4tpxnBkAo9GeZzBT/2iezLPPPM8Mcwb+1+DLO0fSYrMFgCH+NMC6b9t9713v6vvZRdem1rX+0YQorR38F8mbzkwJ5Eb4B9mRkpVSkm9P7V0W89bxkH6+VMHP1MxjZQxVr4yNdpYadB1zSgD9ywXG55uYLYUmP7hkDz+P4xEdt2OVZ0XPvUzmuXEARpPSYf5L92F5euEBBhYho4xFwSoCAVTWt0g0IUxV+VF6ejAsJIagKoaWize+YLXvKtjKp5Snft/Vvne0J7yt52FT/5xZlS7quQWhaf4w/WweL2C0hHJ8IKAoFLuNO9J1ifNWm3qnkKqsS9b5Gaw7NlzhITr45irbBHDlx46Zk+B6ZzW0LJnx5NF8WazoigMZRTWAbxyzs0u2/q0zJKNr5UJaTjjo+1xs+WF8rhPqHlIoTHeWp6ITRkxIGYXoHz0APbSVUjXfVQuuuoLFEVTM2MssL22BQWmi2nZktJRsQ9Po9iib+opm2mMniIknFu98G1cRVFNAPXoSFETRgqaA7e4TF0LfNGldl+C1FaASEZzefTN6w+qDWqVZWL9+Ukyzwrwc6c5+om8nKw+9rl2if5sF33vbqO7Z4LhTzkyFnm4+YPs/OIGcd5HbeIXBXinVNQ3P8StlxqYLR5ufhuXfy9G/MkN6iREGk+6hITYwsEhIcqyQJ5ptKbgTa1Ebsgh1ieRlJhGkRoB/khAcI+F0n92mwys/hrl2wtyepmB2RxIUKdE/m5TWC0e7j+sIarZMr6+TmWXh3e0h4U3akI3AApyaqZQUTP/3iGBI+I4xBNVWd4CHHrsfZhnnnmeOOaN/a/BzHLqHBp6K8DpL9y5h6aI0P9gguHXSBn9g4bek49V97cvvualmtaMwNaNxDvKd96ytz3qWIuwScj0xtVsPaeL/quEECRl9lCvWHLVoDw+ePYx9Xhq4ayhB9CSSTWytarhW7E6VVmmuDvAP2JiPwOgIWsjJQo/blCrVGXHyZhILALwotqE3YyjQErJOZff3f/0l2e/IYRg8SrroXotuurhO2+6BkgYWKkN4XlfbxfL3xzJSE4y8g+PyHvf/tjrXSW2vj1B7z/qQlPqmhsQKYYdNX3yujBwqTNwqXZDyy1Ti7y0ebmBJRp2SGxhP77fkIWpI++fGt8/ZwByRx8aB/52rdj2+k763ilCATUodKlwxVa4445yoDYqRCxWhULicJGRbQ9RP3DqAVWmNiZE2pBSUjDyGLc/iOtVKLfFEBs3pMYUfPnIkSg1Kk21HiJOjVHcEad0jkCbqhO/abSmFNxDtV13P6Lmqp2G7259dFBcMA5wmN1viWSUM7CWVCndo2NsNaT1pyFBNc/U2/pZvqyb/v82hJUB0KS+Fbj2sfeuh0Wfy4i2ZwLEZfIZI5x6ziG56zvrxPY3t9H91pnBy7ZIVxcPeSe2u7IxBXCOuLTs0sCaKUMc4OOIOK5sEOAhZuL0kyJLJKPlEww9aNPR1wzk85lk5PQQJy9opbNLx3yKLWOJoFkimIjwmSHhiTgptJlUzUD6xQytb+hl6bMC/FyBqT9/UN7ycYDN4qIPzBr65t+I4cZF0gQoyGk3ScacOYbXoHbi5/3NzDPPPE8c88b+16BC8QZHJjYqQhG+9CplCv9Db/6xuB12Kepa5kojltQq40tnDT2Aplm2ULRlsxNBIQQxmbh4LtJbsVeqbW1vtZYsfG/j+KnC7H71ieH73fzEITPTvhLAzY3vz7sDfxmQel8b3RfERfKFOTlx24g89TYDM15k+luV565bZS1a+I+DxXpL/EfHH7FOlm8azU1/nUL2n2w7e26tPnTiyusqy8XMcu3SNdbWnsbKY7rSIiqd+j5fDY4lB+PnAShCEWnZ8npdGH/vS6909vUG56+ySlanQrmG0p7RlD0HFnBW6J+f1tEWt/b03JK8ohw3MTZtQpeSRi3P9Oj+fzqx73vv/Xn30cJZcvZMXZkuE932IB2j5pJCYvRE0KMGflXTSuem0Z7UE9nfOeXaxIyarNCgRovXguZrIGxyBqhdfQB6cFEr4Y33kPSTBDcdY+pDmyMt1aYAVBcknYUfGd9s7Ct0hV2Jrsm3rINvnsQadKk7wdj0+Om/BajJisdsweLmcxRxUu90qVc86VY2iPPeNmvoAWxilwshDCmld/Y1GpjnzP5/xuWzHfiOib3s7Gs3jeTWNWv/9N+AVwFMM/63WTpWS6J1s7XoA9kU3Dm7UE1NVnBEHFXqPTnGMaVNQECSTO9aWg9XKX97kMMbK7S/K0n2BSmRNYFkTMY3RoTMviZMbMvEvk4VKiZWWyTDz6wT21fFSb9CQ0/PngcgwLt3RJ76UkQU+XgTCsp7hVSsCoXPnJAH7v15z3qeeeZ54pg39r8G+3jgAyvwj1rSWVKldMfPKzP6WDo7N/99KtX3AreaI5NeRKkwmE+mezMApbGjRHFdp9DctmzWG7lL+tV8No0cGCM4dyEsOf/1LZPTT00/7UnPKnzvR7sAzIYqlAMjt0dO0a1SPlTOn/wrzx31l7Ds3Nnc8Kxov2RIHv/3XfKuLwshlJ5FT7nJ6OrspQsaKxaun7z7vo9PfeOuPUKIS4BEa6emNeoLB2MJtVnfPpKIUiKbkEmsseDC8kWrLiy7AyQnZ/TUkUGAHwghxKOCz4TaE5kKSrwFLZaisaQjKE6fnEzVE20NMyD31G5P2XVinyKyT44PulSjh5HJOEVl+l9P7v/vX1gKuULp1oRM/5kmmiV9FTcgOSbRE3X+8QuF/nPPL6lRJHnPN7L85EOuYpSzF6poOEIHydysFEAvuHML7ZrpEBoCfJCdcbRUbC4aMVrbTkM/jenbnbklDkp/G8W3tlGQEn90Ihj5mx/+3IqGM/djrvhRg/rA2Xn7Af4AnImcWyhWLmul812CMwnskYxkneo+gBrluxIy+xptJt0tyjjEE13PF0L8pZSycUIeOKgK7eLNXDAZSakqCArkiHFGJVETGp6Uzeh8WrpmA+Y0dGIiKQDbks4LPRp3jTLw0R4Wza1UmcKhJPORgam4skGdqiuRpiUdVKESEGTb6P5/s6V/q7JMWRYICSrjDL3qtDx67Kzb88Nf9IznmWeeJ555Y/9rMPMS/8bj2sn1V7sPPYxTVambPjWjiGFNQRSRyvlUutLx4crpzzu+GU5eu2KztXrlOQC1PgO1v+k10NtaFlkrlr4VeCFA96Lzv5LKLroaIOFVF+NOfXyS6GREFELT2SylJCKaNSi6YprZ2SYJIVATzTz/mWsqAbz9Ez3v2Hiu8yHTFvZPPx5XqodbEAJ0qSE8H7c7PiYnSp0hgVdg6r3L9a3vtszMK7dol1XqYemvCwvUu7r6zn1KImrBr9SpueN4Yf2GodpDf+dsWvOuYGmrEwQTN6o7Dz5QZs3lCZHekhj2yQ0fujH3jPbbui/5i892vvzlw/mf/OSD7tDQo6olHpIPf2eV2Pz8mExd2aBKhvbnA8kVO/Kce35TNUdRBC/aOMX9e3sQxJlmbCgh050N6q4pbWcuN9yQcx2+NjogWyqaQIA1GpCbKoVqa1IFUHeNY/kmeSaHtVFjgYwihNKMSJf1xq8tLHWE3d80MdfGZPI5EeH0OMOf6WXpJXGRvKtKOdzG5V9PiszmsixQkgUJslahcMMhHv4qwAG58ysrMxdfnHZ6XyUdHVoz1MZP1xKk51aJIsKChJvjIvkkAFVqE1XKx21i5wJ40g0a1PM6ZtIRhgkQI0mV8lx1OyEEujQyeSZP1aiU4qSSAL708PFFUeYwMKMW0ZEEyMtJkjJLRMCsoYembn6ID5jGIMfmy9vOM88fEE+IsRdC9AJrpJSz6Tnf4f9nI3sxMGrFGhkQ4HgGnq/o8Uo486uGqLneYGL47eXp0/mFf/H2MxUCHyMGI5Rm2TQhhHXO5X990ez3uhFL2PG2C/tY1lOjEqpSRUVjitGbpv50cUvb6174+ti5m673RkavVzPplwsh8KenB+R4MVz4urfeL6UMG0OnPzT+39/83kfeNPwvbV36l23DaGsbOe9HWSEWA5TTEXpLOzVZ/uZ+HvwvHy8f71pyVcv6C/5Kb23Hz023xu/c8znRkv7XRLJ7KYCu2yil3OjRe/7zrTMDirfOXcxXoFP0Xt0qu58dETTGn9JdTG7d+g3FNHUAZ8h73WZx4Y2DHH/TpBypzO52UD58A3ADwHKx4asJmX6aa08ulJJnzS5z56aUpo9aCDSppXx8zcedHmVgb1ymzIhwDXnFcG+9Gx2TcGrgNklmnZSyNSpUpzMf3N9Sv7CNsNGI9J8Nnq5g9ybJLCgcHzuofeF+29vc6fhW9GB935E3PPZZZ1Zsybas3vE5zY6fE7r1A4Vju189ueeO0zPX/x7gPevEjnd20fcFgaK10jVwgoPX2sQ2ubLpc9eFIYCYJZ1ru5haAhwDOFy4489W2U9aaY5xvnFsSIkh2lazZWyruOTOPJNvXsu2p2tonXk5dcylfneN8j/XqQxIGb1DRcuWyH/zCHt+fC5XDQFz2QI1Wbo3JhPnCSGoy9pQkdyNUsr6KrHl+6EMXyAQBASyRbSLmqxgizMrHzZx8owjUKnKcjk2o8RXp0ycNAWmfialrDz2Ps0zzzy/P35rxl4IoQFPpelPvJqm9OePAKSUDaDx2zrXHwNqPTyCYPvsZxnJMR+vXxeGHsqIsjf5uXL1dB7Az0/fYrR3rhVCoNRlEBRLDS2VjIfF0qRy0yMPbvvI5Tdu4RKvMT0yZDmZZQBR6EduvXi0jcz7EyJtN6VJXSqb0kvjF2z9VJSroLVlXlH87i2XB8XiXWo8lmkcPL6/9cIn3aDFYjEAzUl8Nb5y7erKoX2nJ0f9AlBY+eS/CPzxGlTr0NVGUBzYN3l653sm5UABYM0Fr/ovvbWpU69nW6j3puNqrvZ0us5cuxBKaXaJf6lYuyND219ICPNMfGJMDu4G/g2g6zWv/eisoQegv62lRbivnDEUP7cOwxG55w7gDiGEesFV3Tect8182uiw4J8/kJzOMbEPyWITuy/EJ0G6IyToCAgCEIdbROsahiCUjbBC7ZN7OLTT2bblo1am67rYvmkyXx8hwFcs0r2WsFWAVtm9qnH38Rccv+vGX1gEKrNi67vjPUufOfOxV8roA8CLhBDmNZc7y++61xtZxUXvNrE1XRjESPQLqXy9TvURDW2DKc5UgzWEmTSlPWfsV7LltZ2j9oWqUJFIKhRJiEwcuAYpFqfILldmihGUZL60V963c+ZQj5JSXiu2f9SU9oc1oRtlWXh4nOFneLhXGNJqL5L7wSl56KgQwjyfa55qixiRjHCpz408Qxkym4YXEqBhEuBNauhtNVlBIqlS3dWg/t1Bjn/8F92reeaZ5/fDb2zshRDLgFcALwXagIeAvwO+9Zse+4lECKEmyfaVyI2cncv8q1gjznlNjOTlHu7AIMfeNy3Hyj9vu0Lr5G5nKvYiU9jClx4SGT/NketSsnVDg+qBg9WHZ3XQGfnqf7y581kvHNBS6YXe+Oit9d3j+7WW7Dr1gVPuqqGF15vCdAAqe8aGCqb5U92KpaulseuP7/vu984VV30MmvKkDVlDL7I8/tUJEkYbFd1fH3Usesn49d/6OEDr5U9+2qyhB9BSqVjSjT0L+MTsd4pt+/rmuSJm1AYPfWdqeE9x9rO0jIm5/8sIYyDnO665otF6GqujD9+r1iulkQ8D9IhFvYtZfYMlnG4AS9oXtoiObdNyfAogLBaOzS6RA6iTzfpJBubSX/UcpJThOeLS4HOkhYKCIpRWwcQBHcPwcfvStM6l4JVlQfNwh3Ny4gENvb1C8bt1ao+0br/kB+Lp52/Qbz1A57A9o3nfAMTcLLZZQEid86nbImauYsu/mdiXhQQnphl7rfbsK3vObpuqW91v+bPM8j239t2wcqmx9sSAd+r111VUOTrnUcEmtvgkB7a30/M3UsqrYyIZD2VImZxspfPra8S2/zzAg2/ewsWvmDWyQghUeSbvXcfoFQjhyQY+PgKxYbXY+roD8qF/fez92ifv/2SvWHqHIc3OPJN35eRECfjqYzYLIqI6kFCEQiRDfOkFFo42yWgpLhMz8ngCj8b9OmbZFNYVsztHMszfJ2/+21/17OaZZ57fPf8rYy+EsIBn0pzFX0xz1v7/sXfeUZYVVdt/9sn3nJtT5zydZnp6cmQYMkgSUCQIBhRfRFBEjJg/A2YxB8SMgkpUBAzEASbn3NMzneO9fXM4sb4/bnfTw2sABV/F+1ur15p7QlWdqgP7VNXez94EoIsx9m+fu7qGmipX4NTfuOE9oYjCQDstfsMhtvNJAGig9jYV7hVF5A8cYwe2z71vPi1/YxUavjMzk+IZH0HpI+c4Fl6zcnnNm5o+ii8T5VkWPHgEEK4cRd/kUfbU//qf4bQq31cAoI0WnV0B9awMjjyh1c77oQx5Ngubxty1Rzf9/rXjbHDzzLEsUt9WmPoFC6bAgWdeLkSKqxoA4HUiMLLV586Une89tDvQsIBxjdUEAOzwEHyDjmtOU5CPDd8iav7vCLLqyY4cPeAdx2mrVrz72mVLrtkyMrr1TWJV1edld2Cl7A5W5mND2WBe0CQSwO0cga4MIsZGv3i4sPlHAOCCe8mMoQcAF2lNGvMuBPAYAEzeddf3SZLrZcX7JtdwsSb6WByMccgj94K8tTnwwbkOeDz4QBqJ76rQVhM9Z7AFiCgiP7aTPT2rx76STn0y6w8vMokgHokhjRQcxuCGDynEB4KsooEjDik2tWESI3fP3NeK7vcGEHlTETlwkOqCqPjqWHz0TiVY9RpOlHhm26w4NfbQ+Ze7P9DVUcr41tYiN77ppsmhH9xUXTvTXgPF/SPo2znMjl3cQO1tQVbxCx78sgBFCIDfx0I3cKARC+Zxy+HWHGEjA4W0BNkxYbinve95lbm/1kaLeg+zXY88v78G2ZHtzz82F8aYvYBW3Cww8VYRoltH4YEe7L1ZhhwYxrFtC7H6JhmulhzSG/azrbd305qPMcZOn/moKqKw64WMW5kyZf71vChjT0QLAVwN4EoAAQB/BHARADeA8/8TDD0ARFH7Hh8FTwAADZ56m1mfBrC+jbpPbEDb3TIpEZMZuU5a9tYDbNtdM/epcK/k5uRvnRsyNYN7/fLuxtWhD7q7PP6cOwc1V/KMLrDcYA7pv5ocBQC6aNVNtWj5Ak8852ehZNYd8ul8EvK0sluOy01mndS+uZ7we7H51k4sW6/Cc0GAwlQUjh9SGcqsiEuh/2i/69fbd7EFscXkMGh7YsWk7YRX0Cm3FZDbvQ9bvgngV966+dtcgYrqKjRdEwi0XDJ9+6scx/z4jh0/vC7UsGS5yxtZmE+O7VcRvV+CvFgADxScAkNhVka1iPw+nRWnZFJKyX9YYTSP7Gws/fQzfJiIProAK99VhLYogezOfdjyjb85gNNkkfqVxjwn8iQIJjMKaSR/c5Btv6eJ5tcrTPuUi7SSlzgyU1OY+OjMfUQknIBXLRaG0zB6R+Hrt6FQGA6zkUICec3pn6if+pVyOLZryh67b64QjlDKdTCrK19EbtXQY786h1lWSvZHVunp2L7hJ+6+Q7yh9o65bW3vsg6Nou+XHhY4G3D6pjD5oZkx7GeHDq+gU/fy4JfNaSMUpi0ZRf87RSZvECG5dRQgQkKeZUqJc8APD6Dn/9Wi+R5MO2jyJAgups0H8L+M/QthH9tyu4f890tQIlMYP/Q8ff9Pz712DzZ+thurBYVpy3QU9h3DwY/9I3WWKVPm5ecFG3siuhDAvSjlJf8xgO8wxo5Mn7vs5WjcywUPXpv7m1AKDvYhdLVMSgQARJI0HwteIzdVP+A/b93/8HGzy6+aa/355zS+TRgH5pYTecfl7w9eecGns4ok9k4dQ/2HDBi/K0KP607i8ORPZ+RwgxT1euBfrqPQN8YGZwVG3PC9gSeeAwCZXP7s4Kg5tbpRZIoApPNI9w58dV686/MavK9bTWfEYzT+gWp1fl00X3ehgdISOD8ch1lVBdHlhmnkM6n40TsW0dpPSZBrO7Dk4WR24MLoJvvjHPhAGulsNRpvzCMLLyTMrz7nJldHl58ITiYx9DkRSmju83GcFF30tqXnNL9W0QYe2/P7qcHRXBN1Xu4w+2MceE8aiZ/3sD2zs/Ih1tvbQUve4GOhdzEwO4X4F2Ns9H8pA04blFtf7DjuY1u+206L+11MW5BHZtNhtvupq6/0LXvN27mNd323eLKfRd7kwO7pw8GvTMfEAwCaus4/IcdHTMXmQXfvhsJKe+Yc8ZCZgvySxvXqud3ri4MDzxR/d+/9TdR5EgduZQ7Z7W54xhrRMfsOBFg0UIWGFUNP3n0fSo6oAIAvfSJye0ujeFY0LAQTSTu3Zaf+/YNsx68A/C9BIgBIIzHihQ9TbBwAQYaCIvK7hljvrnpqXRhA+GcqPOs0eGfrLrKxzcfYgQdW0KlPKVBPBgCTGbk8Mhv/Uh0vlAxLxgD83Q/36WRLZQNfpsx/AC9mZj8jt3oAwLMA+l7y1vyLSCL+E5W5L5bJFbWZZWaR+gEAOHCO27u3YRdDbzj7164FzecCgN44isSXD0A0eF1H/r5JjNwAAD4KKc3o/F5jwH+l+eQuLvHGdhQrm5CSsnCtLcL5gcP5ELwpTFW3u6A57VjyWzd5F6ZZItdCXV86in2fYozZFkxrbv1SzhGMqB9ytAIAoCRjr4rEpZlUoVFI0t3K6rWiPjUOfl8/smYKlOGQe+apw4U69x0GFX8X7NFvCKL6jUQED/NfOYK+i7eyx98CAKvo9AcKyEKDB0XJgL97RQM/raoryZ5PT/Zs/rKqRU/hOZGzLN1Ex0Cg66rFD3I8h/DC6IaKJVWvGmejBwG8/q/19UG24/cA/mrq338EKnWAizGWP8R2PoTpSI+7vl/1iVs/FfmISyH+/DOLf/jgp3dfsGl7UZ+PZdcsp5M7c0g/O1GpP97SfdEvZZcvCAB2Nm0jac9uhDMwMFfJZ1Cpq19bn637UQ3Cr+VJoBxLYwqTjwOAzgrTS+oMGrynA9g8t43v/cTkn99/fXCdPum/4dAzofbJodrTP/uBlqcHWe/wzDNEUbvYgZ2bZCOHNXhcFhwEEQGBkMIUCsgdAAALZjSM6nUEQh4ZgBHSSPxqAIdvAoBR9L/eZtaHeAiBNKbumvvBVaZMmTLAizP2vwXwPyjt0/8awAgR3Qbg+y9Hw15OjrA9mxupY72bedcVUThyhO15AgBiGPuCxOQ1GrxdBeQGh3zDP1Ja1z8XX7+oCqxpFPIhU84gmfQhdGErdQ83o/OzYapaiCRgJ2zgC1vBe9zIT8Yg57zwUgAMTKlA7WckKP1u8i7MshQ0eDUP/B/3IdBNRJc0ofPHEpOXiRBhQIcLKmX157KXSZzcMDcyj7c5EQBc4WoUajPQjmUQx/hdu/UNr2c9zGmm+Z0Cqi4pIAeH2VCgCSo86zpoiaBAbbNgFX0IgohgCxzE5+TzwQuyWGCZR0dHt212uYILk7mjmZWfbPgyV1p4QHh+ZF3Tq1ouAvDzl3Osnk8rdS9fidN+LEFpWU6nPDmEI68fY4PxumrRv+nhug+qrlLs/fo1rjPffJn30tz2RY1R1HyCIw5eFrzeTg1/SXb5ZmMH5M4FfGzoz72apbbYsJCtFBx9eS0nP7oflCrAP6W9eiaWXCMvGGMnj6L/Dz6EzpxJJCMx5RNttMgvQhqX4arMIf3IIbbzT/d/q76pBk1v4UkQg4STOcY3ATiDiPhFWPvzECovs2E7C2jFV3QUig1onxXg8bEg8ki/GcD9ABgwrbQILxhjGEHfD9IsUQCA6TwK7/qXDUKZMmX+43jBxp4xlgNwG4DbiKgbJaN/A4APAziM/7DEFn3s4CEAh+Ye62eHjhDR8jCqOlOI9zBJ5avTuQQX9gcAgBkmrFQeNmBVU8M1jDGkMGVKeC58rIgcIlNeYArIMxUylQzo9Mx6vYHiHTOx1TNe1kFWcVEbFl04iCPfDyJ6gQzldA1exJXEYb4i0jZTdsHDniqygqSQWsUYgxlWIZdsGzJ1vD4YTT4wvGnDFTP7rCFUft5HwVkLnmVp6Ch01qD5Jo44Mpiei2H0gItpna48h0z/EbgaSo7w6cTAU6nY0acGE/3FpoZTDkej3Q87+STNiLMxxmAVrBccxfBSEUDkc14KLAAABa4zbWa+F8CH/tK1Ow9GGsUli9+bcWlgk3G4e9Kcp6BcocfGIIdL+YIsWx8Zqc6dEhvYUPTAH5RPPOv88P17bqk+AMFhDgqlFLOzEAgJTN5VgbrZ9MIiSaKb+d4XRHRmnK9vp8Xnu+BexpMw+26IkJZ20JLzu7H2ljCqFhAROHBcmFW9dz+2Xcnw/Gy43HKV3FIBua0RVH8vzKquIRBiGL2jH4f+/BJ1aZkyZf4L+Ie88RljuwG8k4jeB+BilAz/a4joKEqOQQ8D+I8U1pgOw9sJAG20aB33rT2ZwoVNAXgkCMMcrIDbcI2XDEAprakqmjBgMRMCiceXBed5pVNlGsn9BO6IF8HZ8DIiAhhxeZY1vBR4dS1aLicQjhb3/7Kir/Jtsi+y1synDw8fevzTQKTNx0IXFjXUBVtOvAyAt4AssqeEZb6++eJAs3IHSrNB8OCjc2u3YcEN3+oZJ0OJZE3S/Kmx7OCHNLhPKO4eG0xhqofjRX18cNvP0on+IgD4fA2XebTq2snf6Ki4vAjBLWBsy8gvt31t0z0vfqf9n4MHHzj+txgAgMERM3nn96u+8OoztQ8rCsc9tbHwx00HzjzNW1Vf+jzxVyCf3QF5VKnhtx2FXp+Axdm5OMYuHu/fMkhE5D7vVVdJrujJtjpmWFQUBPBgzEHD6kEW8IM2P8sjm3QOBlFRmUNqlxfBRQBgMB0c+Nm9dIlkxcXc7ywi9wOb2TZPPA8ABWQOV6D2J0UUAsfnrefhQ6BpHEOPVrK6U6c/KFCB2toMEmsGWM8TRHRtDZp+SuCEIfQ+dZxUcZkyZcr8Hf6pOPtpsZyfA/g5EbWh5Kn/JgBvB3AngMv/6Rb+H0FE4mqc+VP3QU89u2USFmzEz2sBaqokdmAERASdFZFHDhIkGNCRYal4AdknVOZ5DRFBgYYpNgkJMiwXh1x3FS84kQ/37n58fa1e8+0gq7jQhA4HdlKGvJSIfsMYKxDRjwDQ9Az969N/M+wFsLfyzNXnml2HzjPtGi/qfKBoAAQQH/BWA0DlyjNf76uBqA6XxFAsZkKCDAP63ATl4GprVuuB6N17n7nj/L/WF7ZtZAFA6G/C6GfSyBaHe3Zu/cMVL7fBqabGaBAVF1kw8oew8xeMMTuD1C9czL2YJ54zmJ5OI/6rmuZ19eHqhV8WxMsbvnXnrp+nl3B8vrF5gccjHBevryvORBBqlNcFKD0Z5FmmOIA/bAKA6nWv/qi3c8knieOAqjrE+N2o3JzFRdeM46aP54mIsG2bY3/iyrYOI6V9ZpKNbJpgw49p8J7Cg59NjQuUVj0I6DjIdvx2Aa241s18F9mwYknE/xSm6p9wjEOKTcFHQZTy1mfAQehNY+phL/zPcuCFACKwYekmjMnpMhmAZ17O/i5Tpswrl5dMQY8xdhjA+4nowwAuAOZqqv17Q0QiAHtumJEMV1CG0jh9HiIEcKkC0NGIEWX7A1pRPEmB6glQmHOYgzjGDmWRurQX+3aLkPZrzNvB4CCAMCYjBdAlp8+sB7cGIsr1+37/w9cswYlPhqhiHQC/hwU+sBC0toOWPLgGZ97AwLiuwOlbEfEflXvj8yVHrCgiv+EQdt4QPenVb46ctPTbkqLzmWdHoXsk0EASNJBI0P6D+2vOvPRz/vWnfoCTZAxt3gvX1iHmTQmkQEUCk/czVb5IMjmvEVLBd86Dkp1c87f6Z3Rs+7dEUTvZ4646yzLN8UIqfePLb+gbwg1o/4ObfIsYY3BBexURXckY+3I7LT6sMHVeDumnjrC9Wxetu+5+X6jx1QCQUrHCOVGFi+egd8bhPmSDOB66mTES1thNGlyfUOFpKbAcTJjOGpw1vpjW7vGvmHcCuNnQfBTqvXZi68Dwa96crqLpJDzLlnF82/Ik9v5ZQxhVq1KIm3lkjqrwBAzoco6lVQLBgQMBwmEA2Me23IbS9hciVB0psOxRF7mbeSZgio3bBN42oP+0B7vuYow5C2n1R70IvD+PrJNG4tOjrP9vhmuWKVOmzAvhJdfGZ4yZ+DdXz5uBiGje+jfdumDZm6/mUnmzuXr9t7yjti1Cqm1E+0M5ZJ7wI3QyABQkE6ZXYoUju+7sKz59xRKs+4JC6nsBgCMOLqbx5oL681dop32vODU+avbGOAly01TEEoudVZirXEO80KbCHZChhOe0BR7mO9GGe61GpYQscso+Nw8LPhYGCHDD12Uza7ioBa53Ho7x3q0GgkxA8sEd8DoBcMQF8qzixyPz/W6ulPMEwsouFBXFVh88IuhImAAdzC6vvcNXMe9aYXq/v0HZbt3+k8BH+/vt3f/vY+n7n99PsfjBLBGdo6nRqlx+Ymp6RedlJYDIeW7yLZrpGz8LX+6B/wMAhg6xnb+de60gKq0z/2Z+YDp6EdypQYzQYQgUhFXDS0Z3zbyBL286xcdCZ6pwf9BHoXkAoDL3KZM94zBPfk7Nz4rK/NhNy/hcoWcUEOuBUkbAVLz0n4wJHRq8okhS8ygb+GAGifuq0XiPCs/8ArJ9ScSPi0kHgEk2MtlMnRcEWcX1AGgSI98ZRG/PtD8MAGAP2/g5IvoySpN56/lllClTpsw/wouJs9dQksN9oeQYY5MvvkkvL0REnVj2Ni4cvmh+12VhflxfHj5kgCcOQRa42YIJF2nwMP+Vg+i9ymLGsxx497g+/PDoIw89ZZt6Bvg5umnN1NxyLcGhSKTrUxzHw+2uQso78MT2vvvX1626+FckiesZK8Xn2zsPoPqZ4fPqcPJYEvEejZXipm1mo+T+xc2uB4vgwekmgOd8AQRe6dbkcETqn4TABDDGIDF51otbJXejfHQqiflznrloCe6SwpqoMvcnd21+aAlWnSOKirurs/bZzEfe23uRpimXFAvM/uJX/de/78bkd5/fb9Mz+b+Y2vXlwISZnukzALBgZk0Y6b90rV5IbtC8lZ0AwI9ztp4tOoJbEYkIToMLdk0ABEAoeloGWe8ggNvX0FmfmLmfiKAlgcI9m2FINlxDeShuBYmTKqrv/K3+FoA+qroo+Lv76cD+HUoNIVnFQxRd086XEiR3Pzt8iIiWhlDZkUaix2DF/F9q61F2YC9K21x/lekP5jJlypR5yXgxM/vzAfzVZCB/gbsA/NuJ7XRh1Ue1UN0n5UWLwfECips2g582lCJJMKdl8nkSRIkp5+SQ/s0UJh6LYzwvWtKsZ3YfDt4qMnG5C+5XWTAH81XqJg/Hz4rKC6LSlo8PjxPR6YHmxcvUunnnCoKruf6Z5MUyVAUEhFnV/CEc3R1gkW4OHFRyI82mWJHlSSEVObcNx+NGfiQJALBgOSmtkCQ2xhkXRhFPWQg/MgEucfyKuj08eqc1OXGVEAjI1sCIGdwyJs44lfPgJb5g4cBj33sbANzz29DdmiaJAKC4iG9rFy4Mta+8J9S+8uu8onaa+fTmiZ2P3pAeOvwXjdfLRQ923+uC9l0fC73FhpVLIf6BAsvNGnvfSevrXS0t/8+zM7lcHEz3jscnv+OqrFPymfE/557M55TG6Dl6orBA6mpbCwDMtJgxNPHkzP15ZO7TmOd6IkKRFTI2HNvTm/MTOEikAVlAvXvE/oHJP/G5rw78BADHGLNvvAXoptWfiqDmIwBQZPnRFKZ+Dcw6d5YlY8uUKfNvx4sx9nsB/L0kFzxKudeb/uEWvYwQEdfZeuGb9VAULr706EwSgDle8zPhTxmWQhQ1lwkkvD7AIv0t6PLIULQFtHKDCvdEC7rGBtB7UwVqdgoQ+aJh9GWs2GX5CCcBgDk5eKSz9cLXN9Su39fX+8RGABvDVLlAxNrXY9oRmyMOIpP6Csh3S5CQZHEQQGlMPZFQMj1SU8calk6FNchRgURijHF5x3pD+qRGcLIIC8Col4f/+zsOMebUipDVDJL9yam+T8V+8PR7lGjNAkwkeoNYdT8odCJjDHGM/zyOsVnlv3zueInjQp7Fgu0rvuCubrmUOTZkb7jbaIoXiOiGf6UH+HRd14okfcCCqT8/WZG6ZNHPI38YO7HioAAguCA/lbMKR3ZvBlK3De/c/SyA+4iIr7jhdTcJIV+bORJ7ZuK79/0I3yndvxvP3tCJZbskplRlkXoog8SkCs8V86jrMzN1KJYkqHA3MsaOAZjJT4w92PSxVnRvV5hak0Xqj0fZ/uNCOMuUKVPm340XE2e/FyWD/xchovMAfB4lQ/8UgC/+0617iak764p3C+1LmpzeMWB6oZRvbUYiuyMrWrxqBBVOV1zISSL4cd7yZEpC814KNuRZBg4cRFF9mkAiHOZAgPAGP4XDACDGU0fjXVJWCkeCbGwKEU/LWpffc6Jp5rMd81791kO9v/0dgANTmPx1iFW8joiQ8BYyuaC3NmpGoQ7lZ+PuJ9mItjf/5NuIiJbgxN8IVPEaYDrUz3EpmTlZYa2GgDmlZR/Ul7e9x3LzcB1VG+sPcF+dZEOXopSBEAGKnF3J6i6wYBaOYv/jc/vkoQeLn1AUavQHuOXptLP78cf0D1Pe+DV3/9OQ4gWYbgGV89vfGVh5TYs/2HxJcupoDn+D6pOXrvZWVH+fInLAjnD39XziN++eTvTzD2Gy0tL929/kb+psk5YdGzD3fe37yaNV73n3ssBBAzMrFirTBICtleH6CRHNZ4xZ0/V+Ybaw7zxX7rQz5g/m1hWlmu/nWeaNKnnaASDL0nsySG7D85j+ELn3H32mMmXKlPlX81KkuF2BkmE/CSVhnQsZY//LyevfAdkfXk7Ewa4NINE3CSFjgx9PYtIaeCu/fPFC3uf9iCi54ZGisC1TyDy1A56p0jS8NKV1ZmPpdRTggiecoDhER4TlQrMULrk0uIaLcPF+HgBEUXWrFfU/7jj5Y6QnJh46un/z5wrVgfN5XlLYvBqPrOtL7d/tmzX0AKBA1YiIurHmWyLki+Y+AzNNsIkUKFpKxMLvGrTCUt17qC+HzLpaFK7ohPXDx9fOvSeJmCX4g4naZOSzy3HKbyyYEw3UdkU/O/zoHT/LjwI4aya5zmvOBxb7z3IF0l4AKpAE0v0j8C/sPsc01l4L4Et/rX+rqTFaG+38o+9Jl9uGjalLuOub3nt+D44PHXzRfPbm8AkfvjF4d02lUBGfstOtTeKbPjNi7il6sUqaXti3p78nZLhaJMh+vABt9+czwYZjjdRxbpBFrwGYM4nR70yngi1TpkyZ/2j+YWNPRE0APgvgUgDjAK4FcNs/M4t7uTHSU/tcFfXgFRdYRw3MJ3bB3ZvImsjvMprEm5QVLbCIUNw7iopkBfS6AGPxBCV9SfApwIYJkSkQSYTplaCHFYSOiuCIg5IxkX12b5Ff06U4dPxqNymyS/T4IXr8F+mpWEZcNH9W1Y4pCkyVA2POrDOaDaunCZ1nRlB9rQMbWZYCgUMR+QOKqdZWfmufJ7FYyxX1TKL2abNWc0pGWbu7D8PXuqE3eBMz5VcuOX1+x8Xv/43ij3Saw8NQn+iHt8BXSlAeXLjiLQ875BzoP/zHTzHGCgAwn5Zf7oG/HjSn/WZpSHlecv+t/g2j8jLfpNsNlIRitN/lkH+/2vBixkhb3Orxnrb0ahJ4Kb/ryM+TD28eXr/GdU1NpVABAKEg7121VLku/6f9V4ytCH3f2pJbJeQdlTMdcpMPSRbfYECPNy049xSXGlpcyMW3Hdv/4JN/r94Z+tjBXvyVZDVlypQp85/Kizb2RBQE8BEA16G0GP7/AHxxbvjQvysDD/3s8w0cr0mCdgE/mIhqu8ZGJpH+QqrbI0eXzV85E3bFuqqQfTIGWs7R1JVu0M+K8O4uBc/F2NgRkUkjxvz2VcqRmDzjBS+QCO2pYzuto7FOLue4YpJkheoXqzkrYWWQEJRnU7CDKjifUG+aUxDFIADAmBxB2NeEfMUg7HTasgrZh0YDU5/wzFv6k5jkBz+aQOAoDwaGHux+owtaVplUO/N/zGwLofJujWpqZ55P1gVgLMlSXPKLnSvf+BFR0prdvrp5rmDJU12qq0d2QQ7WoTHwhqy4oF6oVDZcSJwQAnBNLbXMn4eu7xvQ3TazwJMAk2ywyiiKzngxkTx0z1/r21pqWeiBr3XuMYd3UBiI/eGFjg8RCbWfufp+V3v9KfZwCmKe/x+ta94Jv/80jgtBs22YyT892gvgNABope71PoReH2NjmXEMfrF10cVXRGoW/YAXZNkyi8XWxRdf1bPzN3e+0HaUKVOmzCuNFxN6p6CUbONDADwAbgfwccbY2MvUtpecerTVRh/sXydCrjWgbx9D/xsHWe+gtnDBAmY7jITp+SxjyI8PFBUuYyi32l5hyEEReRRqFDBP7byBXM9nqlTXKkcRMLv5DwCONa/qqOQDAJs50jHuwWNurqGius8QRCbAYlPQF2QbuCY3dD4JThZgtyStCbNCcKr8scTo2KXjOx9/tHPtVds9rQsXAgBrZkjpm4HhSZZCvG+SjcQwnYeglbpvy7HMMo08BABZuQhz0+7t0XDTWeHqBVcAgGYZmBg8AFe0FpLsQaFKRuaSk8CKOqSNg1AAyIpvJRFRGxZdJ5LkFiGhwHJgrAjrNTZ8q7KAFlMSfwy+rWLxad8e3/nnA0ApjLH1HesvlEaE1zW4Oy6Ss7KSYJMZP8IekzesKV/yW4M/eOZv5lUnIrEZ88+wYRe1NV1ppbX2FP7JSdRs9kJEW3NIFP90+y9+95aKKL+utUlsHRqxRp7cWLhl1dlAKy08VYE6z4K5YSt7bDacbclJ77qcF2QZAARRUdze6stQUnQsU6ZMmf9K6IU6WE/nrP8lgAKAb6CU6vZvcYwx9sQLKPcBxtirX1Aj/glCVKE2oG27C+52BzZccCOF+A+2sSfeBgCRKy//pnvxousYAGfjfgiCCoylWMMGnQSHR383A3vtGhDHwUxMTXHPHJ0Kqg3zuD1HQOkCilyhR2RU7S/6tZk6cywNU+XhL2iwmY2pNhfkqnoYLgeWYMAIJqCOBQswWTod7/uMtXv/b30IfJ9bv+IMqfG5gIbi1u0Q9w88sh1Pnf18j/guWvmgF8FzCAAPERZMFE7qyLn9NbPtmNIHkV8ShNibs8xaSeCqS2nq7WQKVVsF5FLDv7Ce3fpYBNW3ObChkAoA0OvzqLgtjOQRYHJbKzheg5nPxKeObLt4+Nn7H+/+xLmfjZw470Mcz6F4IAm6eQpSUsQQer87jqHPJtjk4N8aEzd5xXYsuS+AyDkAMMYP/Tz37XUXVv3IcbvxnAT+aGz3dYr22591dcoLN+xstKG0tfIHBrur9aobeRKEIsvH4hjv1+B155DeiGULQuGarvNm7k/Fjv5419PfuerFvzVlypQp88rgH9mzd+GF7WneBeDvGvt/FfVo/UwA0fYi8hAgooAcBAizCnbFOx76fPU9o+8oLoiQednqmf1zGsduRJ9IwFzcCK5YBK+qEAPBoCEdPlzYu8trBzXZrvc+OHjg2avaPYt2oYgOAHCYDd0rwO6oQ5wXkTEnENGaUQwQJI8fEgAx4wM2b3cJquryVEc/JyBxgwylpTCeAhpL7XIsE9nk4M4kDl7yfENPRNTRfL5khOqAfBHa4SnANGGb+uyOO2MMjmOCD3iRxbE+V/Wi5/TiOWKJ2OE7EmP7b6yH9/MSyTBYEXmWgQF9HKebvyQ+fH3ioE/g+NK3g6h6Qlq04S0AHnc3hd8wk/JW6fQjvyIF+hNBYdrI3zP0AFCFxvMDiJwz46tQYVdfufvOZz/KrOWfLLIMJ/IKeE4EgbgtO4uZ5q7zpEjD0l+Lkhou9uQdTi9VrpAa9rNwWCMPfCzYntg+iDTJMckf8Zh6ekd8fP/fCxktU6ZMmZeNAEWqFbjqxjC4gzFm/F+04cUY+0cBnPIirp94kW15eSHxhDzLwE0+2MxGGklGgLqMTvr6FCa+m0XqAF9gR7iQv3VuRjKzUkMGfai46wgkow+JTheKFy+Ff5RWRyZUOOM2RnH08eCqNd05f1XaORyzpMmiQFkdtGoF1EDJQ18wK5Ae6oda1zFbtuj2AiTCO2ojNdKrOorSYkoyxEPjsPWt0CtV5JQsWKPPlWFUAIAKqm2sQ+t3JUiLl0injlH7om7J4wcAxLmdcKU1FBLjfbzi6uA4kbMcHUarBwQgcMyeZxiH4Kxrh2OarHDs2Of7tvzsQwCwkFYdZIxBIgUSFBRZ4c/bfrDhxuo1dd9wR1/9Y3clTpxpN3PsPAA4pp0CMOszwDI2MiyzfRLDt/3NoSBSREhCHVotACilks2BwWHChrGj8dONY0p1ZYuTyYAOD+wfndzxcwDwBBvegnQ2bO/cCbXAcTmk4WLu4yIZiAgi4+HfGg/34snL+nHoV+UMcWXKlPm/Yj4tv7Qbq79nwvRVo2lwHi388BG252f/6na8mDj7Cfy7GfAXyPzFV3xGCrmXu+MlJ3gGBg0e0shzJoAzZd59Jd/efmty/5F3ufpi9zHHkYnjwBiDORk/Jkpqo0dXCQAq99sYuOMJSEcMOPCCIw6C7PmgG74qpbLJxTd0wmYM5oOPweMPzbZBEF3QvQQhEYMcLH0AWFNxaFkHAAcr6oGreynsRBz2sX7okyNIvHkV+Lo2MMba/TuD36149//4xI9f8erYaE6svHsE3gQqUgNDMCM6dKcAb6gRiHDwUG6+xcxcrhA7km9Sq6W6ygjbfNAM78yJ/NY8shvGEedj3x8f2/Chlo5zT9Q8VWcbXfWj43sHP68xz1oTxtExDL4PAEaeHTxas/r89wuK95eyN9RYTI7vTvXt/SIRUefqc/9kN/D1XKvj0qX047Gt+76cRWJDksWPS21cS821EVRfDQA6CtYJOPt9BE5KIfatGEZ/KcN1uQd+EBFFG5Z/n2ts0wCADynItxSt+M4jeQBgjlOk/X1wF2WAABkK0iwBh9nQ4J2tz4Ezna9A5cuGvkyZMv+XeBH8hAnDJ0GBjnxdGJU/XU4n/3gcQ28eZEf+ZUb/Be/Zv+iCidoZY39XWezl3rMnImXVSR+cdGJTbt/+kpx9nmWh0vFRZIlV1SjyxfvyTz/1SWtNy4edtqqg6RSfrN3vvVLe0z9PM5XnrmWTkAU3LEuHCBHE8VCYgozPQf7MBRD8AcT3bbzdK1es8IQbugGgkJ5AvkGFdfAoEw3HIp8k+p+agjsvwGEO0itqwPMy5C09kJxSLP9Eq4PE+1eCiGAcG8rKtfXPNfqZwwg9q8PbVBLBt2wDhp6FKdtQQqWEg4wxpDc+kfSOWH7HtuAl/+zxMQxcl2vxH66qX32/JLtVxhjikwe+tXfbj6//K/3o8tS0NWWGDx9hjBndLa/7SEVwwaeIOFi24YxP7X3bvmP3/fD59wUp6m3Hkifd5F1ksCIAYhLJBAAOc9hR7D+7Cg2/1sjjAYB4hwp28uLZ+4tT44xnfDI73vdha2joz7VD7j0eQ52VLU6zBDjwMKCDh2A7sHkv/Mgi/XQPdp+VYJP/9lEiZcqUeeWyhs48woFrKaIAH0KzK5EJFrcTmHhdHtndo6yv9+Vux0ue9Y6ITgdwC4Be/Hto49uOYxtyVR3SYzF4pzgAnKOzgi6TywUABm+B09zQ5MB5B4WjV1nP7H8dABAR37jqPe+yK7xggzqICDkuB2NZK7jmVuhjQ7C3HEYgX9rP9qQ4GHsHoHfZGc/2UZHXR/YlKo9UyC5fBQ1NQLVsM2AHBJ4E0RCzGFtSRM6RYcTScDtVYNnkrKEHAG+viamiDnIp4GJF7bkFcwBeFwS/OvtT4CXosADhufuJCJLi87sdHQXkkOHSEGwBReSKoxi4t95q2irJbnXmWpfge0sXrTy6D1u++vwZ8XQc/n4ACFK0qbb2hNebZhGSpELgJc7tip4B4H8Zez9CawXJtSivMFgFE25Tm90j4YgjicleB/YQgE4AUPvSSEyOW1KkQnBMA7AZyf5wgBOVL/Xu3zDPr1d8XkXtR3jiqcByaQ68pMGjWDAfP4QdF0RRfXIWKW0cgw+UDX2ZMmX+r8kg9U03fF/mIXBztxwFCHwUNfcAwAJasWk/tq55OVciX5Sxp9Jm9lUAzgWgANgM4KuMsTQRtQP4FkqxzykA336J2/qiISJegKCmE/0fC1XM/6K0ZLFr+NiOzamjB97jZYGwmw9+nvd42u15dZC9AeQzE2O2pc8uQTPG7PnzL30w2tL9hqx3BGZ6Crrigbu1EwAgRSoB4/jFC2t8Ykw+3D8YsiveCADGiA6GLAAXMkiJJgzwECCZAkKbGFQIiPkJ3NQQzPqwY8HihOlhyctF4OAoKGXC9ewAGXVV4EIeMNuGZ+MEkFGBQGkWbzsGbG0/jEQEiq+0TWCbBiiWBOCCizQkQwxOMg/RkMZq0fxWOceq52aWo1zRVYG6LxsuUgEcl6JVIVXxI7RQqKpc3+la+3l1WOCLk4dQbGmEogVQNDIT9fUnnqbr6f7x8V1HZu7jK6s6haoOiLIGo5jF1KFtdrgY4AEgw5JbOPDVJoxkgsUgQIBTcKA8sE3IV8qTqAhGXN2LSuVIiirIanAv2/yxNlq0VWZKXRbpP+eQtkRIFSnEN2dZ2gTwwEvz9pQpU6bMP89etunWBmo/4obv1ypzKyKVFiYZGDxUUkKVmbJqEU7Q59OKLQewdd3LYfRf1DI+Ed0K4IbnHX4GwAcAPASAQyks7/OMsQReAC/XMn4bLVobRMWPZchNOWQfO6b1v4/3esXJ0V07ZlT+iIjaV175WdVb9QbmWKnMVP/7juy4+/fPa5+4yPeqoy7RV8snC8h0hx1X5wIOAOwnNkEaSkOEBJEk5FjGimP8wShqzlfIxc2UkWFJcOCgkRcWs6CjAI08yLEMNPKAMYYCsshVq2AeFa5JHaaZMy3TEH1LV4PnRBRyU0jbk1mzLeym8SRqnsrC4RkKdW7YUX5Kqx4Pcr9TwFkcEo08Cgv9sJOThfDTuuxmGmdyFmKNHPy9hXQCk+9wIt6Lqif9r83UK6CKMOx8Hq7eOBSdR6JR1OO+/AXHdtz3CAA0UPu8ajTcq8HbleFStpf5Zz9Pkz7DsKPe33NuT4vPV7fQNPPpydj+aw4cuPtOAFi98O2/97przp65fip+ZHu+Z983OPCyAd2qQ/NtHPElnQBWUqadTscLxhgGV0qwuxthDI9sHnzoJ2umNe3LlClT5j+Odlqy1Q3ffB0FiqBaEWg6IRtjKCAHBSqGcfRXB9mOS1/qul+MqE4YJdW8LwO4FUAewJkoJRN5ACWj/1bG2NBL3ch/hAAin/NQSdFNgnKGlTN+tCv3zMq5cr7TX08fmv77XxARdax4w6ccJptG79gkxwqHc7H8s6LedA0vKh5xPAeV3NCnw9XyyAqetiUXWEPxkhoBSprtFkwEaNornwQUGUOKJaDhuS14Gw6EpgYo0RpYhSy4J7eIoaIHxW17UGwKI+Cuh48PunM9yeyEyj086B0ZU9NUke/L/Km3b99tq32n9rltdz0ICPczTPiLmFrpH8k8fbhYCNACxnNQew02goEbB31jv6u56KpvZe7rh2/QgDk8gJSShaL7YTMHuTpFdqrVWwKvOzeb+PWDT4dR+R43+boAQHB4fq6UbtFjD/IuYX/AV3chAIii6vV6am7GtIiNw+zMcX0qCnv3s60/BoBldNIXZww9UPrSpTmFExFcBQ6FugjksGtJMHf6apTeszJlypT5j+MQ27EcABqofb0G92NeBDkAyCEDFRo44qAy96qXo+4Xs4y/FMBhxth75xy7k4gWAXgDgPP/r+IH/xIcON/c3yo8SxZgxXUAvjZzrIOWnuND8D0AnBTiXzrIdvwBADTyBrwILO0InHSFWwpfpUSqgdp2ZBJD/Ucev/V9NV2n/UL2RBYFrNw3NLjcMimwmYg00vA1zEMWDKmhCRAjFPXUkOCQhdnIeYAkEcznAU06YIxhypOD2tIFo5hl2dwESUfH4S+oAAGCXoCVzCNb6IcrWANN9LtdY0MbdqU2fg0APv7e0IrWpoqrv/NeaxRA/UwdjsyBz7sqZUeANGUBYLBgkQzXUjEY2iBUV/qmrg5haksPxLQFuy+pcy5TzizyoXBhMziXtMSdqn5ifuPZI2KN5MXIdNvBoUhFKExB1m04U/LUlyKIzurf25aBYnysqYtW3WfB/IlVG/gUz0tdLjkwv1BM7I4lD3925toCcnscVvKcL40ZIY9cnxveRqD0tauHS46RnMstti7iPwjgZRdgKlOmTJmXk3526MkwVS2vZHXfEyAuDyJKHPFgjKGIwtaXo84XY+z9mHbQeh77AGz5dzL0AJBB6g6Fad0CCTBYsbRPDqVq5nwNNTfPw4KfSaQEAUBiyrKFtOoeDkJ9J5atV6EpctIF65k+ZBfmoDS3ghekBn+oxeevX3Aa1Uf/J9vWKOaOTcD79BB4RlChInVoJwIDFgRSofMGJj3GF7mqCoX6M7cEih7OIgtUHYUR5BGLHwAiQVQ0rAIRBxV+GjHHHa6QYwDxFjNhwYJv3AKQQSa1D57mLjhS/gIiuu2WD4de/a6r/T8I+HmtOjCcu/mtcs5VVLV0DQ99bQtcm49oQYpCZwUUkIcPQbjhfQeODYiZwb4H1QPJcys35iAzCTYLyGkhDX1hCzhXaU+J87l5e3F1nePOIv97HWpSBKdI6F+Q2GXr2UeLZvqB2MFtj0dWnHSewAUct+7hCnt2IpoW3RaqL8ghc256KH7hxqFvL/Zo1dWZ3MhwxYWXvbX+6nfeZCan9o5h27cFkm72MG87A4MMFwzoQ3E29nsBUkd+uWedfWKHRAA4M4OmhrT3Lw52mTJlyvyHEWOjOwCsrKHmMzkId4lMdOWQ2X4A217yJXzgxRl7DsBfymhnAdBfmua8dOxlm76wgFae6GPB8wSI4MBlskg+CJSW51uwoGPG0AOAQq6glwWvVsmNFItDplLiGwE8hMEY0NyKfGbi8ebO8x4xKpVVXE1l6cZQBcykBd/eArIsbSjxgiiQQgAg2xJc7sBHlKwShMJxsTDBcCsQVA7WwBB8jhuOOwyi2e19iKKLGyv23ORmdR+yYYU18syeU5NAPHMM4abgyevd6xKPfEnjotyw8OZ36Dj5VE57/Qf2Pf7tu1edzFqrwW05jOimHBjjUEQBfgpNP49IIVb1P87tm3YEEYY8vT/OEw/ZEkDxDBgqnuvInAHIDCNXe0CjBfBVPtgW/XroK/d+ZuYStqAiNLHIzyUfOoimdCkaQCABEiRBZMppjLEHAfRXvfaKGz0Ll3yFeB5SZS1azvFcR1OsTdkYA0clXQMD+mO72bMfA4CLPrHsh3nPrqssS0RbxzDMsfS/jSJjmTJlyrwUDLOjfwDm6IO/TLzY0LtWInp+HPbSv3L8MGPsBWc8eznYjy0XdmLZNRy4kxnYYPr0xtX1N73vx3U3vV/KHDn6o8L9uUEXaXUAUGR5SJABlDTm52IV80PJ4d3ftvKZCU/D/B9MClPg5pw3XIQsS6HgRsolyJG597piTiRgMAAicrqBcGgBOCZgLNcHESrMWApWwCiFztl5ZOX8ZErJ/GQQvQ9LkP+nlmk3zCxzW5wFr7cW+nCamFUvOdYEfnhLJU444yhaW3ks7KYh6ZMjv4ru5S7JIwMiDel2HwAvcDgDg+mwYIKBwQ//krn740DJb0A+mEU+MARW5YY4ooNyPAqtEaDJA9QzKBt1qD2uCzRv9e259MgYAJjjsa3MsZIs6vED8dnyHIlHZn54VjJQikTXs2OjoKwB28UhVNnWxioYYjwPGo4ZRt+xmw9g21cBgIi4hm7vO151rRnzReSuqdHijttv2PepH7zrn3olypQpU+a/khdr7JdO//21c3O5C8D/qbFnjNkdwvIWrxC9mLMYFVYsYVzARwAgBAIfOnLw/qvrDhVOtmGHXVDPEEiVp+9EhiXhgoYi8v3Jwugbju14bG9D6xmnM8YgpW1YEROcKMLOZuE+moUGL7IRLuJ4K5E6ehRKlkOez4PTAR0FyOSCmheQzU3CzmbA5XWI8ENKEwr79kFXRIzXGMCU1+OPtl56bOiRbzcvOP+eybHcVZ4E53U4B2bABWGwD4XMJEJFD3j4YTIT994p4tTz8wf/+ET+MzzEqwrIwYKJYhTwNbTBtgzEh56BJydAJTdyLAMHDBIkZFkKPAQUUWDJoDHAyRUN9XuC4A6I4DgfBusL4NdEQVLpVSmcZkCbdK1o637tQNeqt/x63+YfvSn0P5eeYmWnYlYTb/bPy3nqe1TF4hxklldBavDNbp0ojxyI1vSr4MEj7TWgn+mH4PFBbJ8HoyZkHej79Xda0b12NZ3x3bV4VXV+d/bB71274S2MMRMAbvuLcj9lypQpU+bv8YrWxm9ZeMFpoXWn3SD6w1SYHAbYc1NZTpIEu70yt+XgvVcBwAJa8TabOdc5sIspxP7Age89gB1bfe1LIuGas360XH5tYz4z/nh8fN+vApH2S9L7hy17ckzwDphwp3mAAJctwfHJSDe4IO0twG/5S0I8LA2JKSjwRZguDoIcAJdMIF2IWz6EBVdRQIySqNunQUBBSQrs6920Zqk3FLrQleK8DrPgst1wx3kAFjjGg58O2RBJxP3fqcVd39Yf28GeOvjQ19fpJXVANzJiybmNFyTIkgopX1oh0MiDGBfLZatkTUpx0MlwbJNLNiWqG/B0ERnPTnDLlwKcAIccxkvCbL+RS4TN5cELsuhEpNdHzz5Hk5bOP49XZB4AsldK2aEdDJyqQQyHYR07kJm35vVX67mp/to+1jIjKuFNSxjZfxjCqhWwbRPp8aO/YYzlV9JpX7NqAgv0qBvcRObK+cPLt2KOU2WZMmXKlHnxvKK18T2hxg/K/jAPAK5IDeQtR6Cf4oKTzMCy9QPFocHHZ67dx7bcBuB/JXBZfPK7n9S8lS0A4JPdp8VH939275YfzjOtfLHRt2SzO61VA6UQOwR9cPmiwGSCueaskfMQMKXmbKV5Hu+bFsFJC5jMWKmnWFF6jSEUIQ2KECDAZhYkk+f9VPtWTAEFloMJBm7OxgHD87QRGAcBggwAYxj8lsSUMz3wr2ITcadYM8kpvgiefwvJ0mC4ZmEHaoDJ1BEufDAXnGmxJyNifLIHoi805uSnNrK98gVCV5QAgHtmAlxeQqItAzqjFtJQ2wW8Is+WK1QE3NnCwYc0T8Py4rEDIz4WaVca22+zLcNxDjyePM7rQyDk9BjAE6CJ2xbQirdRU80iOn8ViONgOTb0Pxvnomzsy5QpU+af4iWXy/13gkDHPR93eDQZ3TDsU3WJUt5igyWZtQBix91DxNWj9SQHjjmE3mc71r+tEUYMImQokgeCKHuS8d5eAFhC67YlRKOatzgwMOR0eUNmJGUXUoOHVea7RCLZBwB6xAWho4l3cc/5YAiSKmuqvF6timDKPozAaMnS6igep9vvIg0OyyCDJNzMBwaGmBg/VrSKIY5xXturIH1Gi+P4lFMrzrn4VeOs/2EiWh9F7UIYRL7d8VPMrtqraKHYKWwuQjFEFFhuENHArOgRL7tgcWlIrPRBYTMHOdkYc/n4ASErx9M7B77J7e5dLk/ohpRUNb2hfjmdUQsiguBVYCXT4P3Tjn6bBlF8Ztttw5lfnttx8v98TqkMvh8AeEHiUrUKk/pKvhF5ZKEMKjDXh+FYhmk9frgYRc3Xx+sjvMCV2kEcD7TXPZeUoEyZMmXK/EO8oo19Jjn4dVn1LxUlzVvMJ0ZcccvnMTQCAcGMppqhmu8BmBUwICJuMdb9IoSKSxkYvKGmg9K89jqO46BnUzAnRxOZqYE7Z65XoLZophcG6eAhoMDzVYHa7hZWX7GusuOZHpaAPrChLirULITjWChkknDJ/pJakpEkyzDzKJpo0FowFS6ikC+AMzkYTIdEpdmywXS7qNgQRY3PhDToeiZWPVodlUjRGBhGutyQFrRxABpJFL9NRPOmwyC3NVad0CapFQlrOP7OzBJ/sKc726BuG+srsPQzEWHVVYw5a4g4iJyC/LyAYx2LcWQDiWqWDnWsrSSiSjVQtZK0SbD6gJ3bs+f9Q3f+4qtV4TM+qTrhj4LnIfg0OLkpiL/qh5wFQs/mMGFq0QnGWPv6t+TnjgcvSHkBFDKgQ4MXYkJnw4M9Txm51E/VgVxcIFERk8ZxixC2Y+56WV+SMmXKlPkv4BVt7I/svPve6uZ1hxTV31HIxrbWI3xg7nkO3HGzxkZ0nBFCxaVEBAKhMu7tmIiNQ4pWQXT7kBg/9vNj+x6cVXDLCLlt+uLm+XxdDfKj/QhUtLcUe3fi1JsH+JolWgcAVK+LGVvvhERMQVwchVYogOcluAO1Hn33breUjKGgDMLd1ox0ewyOQoBjQh7Ng3gOU9nhW0RP9HG/u+J6gJnc4IAjUeRSoKQw5z6cRvr06edRlCqUchbk59Wdvry+as1vFclbaduGNXHwwHv3HPnTl2baTkSfdZqthEsOLMzriW2mjJRrYfSUQmGqX26Z92aiUkweEQfe5OCIEi9VVV/Riu5dvg3mwlhwVy+9rqsZDmPyfUfzDU+IbgAwmaMbMHYDQOzY1q8Lknqi5q86zShmRnK5iS+H4P+0QqobAIosv/Hofd89mTHGqqkxmmeZnsBeu3VK2gOj2lvQueJ9if2bP/pSvxdlypQp89/GK9rYA8DI0Q37MS0G1Bk85V61IF4hQEBBMpwkYl+aey2B/mqiAMYYLD17ZO4xc017zFPTCgAQAyEYEyPwF8dQs+S5PeymZZz0xI8euSWHBW+UI+Ead9YLIg7FngPwT/EEqEAeyPT2QYYFqciQrxERu2E+mF82Jr+5787QgXQDW1vBy4FoB8t5HQzOaYP0XJP1yfH7GWN5APC7665UJG8lAPC8JHjUyrdizt73tFTw85MV/RoAOk6/pg2Bqg4AsC0Tlp/AAWCFgl6J+l/KpER8DzBM/eHp4cNVRy+sOubhUoh80oYVNqH3u6AuU8m9Lc+yCSI6U/VX1eSTo5OMsWJD+xrwr2r/EPNKYnHc2jjjJTHC+iYaqP2ckF1xNb9lwspg+NvD7NjIXx/ZMmXKlCnzQnnFG/u5HJh67MrGwIqnJFE7jXU2tqmRjo+3nHn1qqN/vP0Gxph9DAf+5EPwzhCrvIyBISmmwLIFFDEM6h2xRvY98OMARbQmdN4qQ1kmdldoqCmVLWsB5Hq2FcQJ5kqNWPBVl2L1k+PFhGEd+jblG1c5Hn9NJjkIb6ABMJ+nT5QvwG+XBHTUPsC64zDyda6j7fsqv8E31Z3CN3UDAJx1QUw+9HifK8kqbYVXDMUF4f4tsPO5icnEpjcA3wMAmLlkA+YIBtu2Yb3Qfhrc8eD1jmUM87KrNespLuT9DW3myHAvPbLrPpkqPw+UVhVCerDGf6xP6WG7NzRQ+7V1aHk8SNHlAF4rMeVkInpdeFVDwNMS7iiMuXkAfezqxW8QmqsrAECwq2+MwNoK4BcA0M8OHQHwwRc1qGXKlClT5u/yX2PsF9CKt2nwvjoEdTR9elutp6F9kbP7ENSp4nXtkVNqieg1jDGHiK5YiNVdHvi7AqYfeHQUaSSdArKfspiZXkwnfMmP8NU88eB6cyjWJYuSx68wOFYGqS+508KHN93Ac41XFGFbwL5HUvcc3lRILl/XdIK1bxjqkQSKVUmYRh46sxyZXJzNbBTszJgHnsqZ9nqOMVTLrR2ZsN2he5/LW88JEszVHdnDD91e2V5YtNN31G60kNCTiH9QZ2PmzHXiUKo+wx+DGq5BMZdAfqD32Avtq1x8qADgY8B0WuO74QGQrUFzkw7/+2RSwgBQYLn+PDL7AcAL/9ku0mY18j3wXVC1vm1N69tX/0St8c/Tp/LxzhtOehM3b3HTzDXE81DDypuI6K65CYrKlClTpsxLyyvO2AepokGEFJ7A0M4ZA9JJSy+sQuN3eeI5AGC7JvLOlIPw9iSICH4WvEDEypsBfJox5rTQgssVqLfasKqzSO6eQuyLABucTyu+64XvKgM6LGZAy3mRevzpvYVV7RIvq35XbUOV09fvGPv83OGbS+2ZbPSfZZl7ddvSk3zWrJAgQho1AYhIIsXZ0zZOYDxvwiiKJCk2s0Chkuc+iRL4kRSczpKID2MOnHgiPw9d14dQ2Tidi152mHMWgB/N9IPAeFPry8Do3wWFiSjCGvhH+nN6uT89/bO3jRZd5mfh6xiYlcDkl6bYxBQAGNDH5ya1MWFO1pzf+Wa1xj8PAOSgGgosrH5/+khij1QdPgkAnGwOld2BM7Uz1v90OZ0c01Ec3ItNX5sR0SlTpkyZMi8Nryhj30Urr+3G6i8LEF1JtDzko9BrUixedEFbNmPoAUBK6LDlHKYNJYjo+LSCb3DDmKc8UJzI9h/85pb7I1Tta8GCRzlwSzWaycWiIsvSYF0NLm/lvAUAgED11YmurOHZaYAjDlmPDbu1qhLHIKamjr3LJdFtbsa8M/U6cAAwSFDAg/f14dCrvWr1td7Keee7AzWcaRWNXHr0cCTn60r+YTP0xgBk0Q0xXvitDKVlphwAECC2zO2LFKY+L0P5oQzFn0PmQAzj33op+rgHuzcBePL5Bvkwdt0rw/VlN/O9wYGTTiH+Xq/cNJvHnjGGRE++wV2orLS2HYTa7IGqOhAGiog8GrhMJJFjjEGA0ArgmpeirWXKlClTpsQrxtgTkbAGZ/0/kSQXAAQQObumef3mrpOvjbKwy0zHko4HPo6IYFnFp/TspAsIrJ+5X4d+WOuoUSpfu+p72toFlwkik2pXN7FFnzjnkwFEdrrhW1pAdrY+mzlIN7qO8P5A7dx2sJBnZPRMqZE3GMyQDGF3n7EU674+ERscGgsYp5gQztOYd0UB2UgYVat4CEiEDOhB17AjNtXt2f/w6zpN9fx8MteV16c2Hcs+uQncqkFeirjdeQlOchLZ0QOHLEiDXhZ4M0c8ldIi5p+e244DbNu9FVS7w8W05ixS22NsLPlP9i9f/+HLbm//0Y2XOQUjWfuuC24Y+vr9d80+d2kF4L1Bin7ah9AKA8Wj5jbhqBJxn6VW+xqH/jhueNa3N3ACDyvvBp9JQNUU5O6JweVo3HQdUJh22j/TzjJlypQp8795xRh7ABwHTpp7QFI8C9VtY9ByJTGaOMYHOcb9cQwDH80nsykRHV+UoCzWUdwxiJ6PVr7q5Ht9J7S+CgAsy8HE3XsJvcV3ZpC60YFj27B5xhiICIkmMR9YvGZeNjuGmWO2ocMeHD6kV/t6JXdgPbdhlx0Zd6nxda1v9aztgtswPm5zWxK5/QPv8iL4KYFEpCo5KKvXwUVck9s2bnNVN346lRx4DbYeCqpQ11eh0eN3Aqo4RsDYJAAgA5dnL9v8w/m0HCrzrDNQ7N2DjV96foco0BBG9TUVqKttrV0/PHV25R+LO/b/Jrd1b+L51/49qt5+zhWeFa1vml5NqABjtxLRb+butTdSR0sHlv5WI0+nwfT05E9Grj7c//QqQfGe41+/8gecUJLKFVQJmZ0GcNuYI4zaHAObXWWxYfa/2LaVKVOmTJm/zSvG2DPGjG5a8w2ZKTdzxFPKlU8S7/FrudIjEhE05g09jd9fxxgrEhHlOiMbbVcwkc9NPB2gVWuVYPjM2QK/dQjRP0ggCoU0iD8awdEH/IieNYUJyWLmKGqWmACaNS2KfGwCTjoFV08c1Uluff/hLecEUf9VDwKLYxU6sLYLRASSZdinLA6IByZuY8zhAYBVhWZT3Aq8BJfiq+C8db+ohquBiOBh/kIcYxuirGY9gZBH9mAS8YcAYD/b+hMAP/lrfVKBmtt8FDodANzDDhwKva5wwalvU5fMPyO/Y3/qxfSv4HH55m4bcIIQXoJ1P2ynxXceYjsfAoAQKt6hkacTACSSvV4W+MD+x7b+OtK55ghbzvNzy7N6C3nPqKqmTrWRPEWBEzdh3zW+OTM6UU53U6ZMmTIvMa8YYw8Au9mzH2mm+X8WmRzS59VV+xXxq4wx7rlZozUFwACAzoWX3RyJLvw0x/Hwemvt1L6tQ9aRNIflAVipPPx/NkHTKnZu8vI6y5+swaO64QUR1U2k80CkJDqjahGY+wbgSRAAxeVF8BNeCi4GAJGTYc4xkuAIKrwKwYHBdCBXOO4ZHDDwEKIzbeZJcOUvqmnsa68wuXELbLP96NCe3tEX0h8CxNn0shxxkEaKsNc1rnB1t50F4Fcvpm/zBwbvV5qr3ilXB1uZwyA+MCqEqPKNXhZ8zTzqOuMI27sReF7O3Onf6ZGezf493ZtISq/iAg7MUT1l33P087nO+s8qH5iHGXeKTKskHH3H4wdQpkyZMmVeUl4xxp6IqAsrPxxFzakmjP7c7r0fTC7lh21f9iO+lNhpw55MIX4DY8wBAE2rOI/jppeVRRevuqMNys+nMOn0geo8sMligExAybnMgCHNeJoDgNwbQ7ZqHI5hpLgjw+7QCONBHExmgAO/ZOY6z6iD1JY9trhiIc8sE/ToLmhQAQIMpsM50scSYWGHqPkXOwI45nXbzq5944CrEQBip0gQr5hfP1OeU7Cura9eu2Vg5Jkf/70+0VHcqMF7MQBYnA291Q1m27Cz+fRfuj5cvTDg9teeaOiZ4ZHeDdvmnov9dtNA+PxVp8tNla+JPGx8IdyjiSCCSJJbY94TAGyMY/w7MnOdo5Gn3WB6Jo3EFwBAT8WMQFP32YHc0rcS8XwqmsiKH1j7EXnvkBPiudlO5TWpgYhoev+/TJkyZcq8RLxijP18LH97Beo+Nethz8izddu9FwO4m4gUAMaMoQcA29aPV2fTdYgQofw2kXA6vY/GMHkswvAeHgJXRB5hVKlpNuV4KcgBgBP2QAlVIp8YOYTBsXQB7tOJlepW4PLmWTarktvN4BS5R3e8KxY7WvSMWCdKsUKqgMo3ukiNSiSDszOP7n/6B2c0BVffGFBqbpGztkRpuyqB2CERkjvbGeUlYDb+XnCBGsZCX2+m+ckxDGzIs+xxiXzmMoCeqx1mH3NC6smpMyu7rCYvbz+275mGsXmXdy67YtHB7b/40syee2XDqur6jjN/r3krF9mWbrYvu/x9h7b98rhsc7Hfbhogoq/V4rQ3E9EiALCZbReRPwgAfexgT4Sq13qYf2UR+aMjrO/wzL2JY7sTAL7Eu1V31SeuHxGiQU/Wr0KbykMJlnQE9PHMn8qGvkyZMmVeel4xxt4FbT4RIVnNw26IwDZ8Z9V2n7VgaPcj+xhjxedfH5s88H5mWk0iryyhRAbqaB6M8bDSU6q1MxVWHFkaQu/d9Wh7nQf+krgM87ARGnpCbGpYKi5Z6LGMQj47NfRNCbmUD8GTJZIFi5WE6orIH5xi418qIt97jB3cOl3tzwCghRbc5Wfhy21Y2X70fKMWLSd6pnBekEgCBIDcssXMI8+yR86rfutFt4uMvYWIwBiDeCgLBYonitrf1GGe001rvr6bPfvev9Qnk2wkBeD9AEBEatOe899d03jCZyjEgTGGTo73APgIAAQqOt/kCNyijBUDbEdUtND7iOjrzze+jDE2j7re5DDnMzz4UBapOw+xnQ/OqXMKwMN/bZyEaCjIeVQPAFAghIkxQP1z7yQq7a8O3LHx1lJry5QpU6bMS8krxtjnkdnM+4OM1i0nSRABwO0fVe4F0PaXrh849nhvBdW+eh66tjGwqAGCCRMSVDlqBE8CAD+CcGDPeopz4DjHMTzjE3sv4fuy85X6xteK8xrem/MJvx/ImvulSGU34in4NuZgWebGA2z7XV208vrVdMYXbViTMYzdfIwdONLL9m0FsFUlt9SBJZuCqFhsw0aKxeGjEADAhp2spZaqGrHlLHPvHhRbFAi9GUQ2iwAROHC8RDIfYdXvaaKOB46xg0/+rf5hjOWXnPiuJTPOgEQERQ2unTlvcsYSTzRaSisLIGce9f+1so6wvbsAnPfCRuZ4jGNDg3iiZxCvWlgHANRXhPSTxJ6dhcduwSf+kRLLlClTpszf4xVj7PezbT/rWHjxa/2CeMHMMUFSW+dJSz6QqGJ/CA44EQ986wrIHzqI7b98zzdbPv3e3/nOig/09zz2QT9npcUwBwECPRe9J5GMBJuEzFwAgDwyqEbjUncmcXeyrvGIWtfS7ew9AvVgoZv5VRgLQrCjPiR1A9qWfFMbLXpNLVq+NiPoQ4yrqVu47AueeVU32VkjU42mwyGqXAwAAgQoTEWOZUwL5q4YRj8ZQfU7/ZavxtnswNmcRYGKIJJQYHkI00PHEUcCE+eo4P91DD1zfCIfIze7zC64PckZQw8AUOTMy7Gkzhhjjdz812u7sg8IkhJQDmSmUnry8y91PWXKlClT5jleMcYeAAqS+RWtkD1fdLk5AODGpxCo6rjFUx/5nG9wwBEhcg5z0H5h4ZLlZ6iv5jhCfTtQnMjn932yDQbTkXdZwLSDvMMciJAQx3hShdvvhg9EBIlJKi/K8+yjg4g8OlIyvCM6hoWD0LoXg5u/FGZOOFfafzhBIE5nRYiQ4LipO3T18rul9hDPGEMmsvdU3Plc+02YKCD7ewkKp8K9nANJBZYDK3nowyTDOqAeujGQVc+uQO05AJBi8SfGMfSnF9I/gz2PfhLEeZ1iYb04mICYzPEttGBpL9u3Xc8ln3Uc+20zTou2UXj8pRybufQ5+zdUUUO3Bs/iSWT3jbC+F6zbX6ZMmTJlXjz/8ca+cv76Bi3ccLZZSE8Obn/gHs9A8SmqqD3JLuQhHYtBD7uIHyaIEEsfAMQhEFRWcNxzUWLBelKB0kx+is+h74xKsIgbFMtDPaYmjOGjj4Zy2muJaMbbHs7o5JBgKG0zM+yCoENZsAR8aQsB4spFSE4c9mipLFNNF2W0ItJLedPfHnID08vop9UpiV8ecAIU5mxmwYJhRKj6AgDQmOeMARx5uwjF9JBPBADJkYViNmfvxaYLTRiXcIwTRtH/mzRLFNrmX/Raj7fmEtvS4xNjuz7t6Lrp1ipW6Xr62ODoxn0AoCh+TWTiAi1U22WJCYj7h7rUgvvsttozvhEI1FcnD269Q4pW+axibriYiR+ed+Ibr08M7v5lvG9n/KUet1HWPwRg6KUut0yZMmXK/G/+o4191YKT50U71v1B8YSbmGND0gJfyTzxzJvYVPpupaFlGetsgjKWgBFPAtBm7+vbKfO5lAHNV9q/Hnq6FE9fYDkUl9eCX7uwdGEr4MjDAXckumTg6T9+2cdCb5EgByxYW/NPP/NJVLd83WJqk0ACHGIgYW53ElTe2+i1vAQCfHkRmWLBzWxnNq7cmSzYCUxeazL9LQb0VBhVp8zcLZCoaMwd5EAZAEGg9IEgMtE3rUt/x8y1Le3nnFRdu+rngqAopaq5JZqjhVRXqNW0CrkFra95x76ee35aUb3kRn+w6SQAEMMqCs06vPunakLuwOe0QAP8jsVGe3a8k2uqOb+yY901AKB4I28K1C44PTG070WJ8JQpU6ZMmX8f/qONvaei5WLFE24CAOJ4qO7o9RwiZC9q86oNpdw0dmMRbNMmTPpzE66E7RiCFafgyQtu+8QY3D4LtjVlZx8EJ7AMyVDAB47f/i6oFhxZaTbPWX5JKmX/OTd69L7k0Z0PLnZO2KoOe5pyyKDAHCNvZO7P9e21Ak3dl4MImbHeh9QUq5pbljqiifn74+C7BbACkHtk9IGjbO9tAG4jIlrsO3NSSbtCAGBwJssI+cOkcz9TmecGIkKB5fqTiN8NAJXLzlwtujx1+djQU9Vqx6pZQw9AUXxLFVuTAEAUXJrHXfMeAD/ledlz3MOJIkyYDj+z7cEJxEnKa7Vo0+xHhxasWe6paDkNwD0vzaiVKVOmTJl/Nf/Rxt4yCpm5v6mgS2FU3Tjl9hkzx3hJgeNVpg5NPlYXaJ1f4wk23K7BXCAL81HIEyxT52Pztm+KHDFXCTkRwpEJmAsbQURwTANwyeACFXCjos4aGq2rCjW9imXz1/ETYkuOpQEQkt0ByVmy7ByyzfGRg499lLOwG+OJw3wk9FN91IRsizB4C7kKlYVirYRHqVS+YQVm2qm0zZsXu3hZyPrTACitI93po7TQclrfr++7sQ2LnpaZEk0h8VA/O3S08bQrb4guOuWLgqSIheT4aGbXro8F7HkWz0sCABh6Nu6RfHM+NEr6Aulk/x0uLXy5LHsjlmVAHxkYKETsvqgnNJsQyLbMY7aprxEklwIAjm05tpGffJmGsEyZMmXK/Av4jzb2I7v/cJvo8pzs8le/lmWy5No5XDKi6XQRIUgAYFsmckh/Uc/GrWDNwl85YWW5nXwunE4QZahauM90+hoYkyo9u6dQzG+CHdZQRBGutStm63MUARI87hBf/eUi8qaPgmKiEhBOXQkiTgPQTMS9dfRn35vfvvB1h30V82pTkT4kihknJ5iPu1T1RCJOBADGHBSVWLiKGlbyLU1GS+Sk99mbp+x0mPH2BfMh+Lxwm+a7ebc7fuiHP/vM3OdWgtXvFCRFBACXv6Iq11V7w8SBXe90e2oudmxjKja27ztyWPy6W412GWYulcoM3QIARw8/vLmh+ZSTFS18aiE7AYpPHIk4FW9L5p8ecKrDDmTx6Xhs/3vMYdd2LVj7SfCcO83HRuwTmi9TOzp25g8ePO7jqkyZMmXK/GfwH23si+mYQUSXzEP3B+rQcgtPJU9yY2TwQFpzdXCCKOTTo787cvSRz4myFs3UY7k7x0CmfVw5TOBO405YEk48sxvunAJ3rwP0ZpCKOMiuMMCLpXA8rmjBMnV4MmKYTXcdcwmziWwAgJPkcCM6vya5fLUA4As2AgBHk/v/mG9N+tLKwDI+J0L3peE5anRF0bGpWHCb7nCrSMShkI9jfPo5SBCIDwauIKIvtC27/O2ipIWyyaEH5AXz5bnt5yqDXQOHNz6Tf/Y3361sWt0laZ6ag32/O8vrqmov6slj47G9fTPX5tPjk9Fg5xui7taVbHgvczkyIQfkD8emerDrpkk2nALwregb3xBRu7s+zonhJhV4B0o69+94CYevTJkyZcr8i/iPNvZAKW6biL6gwMWrzH1iVshNBuafcYEkaR4AcAcCF9TWn7BIWtAqKcyFikwEBpdHITEKmzkwkhPDntaFNZwgwjn3JBQefhrS9PxVjTmIP7MNaK0CZzgQdQH53l2oyvHIohSCro7oyI+OQ6iqAGMMemzs7gA8i51UCvBGAACmUXDy+fgW1Ls94krPMgBwfbEfwd0ljXxthIkpXw9c89rhUkOgeBysYCOwMQu1oHVULn3bAJfKV8rjMbh46eYxZ+fvhDXeWklyI2tMwKqWTabr2bbll13b2HXeVwRRUXLVI9tHejecOz68d2ymr6Inn7MovPTEh71WXWU+PgS3Jc+GJKikBT3M/xYAtwCAEA51cqI428+819P18o5kmTJlypR5ufiPN/YAMK15/5n2JZe+VfN2/T+Dih6zkIfmikAQFEWS3PWsGN8n5BwbAC+JKiSoSMWPTSbT/TdK/d67OEkiqbYOhSUNeX3TvqzIu6KWT0Z0fwH6wcMYXeDc4u0pnO9PuLqmUIQus3zawyxXUfS67t0Kpy5sJ9T09wZ2P/SuEE78gbsnviKf1wFJRCo98MsjE3/6c+iMRXvEgHaa0hRdJRzOYyZCgIjAhsbhNDXDLuTA7RmCxoWcoF3FQQI5U6lK7UgBHAkAICLHrz62dO9PpUjdGzif29B7j328cPDw0aWnv/cDglhy1NN81UtDVQuuwrTxBgCtqe0WIS1VIgFwigadFSBTSTCopAUg+xbTuu+6oJ5e6QGLXyVCsHk4ImBlElvxMjHvvee+WWutvBkc8bmesS8f+cLvvv1y1VWmTJky/428Iow9AFTULWtvWXjB1wXRpQKAZRRQzKXh2MV96fTg0/mJg1P1p7zuZyHe/2aBl8GYg1x27PbqIddXA30xMlgRseB+2FUhvmb1GVHGGFIDe8CWtsLtDaAyMXihmDrsZQAUyQ/rnAWqEI6AAdB37oZ/yxjPIXdmAn5pGMdurHagS4PZ1jyyzx7Exo8DQPyPuyYqqf7SGr75Ps7mF4NKxt5hDqSMidymZ23RgOPPJO7ilwfa4cUKACBdx9yMe5LFB+K//M1bpaaGj8O0Cvrg0DgAmPGYZPbH4cg8xOYW2LaptC2//G2ObeiZnZt3+hq7lhbCHmTcBI8WQEI1UTRNQBKgi47NJ7lgGJVvIyLIWQvYkNE9Fc0yYw5iY8MKXgZCJ3a0NL/7rG8IHpcbAOSI5yuVFyx7Zuz+bTtfjvrKlClT5r+RV4yxF2V37YyhBwBBcmF8aM8d3rYj9776HZHb3/KLk6ljZfzrvfflH9C06FpDzxygonVVwPLXFFkBBEJ1wg89VZRzbADZdg12bS24yRzCFII32NCZqZ6AMJSBGXFBCEdm6xbamiFsmUKI3PNsZr57F3v2FgBvBwAXad4AIi1EdIQx5lSj8aagE1nswEaSTUKCCwwOVHhgx5M7t+PJU01mpDvnX/IuLl1YxmeKXNHJmzwM3gUXBwAFlnuEMWYB6JtpQyt1r66iRr+M0nZ+bOzpKbGz/jx/pHlpMTaGKOUdrd/NWX0mJqM7kTipE2aba6iyfmWNIEgkMsZnH/vTCkqVVvZ1vwBPRbMMAEQcfMHGq2XF92G9mErM1FlBtW0SlMo4xjbmWdYgItLgieSQyTLG8i9o3IJa3YyhBwBelWUpqNUB2Pli34EyZcqUKfOXecUY+/RU36ZsamSr21e9HABy6bGdBW7zJ191bedj3gpXDQD4qlxrxw/uWbHr/oF7iUjpWvLmb7P+DBxYUKkUgi47IrJToyisK0WjOYUi0hun4HWCEEmBhTi4nAHTMsFNq+U5idSsVr0AKTjTpvm0/JLlOPm7EuRAClOPRKML314XaDgPSYAjHiKT4YI2GxlgMN2wYGYBgDtwLO9GHfHEQ2OcOI7YrwqQxyyY8X4c+spMHQGKaBq8S7wIvFqG7Jo5rkyZohpuWgoArOcYNJRi6QUS4J0AEiMZaIHGWkEoOR8SEezmqkXmjqQtQuSZY4MxNts2x7GKhp7WZ8pfQCuv7cSyLwsQXWkkngxQ5IJurLlVCkSutNyi0Rpc98WeqQ0f/1tjVrH89CWCu6E5uXFgj391/UIAyPfH9uZ6xje8uNEvU6ZMmTJ/i1eQse/PVtQtPS9cvehtACg+tv/2xpPEjhlDDwDusBIJNri7AfQDMBANjCYaio1Sv3NcWY4yx7vepcDwpFA8Og5pPIsUin1ScsptPfZsyOloIOgGPNvHwBEPnRWn0piaFZ/xIXiLQmoAAAKInKVX1/+aV8NNxpZjkGwBIhSMq3GoBQGMMfgQXLMIa78D4BoV7hN54gkoGWKNeRo2sj9eOred9dRa34ElD2jwLjJQyOVZFiqVJskWZ41LzPGAeDg8zb0NDhi8vnqYZu6443xFhBKnB3j21PZfWancs9ykb00gNO8Sy9LzqaljN8/M1omI1uDMj4gkuaafc301a/y6UF//Bm7tUsgc7+LSiY/WLDjtMTuV2h+pWvxhQVTC2fTIPT1777kbAOpOueR1kSWn/FBQVLfRl54aG9jxQ7lR7E880/PD+IZDCZQpU6ZMmZeMV4yxB4Dxwe3jAD4987t1faWVGs0P+qrUOgDITBbH+p4Rkg1dZ786WL1gTzbWf71U5/+x47cD9p4E72N+FFguH+/w9EnAfABgjgNzx34oPQKylGYjNdnPpTNDP+4Ynv/Lqj7+IgBIcklzFNnvFpD/US/bu6N9nhj90idCX/T4F9SxOSKzguqJyhXVKK6TUJhKopCeMCv7wyIA6NPZdzR4LyWi6xZide/cZ9NRyPkopKRYvDhzLIyqd7rJtwgAZKhaik2NZVk648CaSNjjN4pj+1/vDtRfh+ZaMTG6G17HDwNFJEO2GVY0kRdl5FJjAAFMJFDQB0FRMd7d+4vBTU/cT0Rf8wWbP2pbxVQmNTw+pzkEED+3fRx4l9NUOZsiV/QGKMiiP+GqWvr8kXnrAUDVoq9p7jg3cfTgg4+6orX/IyiqGwAkzRs0RxtcBz/ytf83t0wiopcj816ZMmXK/LfxijL2z6fnybGJU29YcHHD8vBNIHDb7hA2hSsu/L2k+tzG1CTLjB7pDda3hamCR0E8iszWI1DgUl1PDxwA5+lkARcpe2IIHxQwFs6Ave4kinrc3/WODb2BdiVZThcB04Ir2CJaxfHC0T0/2d3lPunPFfqZp3zvpiJ1roth34NeEATkWfZIOu9stB3PleRmUNRqpm6Kzca2yeRCnmXgwIkDsI9gz+d4xodFKK/lQFV+hE9tx6KHAxQ5N8EmcwBAoOPGjwM/9ix7ZMmcQ1uquZaHa1xtvyWPV0ynEiAgXghL77ct/du8IMuyFrTjU4f2uKs7F7PDfSjEJo+xYweOAKWwRgCH8TwYY04XrfqKwlyf4UkQMiy5bRIjH6sw9bMxJwmBkkE9gp5ZJT9BVBTJ5TuvouskeDsWmceV6ViFmX+H6roDle0n/njRue8/YeFZNxxMDO9/69DePx76R9+DMmXKlPlv5xVt7AHg0a/t2wzgUgDo/uENj0ghnxsAOLeb3I2d82Zmoq6GZtj9MYgxBm9Gjvp/nySi6Wk5CbA6qiBqLjDbhquq7gR9MDcUdhpm6+GNhKc5vPYzlbHIqUQEfVLF0S3Ae27fjTu+7xp5dqd4j9R5+lVUUQEAmOw9sL86ng+DtAoAMJiOIgpDeWTeNW1kDSL64Dqc81aFVAIAH0In1bCm1wO4DQASmPy+wtQLVHI3mczIZ5C49fnPL5154vpi43yBF0To+w9kzSc3X9t/cOevm7pfPehyh1cU81N7ju26/6GFW096ukKPrAS4Jj+b99t6aj1lgPX0/7V+3cs2faGB2h4TmVyRQvypSTaSqms/7ZKAwP2a1zwqDU3AN6QjFUzr8FaIAGBbBhNqqq6rq1h+Y3L44J5iYnxA9oXrC8d6j0iP7hrvoKVvPIQdP28/6a03e6PNr56u6gTmOJ8DcNE/+AqUKVOmzH89r3hjPxfG7NnNeOIFsGJuzjkGWA4YAwrIPcDgJAMsej4RYYpNHKJctNb3zSc1coD0sggMzdplm2YVz4u8YWSnUpmBX4ge380Uf25/vJCWcP8PQxjfWF+tVRXfz1VUz57T6psXDApPf8tv+S6QoJgpxL/Rg923Pm/ZmrFpXXuTGTBhwIA+O1M+yvYfqKbGE9zMt0pH4Wg/O7x77vNKnoCv9eIb3sMLIgGAPL/TnaOMBwCO7X7gjwD+CAAqucOBoncZppuukrvJy4KvAvC9v9Wf/ezwlrm/Bw/9+fcdtPQtFai7QwDP55CF05uVk5YxyPt8/QXZ6NLq2vwA4K/pWBg7tOnmqX337WlNNn1LpZoPMTAocK21RMU1t1xOEKN/qx1lypQpU+Zvw/39S145ZOL9n9bTsQIA2FNxGPv3TxnFbNFxLCSP7tplJiZ/NOge/Ypz9poTc2fM5w97jn59kB15Yx8OvbZqpyG5dQWaqSD6bBLqmN0+lt7/y7HxXdcPjWw6+UjvwxtSfvN3GZ8FoPTxwDVOFfduCCKJSSgFHo713Mq1lUrZzVbbdRFU1/LgmyKofnc92lrmtpcxVohj/LYcy1gObKjkRhUa3jefll02c00BOSOL1HgSsWPPf96qXMUyYeNhnm3ZD8co5QZijm0//7oCchkL5mzOeoc5MFD8h5LfHGTb75pY6U/EIyY85EMk7xOjB/J17Nkde7igrzD3WkFR7apkcL5K7npg2hER3kszsYEHLKNYBADHtlghNX7/P9KWMmXKlClT4r9qZt+3+7dP+CItbSErcoOccZJZe+rnydxOQ5DVQHLs4EF/7YJow+rXbKO8US1vGkBlph5ZSm/Pd9m/FfeI4szMlyceqhKcp1TUzhsb3ProsQN/3gMA/I6jTw831tzlqg+tcgSKp3tT325F8HYBElgyB/rDFpiLG+DoJrwbR3hhestdY17oKNT7EDwPwK0A0N59yVs0KfRp94JlVcbBXmhOKTRQItntZcHrAdzZRovWd2HlL2W4qvPIHmqiztccYwf2A0ALLVjcgNZfy4dMEUgiNrEd6TbP9tDjYyctorUtA+j5/MzeP2NMn0/L3+4w+0sEzptD6sc92H3vP9rPXE00KY6bYeC5jxsJcnsyPvQFSfN/nhdlKR8f3jZ1bNePWEf0jsjB0mJGVjOQh24O7Hz4HiI6z+WNnlDMxQ8e23LPr/7RtpQpU6ZMmf8yYw8AqcneIQDve97hUQConH9Sh6T5q9kzm+DJiAABAYSWclXu+VlFh2drSUQu43MghSpAxEHNcDevobM+nEGSn4eF9WK/yKVZYls/Dp/tgftEBgce8gMAhJ4s7J5dyCMDL2qB6Rh2GxYIBBN6DAAaW89cXd14wndE0SUBQG5yCpgzz2ZgFgD4Eb5ZIbUaADR42kOs4j0ArgYAN7ynyqTMxvxrfRlD68t2uahiKQDwTGgGcCUAVFFDowp3oQe718YxPjktPzzLgs7XvUtTK86z7OLIZGz/RwaHnhn6W32cmxz4OOeTbmfMUIgIjDEUkd947PE7bo12nvCEAGk973BDdjKZty4/vX1MHgB4CdKStRCYE2keaPh67x9/9E4Af35Bg1qmTJkyZf4m/3XG/m9RSI7tzcWGhtzZYi1KGXIBAAIvKtInq5H9YwzFTSY09yLwogzTKDj8ZGaegSK88EOkknO9lwLLKljtVeMY3K3CA50VYMMGA4MBA274kEESGvPAgYMMEo4N+7aD2PELAJAVX8eMoQcAoa0F2Ymd0OCBjsJ4ErHPAACBxLntn/s7j1zcYc6szK4JI+OBPzRzXoHrRADooKWvakX3z2VSQgWW6xtF/0WYo143r/GsN4a5yluRSxGn51GVDZy9kFZ/bS82faEbaz6vwn2qBbN/AsM39LPD/QDQ99Rdv3BXNP5Zl8Lv8xnu6iKKe/di0+cj80+oCdR3/Uh2Bbq5okVapGF3MjFu0MpaBJ3qkoAP8fDWzb/O39D1fd+AGQGAARx+LHDWWYukqqpTrWSyP37fffcwxlh03qpKf82CNzFmW/G+HT+cGthdjs8vU6ZMmb9A2djPITVyKNa18q2bWF1lrbl/EiJ4FMkwiwuErEsRA+r5VTDbY7n4bQdvEx2lnesdPk3LkqSDQKDnF8cKyG/LIpmWoHhnxG5sZoGBwQM/dBTAgQMPYXQ7nrp+Zkadz008k02OxESbCzMCrGwaJtIP9+HAZ4ooHE6wyQkASCJ2u8LUdRLJUoHlMglMfg8AfBRS2rDomjwy4BgPC2YuidhPPPC/Z6ZxFswjAOBD8L0yKSEAcJHWGGCRdwF4CwAQEbdUPv1jHiNPAFBkRfAQol7UfsaBvTKC6gumFfYWg4EDMONBj+x43ziA987tkLbzr/+Gp6plEVDyacjLdrfSXQ19y2EDqJ79uGGMoWJc+1Qd6i5INtvASYvGUN/hF7x+hdk24z2eTwZqF9xat+jshzhRWew4Nqq7Qh9vWPGaa/u33HPHP/selClTpswrjbKxfx6i4DJd9fUoqCoKuQLylN+WUKVG/WAeIEKO1WjZZT2H5n1/8hwP+SVQyaGNgcFiJgQSkWJTKRuWuwZN38gjV/BQwDtTvhtexDAOHcWCGz6XCRMSXDXdWP0xAB9rpvkLPILnNbLb4txqyQk9occzReR+NcoGjpOR1eA9nYFJeZYBD9Ejw7UQwDM+BFf5KbRm7qWTbOTRCQzlNeY924I1HMPoTdPn/qpojRveWo+uNs98xyikIs8yEEmCwtSlM1K607R30rLXGyhO9rJ9f/xL5fGy2jbzbyKCOmjBNkfgLG2REg8f2BeIdC4Ac5A6tO3uFr3u4myFhfSHO0ATZiUv+eGYJmBZJFVWXiZHm3cILu9iAJBL0voeSfN/v6L9hO3jh54+8LdHuUyZMmX+uygb++eRTQ3/wqVFzlPCVW7brxv6yM4fwBv9Ys4dBP/sAOTEBIxUfh4PYTYTjgYvkoijiGKxyPJ7vPA1V1HDxxhjmMIEbGaBn3bG01FECFEUkHNx4KDCDSKCzvKntVDXvZVofDjTrUTdc6LN/MEmj8BP3NZJyzIH2LbfzByXoSyRSQFQ8iVQmXspABjQRy1mFgQSXQBgMdP2I/QVEfLkOIY/HkTkqirUP7GCTj2QwOTPZOZaLJMSLrBcXwKTX5/tC6QnDeiTIqQoADjMBlDagwdQazHTEUjkTGaAA19XS813OMxh3bTmlt3s2Q/PlFNH8xo1eFdaJy88hGDVAgBwTAO+UR6+QTf6jDEkqvQ780/fv8E2DV04NNymY+HFeoMGPuACxnUIu0YQ3mOCd3hM+Ke8yXxy1CykTDVYM7t1ISpuVdb58wHMGnsi4hZgxQ0uuBcVkN21D1u+9nyfhDJlypR5pVM29s+jZ9+9v21qf9VpLjW0qlhI7j168MHHKt/42lO02OgVdQ/pGO8WIa7ruHHgGiNX8dsxBEYJReQLJooPZZD6mB+h13socDNQmr26mIoiCtBZwREgchw4FFFaCRDpOb8AAi32wHdN7iR31Hh1Ncw7ixC5khEvFpIQbJ5X4T4BwKyxN6DvBbAYKC19F5DbCwBjbOBwF628UWPejxjQ/QzQIlTZBqDNZuavAxSZiWOvdphdl8DEA1mW3phD+oEJVpLFJSJuEdbeaqDodpgFAo8CstDgQQ4ZBBChGMazIpMsBjswUyZHHHmY/1oi+jhjzGqlhasa0X6vDFfVxJBuGe4RgBfgTEwgYtWUwu2OFFIj9oHv5/ZujS/GujuCWHGpDcuhA3HOyRTBeRmqdhNkzg/wQF1arbbS/cHMZP8niRc/4fJFBQAwx0dRP+i/pZvWaLvZsx8HgC6s+lAFaj9NRPCxIAicC8BnX7YXqEyZMmX+DSkb+7/AsUMPbwawGQCISFqFM1aDzyEdcSF7xQrwkshRQfek6yd1Z2RkdwapH/Sw3d8HgIW0Oj63LAZAhgsEMlVyy0Bp334CwwAj8ODhwIEHAXUcQ17WqoFL6yj0DMCIRsAchuJIH0QwFJE/TjJ2EL3vYoxlRUjNeWSf3Ict35w5N4Cen7Zh0evCVHmawxxkWQpu8kGYkxkPAASIbRLkNg2+K/LILCOi6zux7IrFOOGNCrRTNXhARMixNFxwz2YHLD2ck/PAV1nE8dlsbdgMgAMAPoTfJkGpSggJuFIhwTkwDm5hO7iaIHKHB+EWAqDRzJ3ZI1sm2mjR60KouJSIwEHi3BnVGP7RE9+UFtatEqn1hJnyOeLhTvOflrck4xPeR68zW9sv13LCyVpfEgqTOSBwIxF99tT/aWpY8qHK62Q5hrFHeBQ3BqEy99p//M14DiKiJnSeJkDUxjH0yNycBWXKlCnz70bZ2P8dPPBXq9BainYBhlcESaVVY88vd6JyryODKld4EOxuo0X7D7NdG3qx95siE5e74D7HgpEsorArjvGJWjRfPVMmTwI05oEAAS4qScmbzMilEP+GMhpfJtvBNk+KB1JTpeuZiARi+n5s/V4tNdd64F+no9A3wYY2Arj2L7W7Bs2vDVDkNADgiIPEFGRYEkXk4WIqBBLhMGfatZDgJq/sZt5rOrG8pgr153LEEWMMOWTghhcAIYXYhiLLSwFEVuaQykiQRQNFWDCRYJPwIQQLBhw4rmbMXwxgO4NjFJBFwAqAYgyIFZDAQXBLupHT40f0QvKZ0andHwQAHoI01w+ABy8UHz/4tYnHnx2qmHfl3UFP04VEhPTUgBHMeZbzJEBJq6sntu37aoBaTp55nadDE52u06I/rlvoqXJshvDKIra/KwXjSLHnpXgvurHmG2FUXccRBw/z745S7SUTbKis31+mTJl/S8rG/u+QQXIwh8xWCfJybnAKTu8oqKkC7t4cgNIkWYIki4r3LUS0hTGmSyS/z4HzPouZwwBARIIPwQU+BNcAgM4KECFDRxF5ljFFyM9kkPjuIDvyrFQVXFi1bMVPQ7zrUskufVhYsKDANd6A9o5aNP/eRVqjxUyji1a+ZxxDP69E/ddFSK1ZpB7swe7PBuYtXRz1uN6LbOkZGGNIIwkVbkSoGgWWQ45lwIOHGz4UUJINJiK4mfdsjrjZ1Loc48AYg4EiREjendiwxI9w8zws/IWfQisAwAUNKTaF/HSFXvhdBWSWA9gew9hXKlD7eiLyzfQpnyoiMbr/h4cO/eLqufLAYxi4z8N8T/kodCJjDHGM3ZZGYpAxxojokvn1573e1gudleOeD8z4QEgk+0xm9CTY5B/8CJ9pw9JTmPoEAMflFecnek1seR8H45Afhiebj2Hsp39vzOdR1woVntUFZPf1sD2PzhzvolXv9sD3RgumocK9YiasMUjRbo5xm9po0UWH2a7HXuw7VqZMmTIvN/R/nUGUiB5gjL3671/5f0c9tdZHUP0BArlHqzNPmqfMX1z/++T1KBgo+glaToKdSRsyXMUMEkkfwvUMDpKI/WEv23wWAFRRQ0Ul6m8A4LNgrfch0OUiDTrL5yYxeukBtv3BuXUupFWPeBE8k4FBgowEYl/mwdshqnj/zDUpNjVowsiEqXI+ABRZASlMZTTO6zacIgEMMhRYMMEA+Gk2zH5mjx8quZFkk5ChggePDFIIUcXsdUkWhwgJKtyYwsTUdvZkCADW0FmH3OSd9a6PsVG44YcAAVmknXEMXTTADj8AAPNp+Qeq0fi5mVn7qDBy1z7zmcv/UvraAEW0ECovVaFd70Gg3YJxMIaxN/WyfXsBwEdBTxdWbVfJPQ8AdFac7MPBNYM40l+FhhUWzNgEG+4BgOt/seoPPV+TzshudmOmH3PIZHTkv9KD3V+V4AqmMdU3tx3ttOScStTdKZHssZhpTmD4Hfux9YftWPy1KjReJ5BAAJBjKbjgAUelj6EcMigge8gFt8zgpFOIv+8A2/6Hf+iFK1Pm/7d332FyXFXCh3+nurs6p8kzGsVRzlnO2cZgojHBRJvgD1hyZmHJGRbwkg0m57ywZEywMY6yZVnRynFy6Byqq873R0+PR0KyLUeQ76tHj1RdVbdvVY90um441zAeZibYPwgi4pvXdWF/Z2+s2acW/XNd/EWIHCxjE6RKGQsfFhb3sPGpvbrvV5PPXylnfr5ZOl7V2M7q6D9u0T+dPvmYTpne1MWMz9gEF1co376HrW+Yzry3t0rnuxrHjOkwEaLYEuLe14ZISQs5HSUu6UmvD9aD8XjenaLmcKi6PgK+MBFq1MiTIUUzJYpYCFUqxEjilwCqSj8Hd9+tN/cALJVT3t/KlP+yxKKkBTw8ouP9+arKIL3b7tIbF0yRmV0xEmf7CJwWI9leobRtBxs/WNR89Xj3d4Wc+akW6XhDY3tAD//VofINRU9P0rTEoZKp4eZsgrUxhjeEiayzsNp8+Db1sv/dh3XvAMD8jjnntQ3M+2OQsAWQ1yyCECKiOcaKcZKRMYZ/dic3XK6qDsBaOe87CZqeXySHYFGh1Fsk970UrW+KThqvUNUKLi4hwowxTA2HEBEixPCJj4Jm99/EH2Y3yjUMw3gsmWb8ByFCLNnWF0z78YFAxw4/e9cqwYM1ynjEJIGrNYrk8eHvOvp8C98R255P4jPnXPCV5n26VBw9OMrA+3t1313AiyYf1ynTPxfU0IVxUuuqVLCxqVLFHp9652oNj/o6N76jPlqbEFUqVLRElWr/KAO/mCUL/19jvw8/FS3iE/94Hz246lGhhKMVShTxY+9qHH83t7xnNktGk9r0iSBhn3/S+4kIQQ32dMjUlbNY+IeoJJpr6nhD9P2hn/2fTdC0uFW6ioN6eNux7q+fwESa35IWSNJ0RlBC51S1Qg2HuKQY06FfF8n9uptZn/OL36qpQ5XK6V3M7ASeBhDob5oflPDEYk82QUoU8IlPbLWjPvHTpG3PnMfyD62V8xcL4i9TcgLkCRPDEosIsU6Ul/kJUNXyxBereteHkGOUGEnS0gJATseIaRI/drdNKA6MHOsaDcMwHk2Pq1XvHi6KCnpkxjzLUagPdAPqg/AsfIwx9Nujzx9h4EslLewFqFIpjp6SntO+x/+ypJNam5LmS1vo+oHIkalwAXp1X/+tXHdWL/v/18IiInEEyOqIk9VRL8OwBglT0BxVqjg6vtKdKg6OGyZKhdIvD7DzKSUK/1vU/MRKeWUtDo0w+PmKlgoANa1RpoACNmGapA0fvokM/aqqfgL9NiFfRGJUqTTm31PUPC7utk6mfz0qiWYAvwSsGMmLpzN/ywJWrV/Cuk1L5ZT3H+v+5hj9saPVAtRH9gcl5AewJUgjB5Afe16M5LNcHGtMhxrN6NjYK9ukO71MTn2ri7u8ps7Ek3U9rXGashbwj6dDruHQQudVSWl6YkLSF6ZoOSPrz402+uPHJV1q5MkxpH3kdIwgIUCpUaORHRHq4xccKlQoyUzmn3us6zMMw3i0mWb8B2lh+NQvdFQ6X+nDR//UcmnMHfpc/FBtYZfMuKTRh6t4VClvGaLvCft1x0GAWbJwURPtb6nhJAtkbyud3nNh113OObG8TYUifgJY+FnPX2dkdXRf4/2k3uEtqurNkoUrupjx87BEp1e0VBtlsK+Zzs6ABHwAjlapUMalhkMVh+rmXvY90yaYbKL1sjamvknxrCH6rvcTqFpY0z1cQkRGBzj08xY632cTtH34xwfmBb0cY3uBW1xqm6qUepO0XFqmUAsRu8DGjtmEGGHQq1Et+rFdQe+x8C1IS+tEJMzrGNHxAYERiVFTp7aRm+YNa//uo+/vHFl6WpT4aSBPaZXOsxqvFzRHVOIMa/+3QOM+As9ojEVw1WWQQ3eFieWT0nQ6wLD2H/QTCFr4Wl0c/ATcDMN/72TG2ZZYDGnv7hbpnNUo31OP/cutcszfFLKGc4T3jKFARKKUtUSBHAlSOFTHr6FGkbwmJCWN+nm4RIgzQv+XN+iNr3hYf/AMwzAeBNOM/yBtKd30qm6Z9T0vZi8Y2L/7BzWt5pqlIx7VeF8AOxIZbwYGFvrU/2Xgkqgkoss47adRic8DSGj6jOFtuUKykAaBCPHxYFHekGPsUOO9FsiqS0/hwk9aWIllcuq39rD1TRlGLp6p82+KkkiFiHU7VHC0TJgYfgKMMECaFpLSRFlLc0rkL7awVrUy5YVlCgQIkqb1rAJZbZZ2KWiOICG66ekZ5ND7Wul6p4UvXCD7/Qwjv5/JgmsCYl8OkNURNyFpX0gjFMgWytTKwwxIiEgwQSrm4BAntWaUIaegWSLEqVDGwaFKhcD4U7Vg+QWx58qy81M0v8xDyyP0f3y3btm6Qzf+Y6GsnhkktKqoOUJEKZEnT/aegmb7XbyDeTIjU5j+jMZ98okPVQoJ0qd76lHDIYDd7cOX93BHq1Ruy5P96jbu+ImD8xTxB6b1dRcGw3tiH45KfBbAUI+vkFy+LtpYrS+f+TOtoxEAQhKmoiUcKhP5Bvzix1IpZnWsAhoXJGDho0gej9rklMWGYRiPGRPsH4KDuvvvwES++mHtyy2U1R+OkvhAROIT7fx+7AUAcZKLIsTmNV4PSqglMDxqT15DpyqV3iHtfbZqfRlbEbFP5Qmfj0q8AyCssTfMZdk/Rhnck6IlVaVCiDAhCY+PCs/i4t5kY6dtCc0HCEnYbtUpn65QlAolwuODyFQVF1eyOkpC0hQ1T5hoc5bR6/ez40vdzHpPkparLHzPCYjtu/d66i0IVcqkpTUK4FM/AWxqOAjCGEPY2AEHxxuiN+/huSHClTyZtmZpt1SVIXq/GiUhnUz7kT2+HG9A7XUisrKZ9taFrPlikWzUw2OUQRKkCeK0pKR5LnDmkPq3jCfwEah3V1Qo3logu9LCF3KokiCNSL2dvabekgDB56/jwjePJgub85fNf3KLBFv3VfKHWn904BeBiuSrsxfOtkVOGb/3EAnBUWvplSkR4d7Beoq6EWLpGlWpUpkYqOiq0yMi/sZnaRiG8VgxffYPsy16+4dyjH6iprWJ/OsOlVsBCuS2lyjsn3hdqwQIJqpaqQFUtZLL69gr9uq2HQALZOWzVnDml2o4rd54OncRwSbUMsjhu3OM3ebiEJLwxD5gdA9bnyxYGybXS3EFhPL4SnuqSo5633O9nz8LKAWyd2UZuaOJtllNdLxa8UJhor7J3T0Ozvh4gPq3lKpWCBLGpUZMkiQkTZpWShQIYFsB7F/t4K6ZISLJNK1WUXMUyVOh9OcI8VWNQA8QJb5gPiu+ZhOa71CNJ2khJkmapZ0SRWzsiWMTNC2sUCqN6TA5HWOQw9mdbHq7izcckRgBbI5M0mO1p6XlaXFJrp2a6bxy6rX7W3uuHaT7d/kpfc/q4Db98wtrtdINk+/bWKL0t4LmylDPj2BhkWH020Pae5eqUtFyvkIpUKEoJfIkJs2ASNIcXcKpf18i694lR60aZBiG8WgyT/aPgG1659sWyuqtMU08waF68CC7PwiQ07HMHFn6nJQ2/9gm1C0IKWliWPs3l7V4HSAe7ijUA30n07/nE79fVcmTIU6Koub3ZBj+rapWu2TG01ro/E6E+HmN9/bQ6BRmfmiEwev8GnhOlISUKBAkQpgYBfJkGMHGJk4KEcGPHxQd5PBX8mQ+nNNMcZ4sf2aJgtVMO4JQIIulFg4OYaLkyRxycMpRjfcIgoeHTPruKCIE1EbxcKgstfAFLaxA/cnfIkyEMfzBEoUNjlZzAbHjAGWKdDL98jAxalT7LbHa7702t98mmmR85Z8yxXKLdEYaX0RiJBOtdC304dOSFnCoUtQ8EYmhqlhYJSDaqJ9P6z/+iSEfyY2FOQC9G//0bkDsaHJ5tZC5s+/Are9qZcm2osrMADZxSVHS4vwwkflZRjVPdn2c5KlRSdSXE9Ya/vGEP1XKhAiv8xNYN5flVkKavhQk2DFE32ZVdR+Znz7DMIx/ZgboPQYWyuorOph2rU98lqrSx8Fft9H5BJ/4/VWtlAY49I0wkdVREmtCUu8vzurooQql/xll6Gf7dPvOdumeYROaMcrgxrks+1KE2DM9XMuHnyBhRhm6w8Ze6cOPTWii2f4we7cIHKjh5qbJ7MsadXK1xh3cMHtMh3bNlWXndzHzNy41209gInhNTsST1dE/3sp1lyxm7U/82E8EDdgEEXxEiNKYlhYmRpWybuOOWVPo+Woz7ecHsMkwPLqTTfPGdGhwgay6NE7q034C0/z4CUqYvGa2Zhn9USfT39N4KB7Rge+WKV6fIP0WwB2m/7udTH+nLcFg/R4N93voFpfasjjpJluCVLVChpGdDpVPBgmf0yztzwVw1KFMkfh4Yr+Dqb6vbB254aqjPysRsZZz+vUt0nk61Gcp5BghLfeuSpjTsXxcUjGAvGaw8FVcXJ+L40+NT8nLa6YoWG6YaDzD8B92sfnSUR0sPLw/WYZhGMdmnuwfA1v09m8skFWVqMZPLVG4J0ri6T7x+wGqlMNTmPlKEaGqFcpaJCQRPNz1G/TGj4tIYKmcumsmC2cJ0Er3/jEG3qR458VINTea9FGNhYlRrs8rB2CUwd9uZf1TVbWWlKZkUtMXJKU5papkGBm1CWUBIsRWBCRgBwiQ1wxBDWPhI8MwaVpx1XXzZH6uqs5U6XlVO1M3p6V1Ih3usPYTJkJKWihqDg+v1kb30xKkzgmOz1NP05ru1p5nAV8oUbgrSNgd718HwKG6cQu3f8CH7+yIxlY4VIf7OfjJg7p7g4hcGyDYNJ8V73WoBmtaxaFWUMinpOXcoubGp+nVp+tFNNZ0Ezd+pYtZt/jUd7GFL1WjSoQEWR2jQung8Ojetx3rs1rGadekaDm9oFlcXCpUiBI74pgi+S0xTa4VEQIEc4fY874YiQ820zHx7ysmyUhR81hikab1om6d9TLg6of+02QYhnH/TLB/jGzV9d8Hvg+wRs6dmFomWBMBz5YgI9o/WtbiDQMcfh3AQlZ/LUpiloUAguJOm8acHwTE9lW1TFmLWPgKNdxEmSJBwozpEBUqw8P0vbUxWCyA3R0hnipqDqgH3yL5C6fK7BsjxFMFzVajkrBjkmRIewkRxY+t/Rz4mEP1H9v0zl8BJGl+QpBwcvK1BbBR6mMSqlR0lMEvdDHzQy61I7IJ+fAFAVroeG+KlpkFctTUQZCyn8Cyhaz5ZitTzhmf1ZC01P/h6TLvy2s49zNhYtMrFDWAjS1BVDVaJN/ZKNtTrzEbAhdnl6p6K+TMZ6akJVXQ3ETfeogwI1rtjpJ4OvD1yfWLSrxpNee82C8B/NTTHmR0GIfqRPlFzVWG6X9+Def8oIa6K1TmtNH13hq1UJUy4XqvAe5RrfYWvhCGYRiPEhPs/wUM0/9fotaMIKElVSpEiU8EAoVEmeLf9+n2vQCCtSBEeCLtra1Baji+APb4k2c551I7lCQ1v0KZDMPYhEgQbhb4MnA6gIMz4OHlIhKPA3jqaYVScgbzbgxJZIqj1eqgHt5iE5qZoClsS5BRHfrLJm79T4D5suJym1B7mWIpRhJVpTFdTQBFvX4OXTdK/3ssfNgEX1eggqculvjI6ui+IXq/D+DDlxYRwhqhSoWwREPA/LBG59ZnD4wHTNx1nUy/KC5JH4BNULI6ik39Kb5EYWuU+KowMTKMViyVvYq3d4SBtwB4uKX6PTxSiAgpmv9znVzwzBpO/wAH331Adx0qki+5uHkgBfVuDD82LjWG6cui7Bhl6G2HdPdOYOciWfOKLqa/q/FlbVgHqGkNQSp5Mre10XUaYBU0u2WYvu8+bD9AhmEY98ME+38Bu3XLdhFZl6R5fjvdn/Gr/6LGOvdBQr4UzR/qlOm/7dV9m0rkb/LhX9U41y8BqlqhomV8+ElJcxyYX9JCfWocrTRWiAuofcpU6Vl1QHetz+jw4CJZ85qENn3IQkJZxr7URNvikESmAATEtkMaKQxy+MwULZe7WssfZt/VqqrL5LTPtNL1OhGhqIVDYwx+zaH6fL/6gy4uKVookh/ZxvonqqobkZidZeT6EJGzMozgqrvvELvPH9BDfQA5Mt+PaPyCGk6wkfp3/NqskhY9xmeN2NgBH74jcw2jWtWKZhn50S42v1LVe6OfQEuOsZ9v1w1/nHzkYfZ+PqD2E3z4z2o8mVe0hA8/ISI9MUnMBrDUmgJcDJRH6P95TFPPB/w1HCtEGAvLKVO6cpve8bPJ5QcJT5086D5EiHB9AaH1u9h0fpHcGbaG2jMMX9fI328YhvFoMMH+X8Qi1rykhc6r/QSieTJekLBl4auPgscXCGA3L5F1707S9OzGyHyoDwirjCeqSUhqorwQEQY5PNYinRMv+iVg+dVuaWxv1tu+KSLfAixVdVfKWZ+aXCdFq7t083pgfeM1EZFTecLljaAWkeiUgmb2HGDXjJnM/3VaWle66ro5xj6tqm6rdCVns+QlRQq5CPFaihb/CAM7c4wdbJS5RW//7hxZejhEeGWQ8IvStC4FKGvx8Aj9n/K0ttrBORwk9CRgfk2diS85Do72s/3KfdzzbVXVebL89ylaPtlE2/lL5ZQf3s0t72msajeohzMLZU3OJkSWvcQ1SZgYildpdCkABLBXzJKFqxew+vUdTH2eT3xSH0i5/xegWwrkbtiuG343X1Y8KUzkigoVHWXgbQma/pjQ9OsCYkdVFUURhAjR07qZ/dGD7Hz7fS0AZBiG8Ugxwf5fgIjIKVz43oDYUYA4KWtQe0cjxNJREmQY/rMff7iNKe8pU7KChMbz35cJECSAnxoOJS1mg4QSRXKAVENEb+/Vfe2dMn0JQEZHrh+m7/pJ72st4ZT3Roids0rO3jPAwattDZ4bI7m8Qqk/w/A/5a5XVT1FLhwD2sa3qeGMDujBvlbpOi+tLWdXqQ7s1W03RyRmL2btr+KkzqxQJiD1zHnNtJ8/Uxe8EPhqo9wduvEvwF86ZOo3auq8zoc/Msrgt3frlrsaxyySNXe00PnlIvmoKgQJ0SztVkRjnxAsZsvisWY6PpaQ9HyAiMb/ax7LNwI/AZgjSy5J03ZJgnp//RD9OIz15Rn90FTmfAbqKxRVKB+axpy/OlSjjcGNIkJMk6mb9Y/vhPqa9810/MSPHQ7jESJ68T62z1D0aRGNPcsm/LIYCV+OMeKkmC5z3pDQ1KKIxJ5iAr5hGI82E+z/RQhyxGfhUvtMjtHBLCPeIfZ8p5Ppz7DEZ9kapEoFC4sE6Ykm+qyOZg+w4yUpWq5ukylTCpq1E6QvEPD69MB1Hu7P+jjw7Rxj5SVyyvtiJJ68irODEeKLxkfInykqkbv4xylJmpYWye/K6ugxV2zLMPx6Ufmin0B7gewv9rLtGqg/OQO/bBzXRPvaBE1n1ufgH9lTLoxH/qP06YFh4N3H2rdZb/tuh0y9KUryPbNkwYugschPta2HRd8EGGO41hg/YIlFUMPTG+f7CDxl8oj/Zm1jH9t/OkTvLzy8WIt2nl7D6VeYHhA7WtXyEe/vUJ1YOMgmdGaFctiHjwhxLKxEK50fCxIuR4g/o0QpM0J/OkRUGk/4aWm9aIrOeiLwv8e6PsMwjEeKCfb/AlRVl8i6T4c08iGf+P15zdw1Qv81h3RPX+OYbum5Lq0tOyISn+OpxxjDQ23SNdEkHyQc62T6Vyx86YqWCN47iM9q0ynn72Hrh+vpfFe9uJ3udzcCXkGz4yu4QQB7QUkLFeA2gFmycFWYyKIihdv36NYtAAlJh2ey4FSH6l+H6P3LDr37m8e7rirlvhpOMSB2pKQOrrr4xEdeMxxm700P5l716YHd3TLrnSUtnBuW6NQShYnkQAApbfaXKBAhRkXLI3ky1wF0yYy2KInE0eUFCNrLOWM3iH+Iw9/ZzG1Xreac7wOEiJLXDIqO1nD+0Mu+t0+635eGiU6kxg0TJaqJJ6VpnVLDwcIiLPWBhY1lbwE83MqDuW7DMIyHwgT7fxF36y0fnyHz/mZrqGOM4esH9OARGdkP6q7eaTLnCU3a9nwPr5hl5B8pbfqtLaEUQIlCPklTukQ9c1yAiS5oLLEIqJ0CCBB64eRBZJNTKlUo39L4+wJZ9expzPlaQOxoRcsjc2XZs+/Ru66bzZIvNEv7FQBxTb1wvqzIb9M7f3qsaxrQQzsXy9rXxzT5YQurJcMQIY0CDBXI3nMi96dHFj8/TctHBSsQJfGFXvY9Na2tV5UotIaIXNZoOfDwdJjeL5U1Wcgy8rNdunlDl8xom86866LEF+cYI64pFOUQu37RyYyX+MdXC2zXqS8UrIV9HHy1XwNLwsQWuLibDrPn/SUKtwxr/wCAiETO4EmrPI5OgidFEcHRexfKgfr4iQolsox+bTdbfn8i120YhvFwMMH+X8he3X7Lfe3frzv2AB9sbM+Vpc9MavPlLrWche88EVkWIUZBc4wxRFpbEREyOnLTEH1/BPDjn9YY4AZQoThQU+fPDtU9B9gxUXaC9MsbYwiCEmpKavNLReRvyzn9qY1V6ECsIOFPrpAzFg7T/60D7DwIeI0BcQCb9NaviMhXF7H2vQlSL3Op5bOMvr2qlQLUxyssYd2HYiRf6OFlMgy/Zave8dvJ152WtinzWPb1uKQCABGNvXcv2+66Xf/6KhERP4Grm7Xj1QBD9H56m2540+Tzm2l/RkwSiwHimiLDSPUAO58sMNbN7Kc3jrPEIqGpVYKcfTN/XJakaX4PSz41n5U/quEUF8vaN27SW78MlBycA378c6pawZYgFS0Vc4z8d0Sj7wbpmjzP36GSGeDwlwPY90SJ+wHngfw8GIZhPFxMsP83do9u/DPwZ4BFsubKmCY/HxA7LIjr4u44yK4f+zSwZ4CDPxvWvhyAD/8+h+qcqlZQPKo439qkN7zl6LIVLU3e9vDKKzjzx020NQFkGcXCR5tMmQG8P6TR13YyzbLwlxbJmndt1tu+0Th3KrNnuThbDrPvCXt12yaAVulKTmHmGxexdmUrU548Hhi7Ra0vi8isySvF2dinhIkGJrYlKHFNfUxEfrOINS8NEztrmP6NGYY+u1e3X3v0tTg4+UY/vohga7DQz4EbgGoH03/crO3PEhHymqkvM0w2uYzT3gdyQZO0rgEIYEcSmn6fiHxFVb15svxlKVo+UabQMaTF9TnG/mu/7tg8Sxb+PUH6GRmGn5TQ9CoPlSI5bzpz3woQInyJiFymqt7R9TQMw3ikmGB/ktist319hsy7K6SRngLZmw/orgPHOm6Ugbc30f61AHZPhcrfhjj0oWMfN/gBvwYWh4nOLJLbNMih6+ay7DuNLgC/BohMShsbk0RLY9GZgNqfTUjTb7I6MjBHlp4xg3k/DUq4zdFqboGsvHKr3vHT6cz9QVpaLy5qbuIJGMDG7vDjjwKZxmslCteXKDpxkgGoZ+aLkZw3n5UfbaXr1X4J2HGSxDX5oYjEflTUfG7ytWznzh+ECF+c0pbnudRyGYbfrFoffScil89nRS2lLc+JELMqlPa5uPM6ZNqljeyCDYJlU5/z723XDdcD646+b7t1y2Zg81o5/0kR4jZAlHi6RJ6IxElp6zOSNM8GTqgbwzAM46Ewwf4ksle33wHccV/H7NC714vIcsBW1eMOFtuhG28TkUVNtPeM0H9PFzOXKZ4n+CwAHz4qlNwQER/UF9Jp9JsHsGM2wXZgIEXzVUEJtwEExI4ntOlVIvKHM7nkPAA/NmUtTSzTmyPza0edzOS6ZHV0cJYsvLymzg89aj4/Qfz4sJAFfglMjOoPEm4PE5sObJp8vqq6IvKiGMm3VihlG10IjX3A82bLkq8HCXVnGf1zN7N+W79GPzkdIy4palrTLCNXP5C16cdzEcxufDGqaJkKZfxq4+HRxfS3i8hLJ3d3GIZhPJLMevaPQ1p3v6PCVbU0rH2bVLV6SHffNsjhT9bUcWta88YY/vQw/S/KaWZnXjMHxxjubYw+zzD8+2H6tkA9Mc8RZaJloFClshcYX7DG0wE99IM+PfDmXWy+/Fh12a1bflqm8Kc0bSQlTVQShIl1lbV4uHFMnsytI/RvnyHzz+uRRZfEJDHR9K+qmtOx3pksWLVOLlh/mjxh71I59WONdeZ36t1/3Ky3ff2A7tznUN0G4ODgw8+oDlCmIB7eYKO8NulOL5PT/nOlnPm+6TJv9tH3t0LpBoCi5vHhIy2tuLiUKdDJjCunMufM+7v/hmEYDxfzZG88YBv15relpfVLgsiIDuwef/l7AFNkZpertee51Mr72XFtY732Ifr+29bg6RHi88sUD44x9JHxPu+XqOpHLaxUnuz379abP3x/7x8geLsl1hMa2zbB9kPseVJaW6/w8Ip97L96Kad+poXOV1likdbW30ck9tRGEhsRkXVc8JW4pOYCRDT+1nms2MD4gkQNAxx6NUrRxX1OkiZ/mChF8vgJngp8QUT8qzn3FylpPgsgrLHnT5Wesw/orkONMvay/QpX3a1BQi+LSKwdICwRVF0EwcIKYhiG8Sgxwd44IaM6uOdYrx/SPYeBTx79+l7dtjUqidVxUgsLZO/J6VgGYLtuuBE4oafbIrl/1LS52mi6r1L5x27dcidwJ0CTtM1ppv2VjTEAaWl9wlSd/VTGM+gBtp/AlEZ5IkJQQ11Hv89+3XF4jiz9bjPtz29k/YsSJ6ejTQCtdC1KkJ5YqTAisZ6Yps5m/IsPwPiAyHetk/NPA9obr3soI/T/bB/b/3wi134yikisuUShrKqF+z/aMIyHwjTjG4+4gmYLfbr/tkagf7C264bf9HHghWM6/J0h7f3kXra9dPJ+RWvKvaPc6/npPXfSdqVI/jeN7YqWhnKM/eFY7xUk1F2ve46i5qlqBQtf0wJZ+awShYNVKiONLndXa7UKpWMOiBxj+H1FzR9SVTI6sruP/S+5k78/u9Hy8XgkIrJMTrtmDef1ncGTDi+Wta84znHBRjeLYRgPjTzWY4RE5Jeq+tTHtBLGSWOpnPrBFjrfYWFZw/T/aAN/f97kwJqU5tA05rw6gJ3OMvLznbrp9mOVM03mzGihY3uzdNhQ73sHCBH2DrPvs3FST/fhn1KhXKpQev9mvfWfWjUaohKPRYjNGqJvm2p9DMMMmT8vQeqCMqWDHi4BgtEhen89nnL4pDZXll06jTk/vXcAY6lwG3+eUtJiZo4suciHf1GU+DPCxNaUKe4tU/xLmGi0SP6GLdx+rRnYaBgnzjTjGyeVjXrTuzpk2g8tfNFe9t569Hz2jA6XOUZ3w9H6OZCbwfyJ5XQjEqOoeSzxWQlNvyQh6ThAVOPxXvbm76usgubywMbGdo8sWjqVnt8FCXc2FsoRERKavrVFOp4wpH1jJ3jZ/1YC2PHJD+w+/BGbUHKxrPt/U5nzkSJ5Ky719MKu1uanaJlfJEeCphfOZ+UK4D+WyLo3RElc6uIOjdD/jl26edtjdDmG8W/BBHvjpNOn++9+qGVUqeRdnCEItUO9S6Dxp4Vv4t9NPUlPqP04xRxTkubnhCTSWdUKYaITef1jJNc20/GB2bL4D7vY/OuTNfHOMH3/F9fUnXFJrVBVxhj6bpbRA3GSV/rEZ7l6b4LBxjLPURKIiIQ0/Mr5srLSRtfratQsHz4SNM0Elj9mF2QY/wZMsDeMY1DVygJZ9SpPvU8KVqJILhMmGsowvLFCyYpq/CIRoaRFZ5ShG06k7BpOFsDCwqU+bd9TjwJZpsmcV6vqq2MkvyMiLzoZm6z79MBwh0y9sEU7n+7gFO9hw49UVdfJBXmAKhXymkUARfHQiS9EfglIVGPn1KhZjUWIUGtJl8yYcVj37n2MLskw/uWZYG8Yx7FV1/9MRH4OWJP7/dfKedcXySMq+PAH0rRcwHja4gfiADs/F9DAGTGSF+fJZlGiVSrBuKSAemtBs3a8oJ2pn+Z+kiT9uxpfyviI1MYZht/hU//XA4SmuNQkKU0A5PXIYQxFCtU0bRPbEYlaSW06Bdj7SNfbMP5dmWBvGPdh/Mn6iJHzPvzx6KRV7Yrqjx193n0Z1cEC8JSABJI1aoUoiXSa1ifP0+VfazzBKp7r4ZXuu6STyza9808i0hMlMW0Jp2wGJrIjjukQfgK41EiQWlemSJh6EidHq06JYkpE5GRsCTGMh4OZemcYJyhH5puuui5ATsdGMowc6JaemSdajqNORlVrec0MHmTXN4bovdZTl5rW3CF6PzKgB7c+/LX/16aq1bxmdpYp/gSgoiVsgqSkhZgksfBRxaFMkYwOu1kdLThUAz0s+uJSTr36sa6/YfyrMlPvDONBmCNLL/QReGIrHS8OSaSpouXBfg48d7tueNDJckREWuhcFCN5VjvdzwPIMPzxrXrHLx++mv/rWSirXxYj8QSH6oGD7H7foB7ORCRmz2Lht0NEnp2W1oljy1rCwqJMEQsfMUlM7Kup493B9TMzOrL/sbgOw/hXZp7sDeNB2KEb/5ggNT0kkSaAoIRaEzS94aGUqapqE6xMY86H45I6PS6p01uZ8vUOmTrjYan0cbRJd7pHFj+xW3oWPZLvcywLZOVzO5j25aQ0X9YinW+YxpwvAtRTHMtfQkSoTVp7qEaVADZxUlQpM/lhxat3fVT/+V0MwzB99obxILl+bZ3cm6/h4PKHWmaIyBxbgsnGdlBCTUENPxn4XOO1pDSHelj4P0HCp1apbMuRuTlOsrtI7h9b9Y4fn8j7TZM502ez+LdRiS9wtFpcJGtevVlv+/pDvY4HKkJ8rU98Ew8dNqG1jb+P0PeTGImrPNwVFRUcqhomOpFUL6hBcowR1xQebm2EgQ/mdKzv0aq7Yfw7McHeMB6kakt0V2XEOTPoBKgEHKS9JXD/Z923PNnbS5rfHZbYLICSFpjOvM8slVNSG/XmDwLMYN47m6Xj5eOnLLY1eFlMkiS1+TULZXV0i97+jQf6fi10XBWV+AKAgNiRuKbfDDxqwb5EYbOnHo31DGpUNzf2HdZ9Q23SfX6K5tfGSJ4JtCne4rKWpEpJBR8l8nft555XuXhjj8cxDobxQJlgbxgPkhuy/mbNn3tFsZInEEpgVUe2HH1MWlqj05j9Bj92U5aRn+3Qu/9+X2X264GBWbLwqSlt/mKI6JkBbGwJ+uKafrOIfFxVq0FCRwwGtKgn+vOJzxfTxIXAN07gMo4atPPoDuLZyvqv+fC1RjVxYQ3nYB8H3j55vw9fKkHTW4IEo4pSJN/nJyAJaWoHiGpsaZlS8z16102PZr0N49+NCfaGcQKS0hzqYsazQXUP277n7wlOj4ZanlSsDB0eyux4y9HHz2Lht5qk7VKAmCau6JFFF+7Szevv6z1265bNi2XtD5ql40xVHe+X1hrgAeTJ/iWuqedZ4hNVxZvUl+BQPXgi1zPI4S8HNfzkmCSXOVrNZhn9yImc/1CNT5X76Pjvf5Ki5W0pmqONpvuaOh1BQhMXbInPCmp4xqNRV8P4d2aCvWE8ANNkzpwQ4VNms/iVTdJ2KkBE45ffsevHT1XV9x3rHBEJnMbFlzS2bQml45o6D/inYC8igYWsfomfQHyUwR/nGPumXwMvDxNbbiHkyd7D+FP4Fr392oWy2olo7NQi+f4IsZV5zS6oUr51Pzs/eCLXdUB3HWiStrPimlpdoby/T/fvPJHzJ9XfHyfVnWPskOqkfLcPgYj4p1707DN3T+/CP1Ki9XcDWAWfmyd7fZDwuVBfubBA5q8Px/sZxsnMBHvDOAYRCYcI22VKhSnMvHQGCz6nuK2RScl00rQ+cS7Lvy0izztWMpcOps3zcCcSw3jqkeefF7UTEVnBGd9pov3ZIkJU468/wM7TQkRijallYY2duoCVVzCedW6L3v4t4FsPx7WO6ECWE8gAeLQZMn/OOi74cYTYshKF7bNl8XN26qa7Hsi5nTK9vZ3uqwTxD9H3tQO6c19jX9vzn/9a/4oVC0UEFxjwIPLzvgOH2fsMT903+PAns4z8YLdu3fRg624Yjxcm2BvGUZbIuv84nSd+2MUNuTiZGMnWCmVqOHjqYkm9j9zDo4WO57os2toji24fYeBv49nxAAgS7gxgS0FzyPjxiqZFxK9673wym2BTjNRljabqqCSmxDT5DQvfxATz8QV3mh/qtbVIx9QQkekZhu/Iaab4UMsDaKHjHXFJLQOIkZxX09q7gWfe33kJSYcXsOpXCUmvAQhr7LIOmXpWnPS8CLFT/ZfNPm3y6nhOk02UeHKI3vygHn7vw1F3w3i8MMHeeNxbKKtfHCP5cg83nWfs+ma6XuzDHy5RJE1Lq4gQIUZWRxllkJimEOoLtoAwldnv8UvAatHOm9qk+5IBPTgKMEL/39vp/kdC0qcBFDTHNOa+I0nTPBF5VmNVuyqVfA3HtTVolSigKEHC5xbJ7YxoLCkilLXYm2X0VyJiLeGU90SIne1Q3dvLvrce1r0DD/A6L1vEmq8ECKbyZO6cKj1POaC7Dj3U+2dhRY/afkDpg5M0r4mTWtPYjkp8YVzTr5vCzDcGxI4Grs+5Q4vzri8e86kq0S2jKDrG+NgFwzAeOBPsjce12bL4jG56vhwQOwhga2hhiRwxUiRpIk+GqCawxMJPgDAxDrJzeytd8yLEKVNUvwQsVSVI6NQ0rf8BfBAgq6OlNul+cqt2fiJJ80uDhPGLn7imL53DsvfNkSX/2KF3/1ZVK8vk9I0VSqvStCIieOpSpTp1gMO/9bSWLZB73x7dunWxrH1tG1PePf7Ee7aohIHnPJBrTZB+ly2hFECc1IoW7foP4D8nH9Mm3el2pjzXw6vtYdu3pzP3mWEi8wrkbtiuG/54rHKzjH4zrLGLbQkmHK0Wc4x+HWC6zJ3eStf7fPhb82R+vllv++rk8yqUDzhUczbBOICjVY2TemOFUtSvAdKDfl/xmhs3lxY0WZGDldnx7fmBMYbfaPLfG8aJM8HeeFwREVnEmldHiJ/jUNlrE9rbCPQAQUJ4uAQlBEBMk4wxiK0hqlSpUmE6c+d5ePRz4J4E6Rmu1uwSBcJEaabtvxbIqg1bdf3/AQzowdFZsuB7HUx7qSUWVa3gUmO6zHmXp54ukVM+sIlbPtjGlP+ew7LvNjLG+PCTIBIMiP1ETz0GOLRpoazuCxN9eZE8EY0hIgSwFz7ga0f8R237Jm83S0d8Not/m5D0OoCght+SpHmOX/wktbkyX1Y+b5ve8bOjy92md/5mliw8J6Kx1SWKG3fpplsA2un+RlKazwGIavyiebK8d7tu+HXjvAE9uGehrP6PhKbfKcgswQo0S3vUU48SBSLEiB12dm059P2niUgMKE1efdAwjAfOBHvjcWUBq65sZ+r/NJK49OmBX1a0nA9KKAZQIEeIyMTxIkJQw0Qkjm88L7slPix8tOqUuQMcPOzhdTWWp42SsCta/sQKOfN0QXwjDFy7j+1/iZG6uknbXl2iqElJ+wEssSSmiZet4dzzYqTOqFCceGJVlIDUx/ZZYhHW6FVxUlMtsfDUo0iOKAkqlG9tnNMtPZ0dTPtiAHuJQ+X2/ex8RaNLASDL6NUhjVztl0C4qPmdIwwc8aTdTNu5jUAP0ETbnBIF/MTwSyAY1+STgX8K9gC7dcudIrJhDkueskjWXDlM/+9msXBpY79P/P6wxlYCv5583ha9/dsi8rMzuGQ4JOGJ63W0SkaHtw/T/04AVc3f/6drGMbxmGBvPK5EiK1pBHqAGIlZ/Rx4ZlQTn7axF4aJUqGErUFEhILmCFEPQjZByhSxCVLSAi4uMVLNFcoaBwFw1SWAPSsuqbcDhDV6qUPljI160+vjkvrYNGa/PEl6YqqehxdISvMZAChS1qL6CVAkty1KPbNdfZdnN+ptiUVNa4cH9fC393HPBxrHtNP9obS0PG18c5arbh/wusb+zXrbV6bL3NtsDc3Ik7mpV/f1T743VaqjrtY8n/gtgBoOPnyT9w+KSOB4U+uWcuqnWul6vYiQ1OZtVcpbosTPqN+XmlMif8z8AqpaWCVn/z5E+KkAFS1jE6JA5ke7dLMZaW8YDwOzEI7xuFKisGlyl2+RQkuC9DcC2D01alQpEyLKMP0Maz8VKnjj48HyZChTLDUWZolJgjCRYJAwA3q4rKqUyHsxkhPT7SIS64mRPA0gp2O9h9n33yM68Nua1rSk+cE8mQ33HhunQll2sulDe9i2bkQHflLQbG9GR/5WoXTE1Lgazs836I1vnzz630+ge/IxAewjtgH26T0bgL6pzP7KWjnvusWy5hvL5fR3TpWeqXt12w19HPhOWYuUtECRPDUc8jqWG9TefTbBq07j4r4lsu5NXTJjwQyZd0FaWqMAIhKMk3pphRJFzePDP79I/g8jOnBtRkd+2ceBq7brht8c73PZzZbnDWn/oaLmACVEmCqV/uMdbxjGiTFL3BqPKyIii1n7ziCRF1Qpz4uRIDo+l93VGhXKVCiSGh8oB5DRYcqUBiqUPlSi8LcI8a93MWOFh0sNh7BEUVUGOfS3LKP/mMrsNwQlHAKoqVPezdbT9un2OyfVwUqQ7s4yOjSdec+aSs83QhLB1Rpliri41TGGnrZdN/yucc58WfGaOKkP+vCHqlTWH2T3JZOb6AGWyLo3t9H9iXpTv+sdZPdHoySkhjO2l22fzepoKS6p5DJO2xiW6DQAR6t4eNSobt7NlrMVmuay7E6bYHS8Ob1WoSwxSfgKmiNICIVahVItJolQTsdu38+OS3rZN7ySM4cSNKX8EqCqFQY49IWtuv4/HuhnM1eWnpqm7XM+fJ1FCr++ixtfYfroDePhYZrxjccVVdW0tH56GnNeGyZ6RP+8T/ygikJN5N7BbIJV2MYdM5poi0RJrMsy+sIYiU8FCV3USLIjIsQ1vS5B8zoPL1TQLC7uUJ7MfzYC/XxZ+fQIsdXzWXFXY3W6pDT/ME3rKzx1TxEsFIiRsB2qZwO/A+iWnkWzWfyxgNhhAEerS3z4WoAjgv0mbv3vBbhDYY0uzpHp76D7LUEJt7r1lohnzZPlnwwT3RciMq1xTkBsipojKolFKW15W4KmWVlG7ggTnY4SdKimmqQtCBCVOEXNEZG439GKHyAuqdUpbXn3FGa1CkgNBz8BbAkS10T7iXw29+jGm4BVJ3KOYRgPjAn2xuNON7NeEyXRGiFGgRwx6k/2FS3X096Av6aO+iUgqoog0Xms+G6UxMq4JKc7Wi30su9NBXxeWGMXN1oAXBwvSjLS2M5rpn+z3vYVgIWy+iVdzLjGoeILEtIFsqp7q67/dEaHy9Nkzuug43c+/OkIUQSLMsVdjfoGCU1vBHqAgNgxW4NTgR2Tr0tVVUS+vYzTPhUn9YZGoC9Tol26V6vqD8JEfpAnu93W4Dw/AVwc/NgUNFdrZ+prbAmGAMZ06HCMVJuPshzxHkBGR8pxUiFVJU+GCLErIsSitgSpaoWqlrElhFefE3+/0tIabaXzoioVf4qW+YL4hui99oDuOnCin61hGMdmgr3xuNEts9rb6P5KkPDFUH8aD2mYvGapUh5fPU5J08IQvdmYJpKKEiMJ8PS4JAUgIHa0Sdv+w6GyOU8GW4O4uBQpDMUkNfHU7FKbSFgTI/nkEgVfmAghiUhNnXelpfWaGMmWacz5cURiaYCsjhRHGPifray/tnFuhuF/5DWzSbAWC+BQ3Zgne9uxrnExa1/XQudrS+Tx1KNCieik1oektjw3y+j6EGHKFKsFsvkIsWKe7O0dMvXpjXJCRLvqcwKUmjr48DPG0M482S8oaJT4RwtkgwmaAKIZhqloGQvBoeKWtHj7AIc+dH+fSat0xeaw9DdJaTrTU48CWeKSIqzRZ7ZJ91lHd1UYhvHgmGBvPG60M/UTTdL2lKqWKVOmpAVCRBCssodXCxCM2dgoHopXClPPXgfgqXv0E65n4bfjkqKmNQIEcaje3av7NgQInQrsyjD0+oSkwzNZ8BZB5sZI1rsKgJS0NLXr1C9GiF0KGi1rkZBEiJOO7GX7jycnjhmmPzOFwp5WOheLCBkdPu5CMzahGSJCWGMUyFKhVAtrzN+4jjIFp0U6VgEEsG1Xa4du5o/LpjH340ltIiz1ZHhVyhokJVGJU9YSB9n16UPseXtR81WATpn211ksXC8iVkFzJGiaWJO+Xw/+793cfNkDSX7TStdlSWk6E+qzDIIapqoVopJYnNDUaRw1Vc8wjAfHBHvjcSOAPQvAlhCokGWEYfoHbULFIMHu2njaHMHDTyCZY0xVPXFwULxGfzUVLbtZRj5aw8mGNHJeUEKpqlayeTI72+m+yi+BcEkLxQyDvjks+VqTtD+3qmVcakfUJ0rs8iZp9wMTzd8e3mCe7J6FsvpFEWKnlSlub6b9Ty10PKURsJPSvKpJ21+1Rs5dBMgog/+zUzfdBlAg9+eEpl8hSECwKFH65SCHh9Pa+tIKpXKlPsJ9ZqMOFtb8Raz53xY6n+LiMqpD41MMS/ix3YAGfHmytSY6Xpmm9f+tlnOHyhQ+3seBL01nPgCCMHk6Y4TYBcs47ca1cv5YmcJNd3PLhxqpgY/m4VZVdWIwpKL48FFTp1yhbJrxDeNhYkbjG48by+S0D7fS9Q4RIadj1AfEqVfDsdLSAkBZi1SokJT0xHkjOkCaVjxcKpSo4ZJj9LcpWlZ7uLUMI78oU/hiO1O/GZfUiknnXa1wRZhwUgGHCjGS6peAZHSYKAn8Eph4nyHtHS5RfJEPX1cH066xxBJVpZd9n22l66pGpr+qVqjh9Eck1j5e54MH2PWKdrrfamGlB+ndGSN5bpKmlIVVG+Twuw6w6xcLWfULm+B8F5ewRPHUpUg9V01MktTLLiNYBMRmQA8RJERS7l1/p6BZgoQru9lyWprWayLEVzmUCRJFqQ+cL1KgRToAUFX6OfDmYfq/FyN5aoXyrn26fWJFPBHxr+CMHzXR/owaTi3L6FiQUCbH2Cc36a1felh/AAzjccwEe+NxQ0R8i1n7WsW7uJUpF/olINCYfuYSHM/gltERAkxMlcelRiNDHkBOx4gQm2iSr2gpeyd/71nI6v+bnIFuQA99L03r8xqZ8AqaJcuwEyYRiBLDwSEi9TVjqlrhEHu+uFPvftUaOe+7KWl+3qT3u7FA9udpWj9g4bP7OfCbbul5yuRrG9TeA63SObWqFaqUiUlyIjWvh9ffy74rZsvi3957fQHG8wDhUsPChw8fAWwcHCwsiuSwCU3UEZho3dir25+WY+ymTqa9s0J5VRNtZzS6ABpT9BpfZIa075YgoeU+/EGHarVA9qrNets3J30uVgfTVrnUxgb00BGDDg3DeHiYpDrG44aqunfrLZ+uUPl8I9AD1Eel159KK1r2HKoEx4OcTYg82fyAHhotag5PPaqUJwI9QIBgwibUkWX0AxUtDakqOc3cVaZ0RyPQ17RGlQodzAjESFKlgg8fozpEVscoUyRBOgdQpbJncr0dqnvu1lv++07+PmeEgWtDxCIlLU6kjy1radBPoLWgOUrk8VMPsrYE8fAoUwy10/3ZnGbcspYIEsaHX3348BMgLqmJQXxD9GUrlAu18VH6Hh618YR5qoqHR0GzW3KM3tin+wfv1L+/PoAdawR6qE/Rq68IWD/Hwr8uLqlgRGLESNhBwu886nPxenXfbZMD/WxZsnapnPqaubL0vAf/iRuG0WD67I3HnTGG/pbT9jsbTe6jDB5QKFS1MpJl5MdJmt/lE38zgF/8RDQeChGO2QQZoR/B52V1NJuQdGq8vN+N0L91WPs2paV1UYjIrFEGN7TStbakxaLiRTw8QkTIkyFGEj82RfKjMRLpgNjU1CkfZu+fAfaw5UM+tdqChE9xqG7r58CbAeaw9L3N0v4ygJIWGNWhLT58B0YZ+lSC1PeiEg9BvZWgomWCEqJCyUvRkvCJLwmQ07GqottHGfq+H//8KTLzRY37EiTMMH2vbaJ9TgldEyQ8WCA36icw3VIr7OGWfPjvGKb/6316YLhxnoWvUNUKttTXEypp3h1j6HZHKzMVbUuSmrj39VwG+GbKgrktdHzMpTanRu1ghdJXt+uGnwDMlxWXdDPrBwGxY67WnEWy5lVHr5hnGMaJMcHeeNwZ1MOZTpn+xDad8kLFqx1k99dGdCDb2L9Kzl4EvKyx7cfnd3EQCdGk7YwxZPkJxIqaw8WjRGG9qroiEpi1+llP8vmD4eCGu1umlruvcahE/ASIjWfpa6zo5sPv7mHrc6fS8z6/BpJZRr9+j971e6gvjQtcdXS9bULLG38PS5SKlm+9Rf90pV8C6dO4ODVxnAQpao6qSqlM8fdN0vb0xr4AQd/f+fVpqpqfKrOnl7V4QUgiXQB5MrtmsOBTEYk2qSoDHPrEVl3/1vu7n2UKH7Gxf+BoNeZRKw8z8LoduvGaU+TCm6Ik2gpkiY8H/LIWvRxjH2ul6ys2wbP8BAiIvchV96Ilcso77tabP5YgfXlA7BiAT/yBmCafD3xVROJA4XiD/QzDOD4T7I3HpfFFYD55rH197P8vS33Ptgkm6k/kYSqU6yPmqQBCRGIT/3aqWn7Oajmna3Hbk04LT1k6zx8MUwykMr4bDybFY6JZHerTyzz1NMvg1XNY8pG4pFbmNUsLHR9ZJxe8PMfom7fo+l+mpbU5RHj2KEN3lbVYBqhSvguSq6HePF4ifxeASy3rUNkdJDQHoKY1d4DDHyhT/KkgoYqWnhaUcH18AhXfHJaeD/zvAd25b5YsfHWztn/WTyBRpuQ2EW+C+pz8qMafCdxvsN+qd/x6qvSsDBFdUCR35yHdcwBgjMHfC9ZawBrRwapD5aYxhj6yX3f8fo2c8yGHysRUP5/4JKqJZwIfc3Gzk8t3cQur5OzfncEl5zlU986VZS+5R+/6+wP5nA3DqDPB3jCOckj39C2QVS9upfOrYaI6PG0UAAAaCUlEQVTNGUaqAWzbpUZMEhQ0S0mLlCng4ZKgqScg9mwGYey2u+GMtUQ6ZyTLqV5iI756070mERGyOra/l72vy5PZvoIz31jUPBGiWOLzAXP8GvjqbFl85WLWXhsk3F4gd/c0mfO0EJGlFpaI0u/HDhTI/nYzt/0PwAzmzx9l8Ac1dZ7oJ+DLkfnODt34KYCoJNqnMFNdrYmiRIiRJzORxraZ9pekpGUKQIxkvKBZouMZBT28ofu6T83SEe+m580BAukQ0Z/u0I2/bOzrlOntM1nw3KjELYBRHdx0NzdfoFrP3StY4pv0Jaj+fu4QwAAHP+JT/9IwkXUVyluL5FJpWk/3cLGQOWlaPwqc8VA/Z8N4PDHB3jCOYauu/0VcUje0MeX105n3rhyjpMan59WXoC2QooUSeQJi3zvYb7iIqoJ6VGulEZFIk0/9hw+y+9u22oeG6f/pId1zWETCZYr7QadZcu8yskFCrWla/yskkXaAGIklzdr+3RipUywsafSLhzRyyRRmzpony3umMfsHtoRSjlZz/Rx88VZd//NGeUVyAxXKv2iW9ksBiprflWV0YoEd31Er5VUo7xK1ml1qh8YYeiPAdJl7ug9/vI/9f24k1QGYwbzvNknbUwAiGn/xQln9VWDrVtZ/Yx7Lz4lKfF7j2BQtK9uYslRENqiq5wm1Uk8z+agf34FhAiPF3mH63wowTH+/TeijJfJ46P75rLwjMD6yv6Y1MgyfUM59wzBMsDeM48rp2PAiWbPfJz6CGsZVF5/4cKkRJFRPBKP1fnhLLCpapmQVa3p4j1vW/JfGshs+MUZyUZHc5j49cGiBrHpGN7M+v1rOyU5n3gcHOPS8GImPlLV8aoiQX1FKFP9sE4xMrocfe76HKyGZSI+PLcFUSCNzkzRfYUsoBRAQO57Q9MuBiWAfJhoYoveanI5tixLPjDDw4/26Y39jf5Hcb2OaWC4i1NSpFsm9+Q6u/7/GE/hCWf2dKcx8PggJ0rclJH12VkdLImKfzhPPbZQTlFAira1vDBMlSPiCUQY/52qt5hO/H6BCOdtE6xe6mT1/jZxfKC3vaossX4kfcBeUGbjluqv37t68KSnNoUWs+VVKWi7w1OMwe34ekMDEtyG/+Clo9nqpZ+HxNeppGMZ9M8HeMO7DIXZ/P6Lx56ek+eycjnmiZKtUB3z4ZwB2mBh5spS1MBwnnWwtN/mrNx6oDnDopn49dAg4BNAji9dNpefbAbGjAD71L7mV61YvYPXeLjrObGSQK2lxap6x9SGNLLElGC1r8XCJQlWQdGOOe/24wt482TtStD5ncn0Vr9z4e1pao4tY88uUtJxXU6fWz8HvWFjTRWRvI5Xt3dz8rgWs2hfSyKwCub9t1zt/IyIySxY9N0jwrc10rghL/buHpdaaJjrfA7wdcByqe8JEl0D9Cw808u83XbaDu14bJ/mfMU29RvGqJYrxbpm9zlWXEvmk1d46UWdfKIQ9uycB0Mn0Z6Sk5QKoj29o1SlPG9Ph9SlpXgUwqkN7BIuVnNkXIhpYKqd+/W5ufvMDSc1rGI9nJtgbxn0Y0+F8Upovbtb2sxyqIwd05+0As2Th0111PxfAH82T+2sw0bImlAs3A9gSjIw/Yf+wUU6E6KpGoAcIE10+i0VvStH0wkagrx8Xm9NM+5yD7P6qqv4RvOd0MuPSgNhUtcyoDlQcnN+PMvjhPt3fN03mfLKm1TNjJGd6uDtHGPggQEwSgW56PpySlvMA/BLwN2nbFe1MvSJJ8zUi8gqt84AvT77mJZzy6Va6XlemQCPQQ30GQJt2vnGxrN2nql+cI0tfqqqfEKyZgkxrrB7oUB0rkMvdrbd8AvjEIllzZZfM+BqAT3z41UbHctBZL1c9l0puZBuAh1tTrS/AM57dT0rk7ypq9gcgXQmaXtDGlJc4VHCoEif1xjks+RvwSwzDOC6TVMcw7kdGh8u7dcsfGoEeYLdu+cV6/Wv3zfqndGVBx/cD8dSUyefUcFesk/N/P0+Wnw1QorDB0Wqpsb9EYWMzbWdAfWQ91JfYdahSIk+Y6NoKpcNNdDyjkZjHlhBBwoFmOp46jdk/mSkLL2xjyida6JzpJ1DNMHLNTt10R0Ri9nxW/l8T7a+dXCcZ/9VC51XtdC871rXaEowmaf5/llj4qX/BaKhoiQixQJzUGwB26MbbbtXrzrmVP80okf9smWKuoNnDowy+VlVLk4qVI99FCdyxi9qGLZT37Bwbufuma9pvHrniFLnwNh/+VWMMHRqjnqNfEEnS9BJF5oWI+MJEWj1cYpIkKU348OGhx7wWwzDuZZ7sDeMhE8s3cwb5zBYieaEYdvGXAk0JSV4U0ODihKSXZHX0Hwtk1ZUJTb/Qw80O0/+BFC2vSdBEgRyqHoKQlCYAfOqfl2F4qQ+fuFqbyNhXpWJ5eESIdydpvjotrQugvoJdSpvfGZfUtV3MfENaWi9y1SWvWWKSoKY1ajiEJIKrrirqHutKHKqOS61U1Hyo8VpRhwgQrKfTFZuylo5YdW+8Cf21IvJmoHb0PPgaTiKnGeKSpKY1Rhi4Ne9k3xrYMBjfz47rVnL2XQHCczw8UjSv9uHHoUqN6kRmP0+5Isvw50JECHNvtr6ghAlq+IVr5Lxz/QRmVyjdsIetV43qYOGhf66GcfIwwd4wHqKD+/7+s2i84w/xU9dclC0Mqe49KOly/Wk8RKQrSmIucPNWXf9DJjXtd8n0d1tY7QGCK3OM7e9k+lmNfUEJBwNqlxyqt3h460QFhwohogQJUSSH4oYm10OwYvNZ+WcPd1njC0JEo2R0hCyjf+9m1hmeejpM72f69eDdR1/HAln17DWc+4oSBauZdhRliN5skfyHm2i7NEJsbVUr2Swj7z/WfVDV6uRtEZEFrHxJjNRrLSyKmkcQAgTpZNp/K6oubqvi9fix8YufmjrkGKNEnk5mTJQVk7i/V/eGA4RuUPTMKPUvAVWtECYyJyXNcwBiJJ7nam0X8O4T/BgN46Rmgr1hPESlwlA1Gmt/ckvH4vPdbDY+c7D9f5BwB0CR3NYsoxOBdaYsmN1C5+f9+Hvamfq3Ldx+eVHz1agkoima74oQ7wGoanm0SmWsRtWt4QzUqNpNdKT84qeiZcqU3DzZW6OamBmV+PgKdgVfmPAyD6VKBUfzRIghCIMcflWO0YSi1cO69zaAsESDc1n6lgDBKRlGtk9h5gcdKtEETYjUm/ybtD3ey77fHGDn1c20r6pQ2t9K16rVcs5nK5T2beLWzxxvRPxi1r27ne73igiu1qhQxsJHiMgKa3wJ3lY6v1zDyfrFnwLwSwBPlSBhqpQJUp+B4GiVOOmXhgmXKhRHauqk/filRg05qpcgQLDrEfiYDePfmgn2hvEwKOT7HeB3AHNk6YGUNr9C0coQfZ8qaHaiSbmFzk+npPkigBjJHkt9ly+QlVcVNPudHll0WZO2vU2wghmGv9xK13uS0nQq1Pv1C2TxqR8fPpql3RfV+BOqOF5Bc1aZIoDnI2BFpP7Ab6tLlhEE64YR+rceHZQXsPJLzdJxBUBMk7Uazj/9f9AIpONZ/G6cLyuf0cG0H/olEChriZWc9bI1ct6dYwx9boduvHHyuVHiFzcGH/rEj6PVco7RTTGSq6Pj6YMhFujXg2NwbwJ9xRtupr15hP6JRXjy5Gil0+/ixC0sFKhQJkkTLjXu7SZwqnkyvznxT9AwTm4m2BvGw2yHbrwZuPno10XEt47zT23kxxcgQDDcQvwrcUn9LqdjG4DLG8efJk+4dtK5lLT4N5vg3KQ0dQKEJJIq6cBGB53aRFu6TNGavDSvT3yUtPCjQXpf0Qj0aWmNJmk+rUr58HTmnd04NiC2v6SFYpxUpJHxz8PTYXo/O6CHJlomYiQu8EsgUA/CSpO0zQPmhTRyTrf0nHJQd+1rHOtSOzT5+quUP93HgU/1kDwEkyqK3tWnB/NJUrOrVO/Mk/lWE62fb6LdKlGgRJE4SXKM4sOPhUWeLG1MQUTw4QPFO6R7v+ji/Ga7bjDB3jCOYoK9YTyC5suKt8RIXulQkVks2uKhzXmyxGmkzx3BwheKk750psxvcaj94xC7/qaqWqL4+4jGXyIiVLWSL5J7t03wzcCkteytDYrzSxF5V0jrq+o1Fp3J6tiYYA251GoAHTKtdR7LfxOX1OqaOuUcY3sbpagqWUa+7OG2eHjlHWy83sXddYjdR3xpqVDap6pUKU/M+QcISbgjrNEVs2VJaxNt7xYkkmXsl6KS8OGfV6H8jwPs+kiFYjlPZldU4wtEhLKWKlGST4wSt0cZ/EMv+14bJ/X0Pg7uiBFvLVPKBAnNVJQQEULjUwEby+36qOfb8eG3+tn/2WHt3/6IfJCG8W/OBHvDeITMl5Uv72LGxwWLKmWA+TlGmEIPjebtOGkGOFReyKovA+QYo4mWzwGv2cDfX7GYdVtstTtzZH59j951/VxZ6tgaXB4iMrVEYecI/Z8MYHfU1Kn4JRCMaoI+PbjHDsVn+Ns7U3Gv81VWX7ADeGY73S+NS2o1gF8CIVGJj+nQr/0EphbJ/34bd779/laU28Stn/IRmObHf4GoNT0s0fFldcsjOUZ3zGLh/0Yl0QMQ0sipowytT9HcCaxtpn1liPAHY6QWjDEIKgiWlZLmAEBUExfNZOFNEYmma+pQpUwYXyJKjAwjpOXeRDxREvRzsNrBVFtVGaH/myMM3PMwf4SGcdIwwd4wHiERok+uUcPFIUiYMFHCxKhRIzC+CEyBHK10hSaCv6YQ5D+apeOzqnoP8N+Ty7xHN96UlKZlURLzC2Q3ZXQkB9w9X1Y+N67JJztUez3bmh1atmxmMN4MgNsUvSQUSobmseiIkWx+bPdm/vCUB5J9TkR8PSx6Yg+LpEp5R5im0wvktpe1WPDhz44w8MMoqWeFifU0zrElGLE1cKZbH0Q3K0T0mlY651piESVOSQu41CZS4bo4RCSehvpAvaqWCRDw16i5EWK+qlZorA1QoqCDHH6Oo5WQS624k03/Z7LoGcbxmWBvGI8Qh+rGGs5TG3PF46QpaI4qJVytIUhthP7vh4m+gEmJZxQUOOY8eICMjowCN01+bZve8QvgFwALOi74WiPQA0RbpgbjiamLBgcPXxvW6DPjklpVb8Yf/dgDDfTLOeMHzbRfBpBl1IuSsGKSpKDZvfvZ8fIZzP9NkPD0LCPYGhy/ftcJEws0mt4Lmp9iyb15vPwEGKLvrojGllnis8qUeyPEOyfdB3z4KVHwOThbqpTutjU4v0Ytlmfsy0HC4se+WLDu5J8S9xiGMZkJ9obxCNnF5g8sYs1VEG9rvCYIEYnTp/tv2sO2p+U1M7hUThlt0a7XWljkGNUihU8Oa9+uB/u+hWD1s9VK4fl2MGoDlEqjvfnc4R0lHck2S8e5SW06tUr58EHdvemBlDeV2Wc3035Zo/UhoWmrRIEIMTx0Riczfu3hTS+SO6Jfvah5zzfpvxgfvmxBcweiEp+vqmQY3riDjWflGHtpSlsusaApoyNpP4FQlXJNsPwuDj4CKDp9jMJ746Te2SzJnmbt+FieMVLSIqr64gDB1cALH+w9M4yTnTzWLV8i8ktVfepjWgnDeIQslNUvaKf7Gr8EwlUtUaKE4o0dYNcpfbp/YjBZh0xb48O/0sO9vVf3rX+o7zt/4TMvjyemvFLVq2TG9r1/x/Zf3fBgy5oqPafNZfmNjadyTz3KFKkHcvUsfJZLjTLFiWWAGwqapTHNblj7bh+m/21Jmpc5VAJ+7CfFSZ0aJmrnyeAnQERiADhadapUAvUvR/XXsjpSSEjTRPq8ouYJE0VEyGsmfzN/TJimfMM4NhPsDeMR1iOLTw0TWTzG8PYcY5UsI7erHjtd7b+SdulOpGi5sEplNEH66S10vBqgn0MHbILTalSJkSJAAB8BMgwTJqphiQpAWYujw/TviJFY4cMfCBGlTGHIobo9gL28hhONk8InfkpaIEiYyc38+/SeO6cye0XjtYLmJtLn1rezRIgjImR0tO9W/VMnhmEckwn2hmH8kzbpTs9k/u8Skl7rqaeDHPpEPwe/4+H5pzP3HylaQhUq1Jvuw1hY+PCTIzMWJJQSoIqTCxOOu7gIgqI4VEjKveMJGk/+rrrkyUysDVDVMnnyvUGCTlTi0wDKWsoXyW1K03qKQ6WSZSwQIWbVqJWG6X3+Tt3088fkZhnGvwHTZ28Yxj9pY8pzEpJeC2CJJUltfs3d3PK+eSx/WoqWkIhQ0SJpWhARHK1SIEeTtKYaZUQgntURHKokacYvAYpHPVso9ReyjLhREr6C5lA8ajg0SUvnPr3nHTWtrhOsSJbRr2zjjl+0M3W5Q2UgQjxlE+zOMPyPIe0be9RujmH8GzLB3jCMf+LhVo/c9qqAK1hWY6BegMBEvoCA2LhaK5e0MBqWaCfUl+z1UDxcqpTHtz089bDEoqaOl2XsjoyO3B4nfZYtwYU29ZH8Rc1TU6fsUP3Trfrnjx5VvcZSw/uBjY/YTTCMk4hZz94wjH+yl23fGdGBX6kqjlbLGUb+S1Urh9n70zEdug7A48j8O2WKfx2k95sjOnioqDk8XGIkCBElInEixFA8Rhggo8POQXa/ebPeuqZG9Xsujm9yWSWKfQMcfs0e3Xo7hmE8ZKbP3jCMYxIRXxvdyx0qwyM6sLfxekRidifTz3Nx29vpvsrCmlGlYqdoabHEol8PlmIkw/V++yqpSX30FS3h4gLKMAPPU7yhTqb/TNFYPcugZipU/m8nd788q6OlR/2iDeMkZZrxDcM4pvEZA/80DbCo+SrjK/wB35wnKy6bJrN/DFBThxjJcGPUvGoOR6sEpL7ujYdHiDA5Mk6R3K1tTHlDQOwYgE2QvGb236HXv+BRuDzDeFwxzfiGYTwkDpURTz0FqFI5YnpcVOIMcOiWqla0pAU8PArkqFIpHmDnXofq4OSyXNyBR7n6hvG4YIK9YRgPyR62/mWQw58oa7FUpZKtaLnY2FfVcm6MwRf3svcdglXPIEicMJEc4O1nxydHtP8nBc0NZXX0thH63/QYXophnLRMM75hGA/JeNa6t4nI+4DaPFY8KaXNbwWsLCOfOqz7tick/T9x0melaH5SlWo2y+g7xs8rAM8SETHZ7wzjkWMG6BmG8agQEStN69wKpYGC5kYe6/oYxuOJebI3DONRoaoesO2xrodhPB6ZPnvDMAzDOMmZYG8YhmEYJzkT7A3DMAzjJGeCvWEYhmGc5EywNwzDMIyTnAn2hmEYhnGS+1eYZ78J2P2YVsIwDMMw/j0dUtVX3t9Bj3mwNwzDMAzjkWWa8Q3DMAzjJGeCvWEYhmGc5EywNwzDMIyTnAn2hmEYhnGSM8HeMB4GItItInrU74yIXC8il97P8f80klZEXjC+74LjvN8MEfHGj1nyEOr95PEyrjjO/veO719+jHp/9jjnvGXSMac82Pof556OichfReQpD+DaekTkHSJy5/i5f7q/cwzjZGWCvWE8vK5WVQF8wEpgFPipiFx2H+e8V0RiJ/g+LwVK4+W//EHV9KEpAJeLiH2MfVeM778vJ1L/yfd0LVAB/ldEnnE/530TSAAvATL3c6xhnNRMsDeMR4Cqeqq6C3gx4AGvOc6hvwNagbc+0LJFxAdcCXwf+DrwAhEJPbQan7CfA03AEU/YIrIWWAj85HgnPtj6j9/Te4Dnj7/0+vs5/gxVfYeq3nl/ZRvGyc4Ee8N4BKnqGDAEdB/nkPXUg96bRKTzARb7JGAK8AXgi0AKeOZDquiJ2wf8lfpT/GRXUl+z/ub7OPch1V9Vh6jf06kP9BzDeLwzwd4wHkEi0gS0APvv47B3Um+ifv8DLPZlwC2qeoeq7gT+yGPTlP914GIRaQcYfzp/LvCN+znvIdVfRJqBZuDAg6m0YTwemWBvGI8AqesBvjX+0iePd6yq7gU+D1wpIgvvp9wu4BLqT8UNXwDOFpE5D6nSJ+6n1PvdXzC+/QwgDnz7eCc8lPqP39M54+VbwDEHCBqG8c9MsDeMh9frRESp99PvBC4ELlXVX9/PeR8EssDH7+e4K4Ex4EeTXvs/6i0HL3swFX6wVLUI/Jh7m/KvBH6vqofv47QHU//J93Q9EAWeoarHHRdgGMaRTLA3jIdXY+S4DayhHvA/02jqPh5VHQU+DFwiIucc6xgREeojy5uBUmM6GlADpgFXiEjgBOvrjf95vP8LGq+7x9n/DWCxiDwdOJ/7aMJ/CPW/WlVl/HdCVc9W1V8c/5IMwziaCfaG8QhQVUdVbwcuBbo4stn6eD5LfeDbJwA5xv7zgVnA1EnBT8a/XCSANPDUE6zq0PifLcfZ33bUcUdQ1Ruof6H5GvUn9l/ex3s9EvU3DOMBMMHeMB5Bqrod+BJwqYicfj/HVqgP1ltNfaDb0V4ObFLVg8c4NwfcyIk35d9FPUhfdPSO8Sly5wP3qGrvfZTxTeqB+vvj13A8j0T9DcN4AEywN4xH3oepJ5n58AM49nvAHdSnp00QkRbg6dTn5R/Pb4GLRGT6A63YeHB+B3C+iHxWRGaLSFhEFgE/BGYCb7yfMj44/oT+6uMd80jV3zCMB8YEe8N4hKlqP/Um+rNE5OL7OVaBtxxj14uojwO4v2BpUe8XP5H6fQl4MjAPuBXIUZ9DbwNnPYDBhQ/EI1b/4xGRn0waF5Ck/oWmkXb37Q/HexjGvwup/99iGIZhGMbJyjzZG4ZhGMZJzgR7wzAMwzjJmWBvGCchEckfY3nYyb//aUS8YRgnL9NnbxiGYRgnOfNkbxiGYRgnORPsDcMwDOMkZ4K9YRiGYZzkTLA3DMMwjJOcCfaGYRiGcZIzwd4wDMMwTnIm2BuGYRjGSc4Ee8MwDMM4yZlgbxiGYRgnuf8PfIYI7ojjEkkAAAAASUVORK5CYII=", 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", 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"version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/docs/.jupyter_cache/executed/d3b38c232ea642c2bcfbe7d5b23e773c/base.ipynb b/docs/.jupyter_cache/executed/d3b38c232ea642c2bcfbe7d5b23e773c/base.ipynb new file mode 100644 index 00000000..3f675b34 --- /dev/null +++ b/docs/.jupyter_cache/executed/d3b38c232ea642c2bcfbe7d5b23e773c/base.ipynb @@ -0,0 +1,533 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "4fed5f73", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import scarf\n", + "\n", + "scarf.fetch_dataset(\n", + " dataset_name=\"kang_15K_pbmc_rnaseq\", save_path=\"scarf_datasets\", as_zarr=True\n", + ")\n", + "scarf.fetch_dataset(\n", + " dataset_name=\"kang_14K_ifnb-pbmc_rnaseq\", save_path=\"scarf_datasets\", as_zarr=True\n", + ")\n", + "\n", + "ds_ctrl = scarf.DataStore(\"scarf_datasets/kang_15K_pbmc_rnaseq/data.zarr\")\n", + "ds_stim = scarf.DataStore(\"scarf_datasets/kang_14K_ifnb-pbmc_rnaseq/data.zarr\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "cf3d43a4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing normalized data with cell key I and feat key I__hvgs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix finished in 0.1s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing loadings for pca with 25 dims\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using existing kmeans cluster centers\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 2 iterations: 0.2231416044034774\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 3 iterations: 0.0015723588534611761\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 4 iterations: 0.0005780289193092027\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 5 iterations: 0.0002038383127570548\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Error after 6 iterations: 3.0191725331495816e-05\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans finished in 8.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.6s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.3s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 12.4s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 99.92%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 21.6s (7/7 steps, 21.5s in logged steps)\n", + "\n" + ] + } + ], + "source": [ + "ds_ctrl.cells.insert(\n", + " \"reference_batch\", np.repeat(\"control\", ds_ctrl.cells.N), overwrite=True\n", + ")\n", + "\n", + "reference = ds_ctrl.build_mapping_reference(\n", + " feat_key=\"hvgs\", batch_columns=[\"reference_batch\"]\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "e28598a3", + "metadata": {}, + "outputs": [], + "source": [ + "reference = ds_ctrl.get_mapping_reference(feat_key=\"hvgs\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "8d9a9145", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 features missing in target data\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded existing ANN stream from RNA/normed__I__hvgs/reduction__pca__25__I/ann__l2__50__50__48__4466\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "MappingResult(projection_path='RNA/projections/stim_symphony', n_cells=10111, correction_method='symphony', diagnostics={'featureCoverage': 1.0, 'queryBatchCount': 1.0})" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result = reference.map_query(\n", + " target_assay=ds_stim.RNA,\n", + " target_name=\"stim_symphony\",\n", + " target_feat_key=\"hvgs_symphony\",\n", + " save_k=5,\n", + " query_batches=pd.DataFrame(\n", + " {\n", + " \"reference_batch\": np.repeat(\n", + " \"stimulated\", len(ds_stim.cells.fetch(\"ids\", key=\"I\"))\n", + " )\n", + " }\n", + " ),\n", + ")\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "fe0ea12f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "np.float64(1.503654242623663)" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "projection = ds_ctrl.z[\"RNA\"][\"projections\"][\"stim_symphony\"]\n", + "dict(projection.attrs)\n", + "\n", + "uncorrected = projection[\"uncorrectedLatent\"][:]\n", + "corrected = projection[\"correctedLatent\"][:]\n", + "np.mean(np.abs(corrected - uncorrected))" + ] + }, + { + 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labelvoteFractionvoteEntropytopTwoMarginfeatureCoveragereferenceDistancePercentileisUnknown
0CD8 T0.6191476.644800e-010.2382951.00.737389False
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2CD4 naive T1.000000-0.000000e+001.0000001.00.699407False
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\n", + "
" + ], + "text/plain": [ + " label voteFraction voteEntropy topTwoMargin featureCoverage \\\n", + "0 CD8 T 0.619147 6.644800e-01 0.238295 1.0 \n", + "1 pDC 1.000000 2.220446e-16 1.000000 1.0 \n", + "2 CD4 naive T 1.000000 -0.000000e+00 1.000000 1.0 \n", + "3 B 1.000000 -2.220446e-16 1.000000 1.0 \n", + "4 CD4 naive T 0.792476 5.106570e-01 0.584953 1.0 \n", + "\n", + " referenceDistancePercentile isUnknown \n", + "0 0.737389 False \n", + "1 0.911375 False \n", + "2 0.699407 False \n", + "3 0.918497 False \n", + "4 0.423739 False " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "evidence = ds_ctrl.get_target_label_evidence(\n", + " target_name=\"stim_symphony\",\n", + " reference_class_group=\"cluster_labels\",\n", + " threshold_fraction=0.6,\n", + ")\n", + "evidence.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "5a9abb44", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 features missing in target data\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded existing ANN stream from RNA/normed__I__hvgs/reduction__pca__25__I/ann__l2__50__50__48__4466\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "MappingResult(projection_path='RNA/projections/control_symphony', n_cells=8487, correction_method='symphony', diagnostics={'featureCoverage': 1.0, 'queryBatchCount': 1.0})" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "control_result = reference.map_query(\n", + " target_assay=ds_ctrl.RNA,\n", + " target_name=\"control_symphony\",\n", + " target_feat_key=\"hvgs_control_symphony\",\n", + " save_k=5,\n", + " query_batches=pd.DataFrame(\n", + " {\"reference_batch\": ds_ctrl.cells.fetch(\"reference_batch\", key=\"I\")}\n", + " ),\n", + ")\n", + "control_result" + ] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "-all", + "text_representation": { + "extension": ".md", + "format_name": "myst", + "format_version": 0.13 + } + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.13" + }, + "source_map": [ + 12, + 22, + 40, + 44, + 55, + 59, + 61, + 65, + 81, + 85, + 92, + 96, + 103, + 107 + ] + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/docs/.jupyter_cache/executed/d3e5797f4d83a1e8f8de73e2dd775dc0/base.ipynb b/docs/.jupyter_cache/executed/d3e5797f4d83a1e8f8de73e2dd775dc0/base.ipynb new file mode 100644 index 00000000..b182280c --- /dev/null +++ b/docs/.jupyter_cache/executed/d3e5797f4d83a1e8f8de73e2dd775dc0/base.ipynb @@ -0,0 +1,366 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "ce0d89b5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'1.0.0'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 3.07 s (started: 2026-07-03 12:06:18 +02:00)\n" + ] + } + ], + "source": [ + "%load_ext autotime\n", + "\n", + "import scarf\n", + "\n", + "scarf.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "077c49d4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "annotations\n", + "baron_8K_pancreas_rnaseq\n", + "bastidas-ponce_4K_pancreas-d15_rnaseq\n", + "cao_2.1M_moca_rnaseq\n", + "cusanovich_81K_mouse_atacseq\n", + "hca_783K_blood_rnaseq\n", + "kang_14K_ifnb-pbmc_rnaseq\n", + "kang_15K_pbmc_rnaseq\n", + "lecun_60K_mnist_images\n", + "motifs\n", + "muraro_2K_pancreas_rnaseq\n", + "saunders_110K_brain_rnaseq\n", + "segerstolpe_2K_pancreas_rnaseq\n", + "tenx_1.3M_brain_rnaseq\n", + "tenx_10K_pbmc-v1_atacseq\n", + "tenx_3K_pbmc_multiome-gex-atac\n", + "tenx_5K_pbmc_rnaseq\n", + "tenx_8K_pbmc_citeseq\n", + "xin_1K_pancreas_rnaseq\n", + "zalando_60K_fmnist_images\n", + "zeisel_161K_nervous_rnaseq\n", + "zheng_69K_pbmc_rnaseq\n", + "time: 18.8 s (started: 2026-07-03 12:06:22 +02:00)\n" + ] + } + ], + "source": [ + "scarf.show_available_datasets()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "c1f138da", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 6.44 s (started: 2026-07-03 12:06:39 +02:00)\n" + ] + } + ], + "source": [ + "# This dataset is in Cellranger (10x) HDF5 format.\n", + "scarf.fetch_dataset(\n", + " dataset_name=\"tenx_10K_pbmc-v1_atacseq\", save_path=\"./scarf_datasets\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "c9b81e43", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 8.95 s (started: 2026-07-03 12:06:45 +02:00)\n" + ] + } + ], + "source": [ + "# This dataset is in MTX format along with barcodes and features TSV files.\n", + "scarf.fetch_dataset(dataset_name=\"xin_1K_pancreas_rnaseq\", save_path=\"./scarf_datasets\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "54e17c14", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 4.68 s (started: 2026-07-03 12:06:54 +02:00)\n" + ] + } + ], + "source": [ + "# This dataset is in H5ad (anndata) format.\n", + "scarf.fetch_dataset(\n", + " dataset_name=\"bastidas-ponce_4K_pancreas-d15_rnaseq\", save_path=\"./scarf_datasets\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "10869246", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 3min 4s (started: 2026-07-03 12:06:59 +02:00)\n" + ] + } + ], + "source": [ + "# Change file_type to 'rna' in case of sc-RNA-seq or CITE-Seq\n", + "reader = scarf.CrH5Reader(\"scarf_datasets/tenx_10K_pbmc-v1_atacseq/data.h5\")\n", + "\n", + "# change value of `zarr_loc` to your choice of filename and path\n", + "writer = scarf.CrToZarr(reader, zarr_loc=\"scarf_datasets/pbmc_atac.zarr\")\n", + "writer.dump()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "2fe50a99", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "feature_types extraction failed from features.tsv.gz in column 2\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 11.8 s (started: 2026-07-03 12:14:42 +02:00)\n" + ] + } + ], + "source": [ + "# Note here we only give name of directory containing MTX file (along with barcodes and features file)\n", + "reader = scarf.CrDirReader(\"scarf_datasets/xin_1K_pancreas_rnaseq\")\n", + "\n", + "# change value of `zarr_loc` to your choice of filename and path\n", + "writer = scarf.CrToZarr(reader, zarr_loc=\"scarf_datasets/xin_1K.zarr\")\n", + "writer.dump()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "ae77e273", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No value provided for assay names. Will use default value: 'RNA'\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Could not find feature names key: gene_short_name in self.featureAttrsKey.\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 5.11 s (started: 2026-07-03 12:14:52 +02:00)\n" + ] + } + ], + "source": [ + "# Note: H5adReader takes the path to the .h5ad file directly\n", + "reader = scarf.H5adReader(\n", + " \"scarf_datasets/bastidas-ponce_4K_pancreas-d15_rnaseq/data.h5ad\",\n", + " cell_ids_key=\"index\", # Where Cell/barcode ids are saved under 'obs' slot\n", + " feature_ids_key=\"index\", # Where gene ids are saved under 'var' slot\n", + " feature_name_key=\"gene_short_name\", # Where gene names are saved under 'var' slot\n", + ")\n", + "\n", + "# change value of `zarr_loc` to your choice of filename and path\n", + "writer = scarf.H5adToZarr(\n", + " reader, zarr_loc=\"scarf_datasets/differentiating_pancreatic_cells.zarr\"\n", + ")\n", + "writer.dump()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "12fd8a0d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 8.07 s (started: 2026-07-03 12:14:58 +02:00)\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\"scarf_datasets/differentiating_pancreatic_cells.zarr\")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "74768cda", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 15 s (started: 2026-07-03 12:15:06 +02:00)\n" + ] + } + ], + "source": [ + "scarf.writers.to_mtx(assay=ds.RNA, mtx_directory=\"scarf_datasets/diff_pancreas\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "481614ba", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 886 ms (started: 2026-07-03 12:15:21 +02:00)\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\"scarf_datasets/differentiating_pancreatic_cells.zarr\")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "97d97981", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 15.5 s (started: 2026-07-03 12:15:22 +02:00)\n" + ] + } + ], + "source": [ + "scarf.writers.to_h5ad(assay=ds.RNA, h5ad_filename=\"scarf_datasets/diff_pancreas.h5ad\")" + ] + } + ], + "metadata": { + "jupytext": { + "text_representation": { + "extension": ".md", + "format_name": "myst", + "format_version": 0.13, + "jupytext_version": "1.14.1" + } + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.13" + }, + "source_map": [ + 12, + 16, + 21, + 28, + 32, + 34, + 40, + 46, + 50, + 58, + 64, + 71, + 75, + 87, + 93, + 105, + 109, + 124, + 128, + 133, + 137, + 141, + 146, + 152, + 156, + 161 + ] + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/docs/.jupyter_cache/executed/dc564b76df5522659c0236f3f21a2c3a/base.ipynb b/docs/.jupyter_cache/executed/dc564b76df5522659c0236f3f21a2c3a/base.ipynb new file mode 100644 index 00000000..1332de97 --- /dev/null +++ b/docs/.jupyter_cache/executed/dc564b76df5522659c0236f3f21a2c3a/base.ipynb @@ -0,0 +1,3059 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "cfd7bf3d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'1.0.0'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.4 s (started: 2026-07-16 01:02:10 +02:00)\n" + ] + } + ], + "source": [ + "%load_ext autotime\n", + "\n", + "import scarf\n", + "import scarf.plotting as splt\n", + "\n", + "scarf.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ab6110e3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 32.2 s (started: 2026-07-16 01:02:11 +02:00)\n" + ] + } + ], + "source": [ + "scarf.fetch_dataset(\"tenx_5K_pbmc_rnaseq\", save_path=\"scarf_datasets\")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f4c9a4fc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 13.8 ms (started: 2026-07-16 01:02:43 +02:00)\n" + ] + } + ], + "source": [ + "reader = scarf.CrH5Reader(\"scarf_datasets/tenx_5K_pbmc_rnaseq/data.h5\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "605d9658", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(5025, 33538)" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.38 ms (started: 2026-07-16 01:02:43 +02:00)\n" + ] + } + ], + "source": [ + "reader.nCells, reader.nFeatures" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "9517788e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 29.3 s (started: 2026-07-16 01:02:43 +02:00)\n" + ] + } + ], + "source": [ + "writer = scarf.CrToZarr(\n", + " reader,\n", + " zarr_loc=\"scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr\",\n", + " chunk_size=(2000, 1000),\n", + ")\n", + "writer.dump(batch_size=1000)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "3212b58a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Minimum cell count (502) is lower than size factor multiplier (1000)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 8.27 s (started: 2026-07-16 01:03:13 +02:00)\n" + ] + } + ], + "source": [ + "ds = scarf.DataStore(\n", + " \"scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr\", nthreads=4, min_features_per_cell=10\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "4a022aa9", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.71 s (started: 2026-07-16 01:03:21 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_cells_dists()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "f91b4e13", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "597 cells flagged for filtering out using attribute RNA_nCounts\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "461 cells flagged for filtering out using attribute RNA_nFeatures\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "612 cells flagged for filtering out using attribute RNA_percentMito\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 137 ms (started: 2026-07-16 01:03:23 +02:00)\n" + ] + } + ], + "source": [ + "ds.filter_cells(\n", + " attrs=[\"RNA_nCounts\", \"RNA_nFeatures\", \"RNA_percentMito\"],\n", + " highs=[15000, 4000, 15],\n", + " lows=[1000, 500, 0],\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "307af15e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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IidsnamesRNA_percentMitoRNA_percentRiboRNA_nFeaturesRNA_nCounts
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1TrueAAACCCAGTCCTACAA-1AAACCCAGTCCTACAA-15.97568720.0347333381.012668.0
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IidsnamesdropOutsnCells
0FalseENSG00000243485MIR1302-2HG50250
1FalseENSG00000237613FAM138A50250
2FalseENSG00000186092OR4F550250
3TrueENSG00000238009AL627309.1497649
4FalseENSG00000239945AL627309.350223
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" + ], + "text/plain": [ + " I ids names dropOuts nCells\n", + "0 False ENSG00000243485 MIR1302-2HG 5025 0\n", + "1 False ENSG00000237613 FAM138A 5025 0\n", + "2 False ENSG00000186092 OR4F5 5025 0\n", + "3 True ENSG00000238009 AL627309.1 4976 49\n", + "4 False ENSG00000239945 AL627309.3 5022 3" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 77.8 ms (started: 2026-07-16 01:03:24 +02:00)\n" + ] + } + ], + "source": [ + "ds.RNA.feats.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "81b930f8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1000" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 2.16 ms (started: 2026-07-16 01:03:24 +02:00)\n" + ] + } + ], + "source": [ + "ds.RNA.sf" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "7494c431", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating summary statistics\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(RNA) feature stats block 1/1: read 5.1s (r2) compute 0.3s rss 959 MiB\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating HVGs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "498 genes marked as HVGs\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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", 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" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 422 ms (started: 2026-07-16 01:03:59 +02:00)\n" + ] + } + ], + "source": [ + "splt.embedding(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"RNA_nCounts\",\n", + " color_scale=splt.ColorScale(cmap=\"coolwarm\"),\n", + " show=False,\n", + ").figure" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "8c1c095a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "parallel=True is not supported by the sgtsnepi Python backend; running single-threaded\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of vertices: 3940\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Embedding dimensions: 2\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rescaling parameter λ: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Early exag. multiplier α: 10\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Maximum iterations: 500\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Early exag. iterations: 250\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Learning rate: 200\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Box side length h: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Drop edges originating from leaf nodes? 0\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of processes: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "15 out of 3940 nodes already stochastic\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Skipping λ rescaling...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "m = 3940 | n = 3940 | nnz = 64734\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Setting-up parallel (double-precision) FFTW: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 1: error is 4.66031\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 50: error is 4.31818 (50 iterations in 0.077231 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 100: error is 4.22926 (50 iterations in 0.065981 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 150: error is 4.22231 (50 iterations in 0.063797 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 200: error is 4.19841 (50 iterations in 0.06916 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 250: error is 4.19238 (50 iterations in 0.063576 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 300: error is 3.36544 (50 iterations in 0.069381 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 350: error is 3.15141 (50 iterations in 0.083269 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 400: error is 3.03176 (50 iterations in 0.101253 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 450: error is 2.99385 (50 iterations in 0.10678 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration 499: error is 2.99372 (50 iterations in 0.094178 seconds)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " --- Time spent in each module --- \n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Attractive forces: 0.164158 sec [21.6437%] | Repulsive forces: 0.594297 sec [78.3563%]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 975 ms (started: 2026-07-16 01:03:59 +02:00)\n" + ] + } + ], + "source": [ + "ds.run_tsne(alpha=10, box_h=1, early_iter=250, max_iter=500, parallel=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "cad0f8be", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 162 ms (started: 2026-07-16 01:04:00 +02:00)\n" + ] + } + ], + "source": [ + "# If run_tsne is unavailable, the tSNE columns will not exist.\n", + "try:\n", + " splt.embedding(ds, layout_key=\"RNA_tSNE\", show=False).figure\n", + "except KeyError:\n", + " print(\"'RNA_tSNE1' not found in MetaData\")" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "0a2d1f9e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 336 ms (started: 2026-07-16 01:04:00 +02:00)\n" + ] + } + ], + "source": [ + "# We start with Leiden clustering\n", + "ds.run_leiden_clustering(resolution=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "fb7940ca", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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IidsnamesRNA_tSNE2RNA_percentMitoRNA_tSNE1RNA_percentRiboRNA_UMAP2RNA_nFeaturesRNA_nCountsRNA_leiden_clusterRNA_dUMAP2RNA_dUMAP1RNA_UMAP1
0TrueAAACCCAAGCGTATGG-1AAACCCAAGCGTATGG-119.27815810.844353-9.35403616.78363032.8285223503.013537.0232.8844185.1982766.101646
1TrueAAACCCAGTCCTACAA-1AAACCCAGTCCTACAA-124.6917645.9756879.88691620.03473331.4514503381.012668.0233.392078-10.516970-11.363389
2FalseAAACCCATCACCTCAC-1AAACCCATCACCTCAC-1NaN53.430353NaN2.494802NaN346.0962.0-1NaNNaNNaN
3TrueAAACGCTAGGGCATGT-1AAACGCTAGGGCATGT-113.63008210.9191437.70373528.78369012.7938191799.05788.0715.4258124.452153-0.570295
4TrueAAACGCTGTAGGTACG-1AAACGCTGTAGGTACG-15.6604437.955407-12.02719235.750038-9.2885752887.013186.01-6.827160-15.410989-13.956902
\n", + "
" + ], + "text/plain": [ + " I ids names RNA_tSNE2 RNA_percentMito \\\n", + "0 True AAACCCAAGCGTATGG-1 AAACCCAAGCGTATGG-1 19.278158 10.844353 \n", + "1 True AAACCCAGTCCTACAA-1 AAACCCAGTCCTACAA-1 24.691764 5.975687 \n", + "2 False AAACCCATCACCTCAC-1 AAACCCATCACCTCAC-1 NaN 53.430353 \n", + "3 True AAACGCTAGGGCATGT-1 AAACGCTAGGGCATGT-1 13.630082 10.919143 \n", + "4 True AAACGCTGTAGGTACG-1 AAACGCTGTAGGTACG-1 5.660443 7.955407 \n", + "\n", + " RNA_tSNE1 RNA_percentRibo RNA_UMAP2 RNA_nFeatures RNA_nCounts \\\n", + "0 -9.354036 16.783630 32.828522 3503.0 13537.0 \n", + "1 9.886916 20.034733 31.451450 3381.0 12668.0 \n", + "2 NaN 2.494802 NaN 346.0 962.0 \n", + "3 7.703735 28.783690 12.793819 1799.0 5788.0 \n", + "4 -12.027192 35.750038 -9.288575 2887.0 13186.0 \n", + "\n", + " RNA_leiden_cluster RNA_dUMAP2 RNA_dUMAP1 RNA_UMAP1 \n", + "0 2 32.884418 5.198276 6.101646 \n", + "1 2 33.392078 -10.516970 -11.363389 \n", + "2 -1 NaN NaN NaN \n", + "3 7 15.425812 4.452153 -0.570295 \n", + "4 1 -6.827160 -15.410989 -13.956902 " + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 224 ms (started: 2026-07-16 01:04:01 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "38647fd4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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RNA_leiden_cluster
02
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" + ], + "text/plain": [ + " RNA_leiden_cluster\n", + "0 2\n", + "1 2\n", + "3 7\n", + "4 1\n", + "6 5" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 48.4 ms (started: 2026-07-16 01:04:01 +02:00)\n" + ] + } + ], + "source": [ + "leiden_clusters = ds.cells.to_pandas_dataframe(columns=[\"RNA_leiden_cluster\"], key=\"I\")\n", + "leiden_clusters.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "c863fbb7", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_1147238/1807300542.py:1: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + " ds.run_clustering(n_clusters=leiden_clusters.nunique()[0])\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 309 ms (started: 2026-07-16 01:04:01 +02:00)\n" + ] + } + ], + "source": [ + "ds.run_clustering(n_clusters=leiden_clusters.nunique()[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "97db2c5a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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n+MpXvlKLo5VlmVtuuYWrrrqqFrv74r+Pfexj/PnPfyadTr/q+a+44gpuuOGGaSFmzzzzDKlU6mXbz5w5k02bNtW2Z7NZ7rjjjmltbrvttpqdgUCARYsW1dp7vd59xPnKK6/kxhtvZPPmzbV1xWKRP/7xj69q/+tF69keIlY/9RQv3P83XFYLHfU+vHs+TwbGQsxobEAQBEySSDgeRxAE1v7rQVo/+DGGi/3o3XpSUxnkigwqjPeN0zSzjon+MKqiEh6J0jq/GYXpgeq5ZB5RJ9A6vwmoCrDOpGPece1AtYc9OTBFQ1cd+VSBgj3PH9fcTp2pgdMWvkVLdHKMYjAY+Na3vsVVV13FJz/5yVf0SV533XX8+te/plwuA1VfaygU4u1vf/s+bc844wxEUeTOO+/kgx/84H88/2c/+1l27NjBokWLOOWUU0in0xgMBh544IGXbX/ppZfys5/9jIULF7JkyRK2bt1KW1sbyWSy1ubpp5/mK1/5CosWLSKdTrNx40buvPNOAM4880zy+TwrV66ktbWVK6+8shZPfOKJJ3LyySdjMBjYsWMH11xzzX7dw9eDJraHgNHhIYaffYxls7rYvLuPzubG2jaPw0E6m8NsMlKqlOlqqQrjcHiKGx75FeFiiFwsS+PMOqwuCwCFbJG6jr2ff8V8iZHtoxiNBqZeSFG25cnlcuTTBQLtPhRFQRTFfWYNiaJIuVhhcnAKURQRBIHt8Q1EOwMMPTTIFWe/vzYIonF0smLFCm677bZ9nuNll12GKIoUCoVau1tvvXVaG7vdzv33309vby8rVqwgFotx991309jYyL9jMBi4++67MZlMr2qTTqfjtttuo6enh61bt9LS0sLxxx9fi189++yzaWtrq7U3mUw8//zzPPvss+TzeZYuXUo2m2Xr1q21Nr/97W8ZGxtj/fr1mM1mli9fXhsArK+vp7+/n+eff55EIkFbWxuSJPHb3/6WL3/5y6xfvx6r1crSpUvx+Xy1Y77tbW9j0aJFr3o9+8shr0GWSqVwOp0kk8ljOsXizs0b6Vv9LIlEnEKhgE0nUSyXEYCW+jqMe3yyA2PjiILAUGiclUsXTQuYftYXxLnIy+4XBug+Ya+jf7x/kobOutpy7+p+GmbWMbprHLPFTKVUpuuEGUwOTOFv9zK2awKn3854Xxi7x0rjrOpIq6IovPD3jbQtbEEAVKCYLSBJEvHJJIvbl/H+lR/WBs6OMN4s79CxhvYWHQAURWHzmtVUykWaZnQRHBpg26P/pNnrxioKdOzpya7bsYs6r4fe4SA2sxlQsVss+N0uRFEgns7gdVZfnkK5CNZqb6RpdgNTI1H8rV4A0pEspWyQ5jmNxMYT+Nt9TPSHsTottM5rYqxnguhojGwih25MomlWPQMbh0lMJmmd38R43ySSTqJcLCMIIACKqlLOl2lf2AqAq8HJ1m2beGHn85y84NRDfk81jl4+9alPMTU19bLbrr76at7ylrccYouODLSe7Rtg9aP/JDLQR2hkmDqXA5/LRe9IEJ/Lic1sZmPPbpbPnwvAWHgKl92G1WwmXywSSSQZm4riczow6HVIooiqQlmpUFJkBu1xmi/qBCAZTpNN5JD0IqgQCcZABKPVSNu8JvRGPZP9UxgsehRZRRAgMhbH5ragyCqFdAGj1YAsKyQnUvjbvEiSxPC2IJ5GDzaPBUVR8DZ5MFr2hgQFt49RCMmcNPMUwlKIWCKKU/Vw6qxVLJq59LDcc40j/x265557yGQyL7tt+fLlByxu9WhD69m+TratX0e2dztugwF3eys7B4cBgZmtLTy/dRsnLZiP3+UknkrjdthRVBXrnhkyZqORQqWC+/Q57Nq8kfMDVffBZC7B8LwyjhluPCkzvWv6cfodhIcidJ0wA7PNRDaeJRKMMWdFN3JZJjwYoWl2A4qq4G5wMdEfppAtkI1laZpVj9VpQa7IjPeFiY/GqWv30Tiz6kbwNLuIjycJtPvoXdOHpJOom1GNf8yn8pRLFSrWEqunnqRcKNM4sx59QOap/MNMbpjk7KWvbT68xpuDCy+88HCbcESihX69Tp59+AFMLwkM9zodZPM5xiNRSqUKFVkmVywyNDHJ2p29xJPTw1pyTigvzNH63m5Wp/uRFYURaxJnhwtBELA4zdhNFgIzfARm+Mgl8oz3hxnYOMLclTMRRRG9UY+n2U3P6j6cAQeRYIxSvowk6bC4LFid1QE1SSchIGBzmZH0ewdK9EZ9bdDM2+ShkC0w0R8mPBQhOpYgE89ishjxNrkx2Uw4A9VelMGso6+w42DfYg2NYwqtZ/s6KBaLREOjpGxmHNaqoKWyWVx2G6OTEQJuF/2jIeZ1zEAQBFRV5eltO9k9MobdaiaXzzPhiNOEC1EUsV/UyIP/t564sUjbmA5PkxsAi6InPhCnUqpgdZkpZAq4G13TbBElEZ1RT7lYwWQ34mvxABALxcml8lgc1d60LMuIU2YyUrbWey3miki6qvhmEzkSkylUBXQGiXwyj7POwYzFrXvaTg8q16nan46GxmtBe2NeB7t37WJRdyfDoXFcDjuqqpIvFuloaqQ/GCIcT1DvddfiVAVBoN5hp7u1iXKlQr3XQzEO8p7jpcIZrCd4aV9aTzFXZKxnHIfZQmDEwHOlPqxNDpKRNHNPnYlclhnbNUHT7HoUWWFw4wjNcxsI9Uwyc/neiAV3g4v1/9hK05x6UFWMZgOOpUZMdgODm0cwWYwkp9J4Gl0Ed4TIJvL4W7yIkki5WEa/R8BfxBlwMLhpBH+7l8R4ihNtqw7hHdfQOPrRxPZ1YHM4CEfj+Fwu0rlcTWgHxsaJJFLM72qnWK5M2ydfLAKg3xNGVZEFJp4dxW61ENs2iWOZr9YTNYg6utaaGHAm6Dq5GwGIhuIASHqJhq4APav7KaQLtC9uRZVVGmfWERuL13rF0dEYvlY3BrOe2GgcQRSoO67ao7U6LQTafTR0V8PHxvsnmXVSJ6IkEhmNYfNYaJnbRC6VZ3RXiObZjciyTHwiicFsQNKLvJB9kobeRpbOPO5Q3HINjaMeTWxfB/3r1pDJ5ZjZ1kIDXsqVCut29BBwu5jX1U5bQz3lSoXB0DiFYol0NovFZGRTbx9uu41+JUqyroycVqjv0TM/MBdbyMymHUMMzphCb9KxY0EaT3cAQRAID0XwNnmYHJqirt2PLFen2BptJsqFMopeolwoEwslKJcqoILZYaYwGsdgNtB9Qge5dJ4dz/Ywd8UsbB4rkZEovj2hZKlwuha3K5dlbO5qIg6Lw0x0LE7/ukHy2SKLz55XiwOe6A/z2OBD1NkbECR4IfgsKipLG5fT1tB+WJ6LhsaRjCa2r4NCMk6+WGIoNE7A48FiMmIxm+hsaSI4GSady1EuV2hvqGcsHGHOjDYGx8apKDIyCna/Fc8qDyoqtr/k9sTcwmJXO0V5lF1DQZacuwBFVlAUBVVVSU6lCPVOUC5UyKXyuOocJMaTFDJFJL1IcjJNuVCq+WMVWUEpyzTu6b1a7GZcfifD20aRSxXymRKju8ap7wyQT+VJTCZR1arvdqI/jL/Vi6SX0Bt0SJJIPlOqCW18PEE+UyBVyHBr36+QKnqcM6wA3D8yzLtN1+B1ew/Dk9HQOHLRxPY1EgmHGRgYYM6MNjxOB0OhCSaiMXLFAsHJMCPjE5gMLVhMJrb1D1LnqX7Wi6JAd1M1jWIHsHrjCObj3AjSvgEhTbMb2PzIdmweKygqyWiG9oUtNM6sR6eX6D5+Bn3rhmie21ibwutpcDGyfpz+F4ZBD6gqiNNzG0g6CUESyRTKzD21G1VV2fn0blyNLmKhOJ5GNx1L2lBVlaEto4iCQDqWQZRERL1IfCKBIAjojXpmLKoOnPWtG6TruBm1c+jqBPpDuzWx1TgolMtlstlsbdlmsx01Mxy10K/XyNqH7sNvs+DZM9OrvbEei9HAcXNm0VIX4KSF80nn8ljNZuZ1tFPck8Tj35O6GGUJSSexsxwit8efuzMbIudVyCcLeBpcdB/fQffyTppnNSCJAigq9Z0BxndPYjDpSEczhIciTA5OYbKZwKRgcZmQixUsDjNNe6bwhnonGOudIDmVIjmZpGtZO4IgIIoic07pppwvo9PrKWSKZBO5alIcm4F8Jo/RYqDr+HbmruimVKwQ3Bmq/gjsweaxkpram+kpE8/y1K7HeG770wf7UWi8CfnnP/9Je3s77e3tuN1unnnmmcNt0n5zdPwkHEEUUkmiyRQCAqIo0Oj3odfrcFirAiSKIgadvvb/UCRCJpcnVyjQHPAjiiKRVJJoMEIgWKEl7+RJ7xDxYBzPfD9GSU86lmX2ir0lS+o7A2x/Yhe+Vi+qqqIz6JDlqvAClApl+l4YQG/Q0zCzjtz6AoVsEVEUySZyzDqxOhNNVVVeuHcjqqIiSAKxUNUdoCpKLTNYaPckFqeZQqbIrJO6mBqOYjBV44nr2nwkxhO1xDYAqqIyuGWE+hkBKmWZQjqPpNexQXga3U4dJ8w56dA8GI0jglQqRTAYpKWl5aDMbnuxVlmhUHhDZXQOB5rYvkbCsTiLujsRBIF8scj2gSHEf+u1VuRqJEJfcAyzwYiqKhRLJZ7bvA29Xo+qKJy5sJpNSPWpROK91L9tDomHQxTdZbpPmEEumcNgqqZhlMsyigrJTVGEoSJ5q4y5bm/v0mDSowrQtrDqppBLFURJDwIIQrW3mYllESURd4OTwc0jWJxmXAEnnkYX2USOyGgMX7MHq9NM75oBrC4zgiCgyNUcoVPD0T3lQyDUM4HeoKeQLzK+exKL20IqkkYQRcx2M0aLgchYjJA3CGhi+2agVCrx8eu/y+qRLDHJg0eOcWKrlZ994wv/sSrEmwlNbF8jTqul5hIwG43kCwXMRiObh4J4nQ4SsSj5QpFYMoXFbKK9oZ5CqcTcjqpfs390DL20twqDIAjYEjpGto7h1unxSWZMdhOZWJbxvkkMJgP5dIH5q2YRHowQ6PAzsWuSTDRLoL2aDk6uyJgsxmroVjCGwWqgfWG1LLS7wcnQ5iAzl1d7t846B6mpNInJVC0CweqykE3kAMgm84g6EZO1mirP7rPR81wf7UtaMZoN+Fo8TPSHqev0M7h5BH+rF5PVSNPsBgDCg1OIokByKs2uxC6m2sP4PS9fDUDj2OHj13+Xf+S6kFqdiEACeCCfRLj+e/z6u185zNYdGWhi+xopVeRpy5IoMrej6gMNFiooagS/24XH4aBYLtE3OsbS2TNr7Rv9PtZs20lrQ1WAVFVFCZcQIml6XHk8Ng+2nhI6vYSqgqvOgbe5OsiGAJlYFn+Xj/6/9zIgDqM36okGY6hlgeCOEI46G/7mvTk5DSYD0ksGEIxmQ623+lIy8SyKrGCyGcnEMqiKWhVukx7JIGE0V3snoiSiyCoT/WHkskKlXKnNMgMIzPCz7YldzF81G4AbNv6MS7reT2db5xu88xpHKqlUitUjWaTW6SWVRLOT54NZUqnUEZkw51CjDZC9RuxeH1v7BhidnGJgLMTsGW0EJ8MAqNk0MxrqsVks2K0WRsNT1Hs9lPYMkgFEkykWz+piMDROcDLM5t39tDfU4Wv00Ly4iVkru2iaVY+7wUnwmWHy6Wpy52gwRjKcRpAEIsMxSjqZjiVteJpcBFr8LH7rXBa8ZQ5yWalWdNhDLpVHkfcu5zMFosE4qqowujNENpljvG8Snb4qyLFQAovTQiFb9fumoul9BvckvUh9Z4DGmXUYjHqSkb0Znoq5InWde4v5eTqd3PnCLQfuAWgccQSDQWKS52W3xSU3o6Ojh9iiIxOtZ/saGB0aZGDXLhrdDprr9gqKKFR/s9LFMq1eN5PBMXwuJ267nUa/j4GxcQw6HYVSkdHJKRbN7EIv6bCYjJgMBmwWMycZ3DwmDdWOaTAbmOVtwvVQkS3OEUS3jtknV1PTWZ0W1D0lcDLRLI1zq+4Au9eGv9WLIAgMbBxGFEWsbgtNsxuY6A+TTxfIZwp0L5/BRP8UniY3k4NTtC1oJjGeJDqeQG/QoTfoqOvwo6oq25/chcNnp3d1H1aPDVQVd4Oreu5YFoPVwNCmYVINbnRGHRN9k3SfuHfacDFfIlHZWy9N49ijpaUFjxwj8TLb3HKc5v2oHP1mQBPbV2H3ju0MblwLwGRogganjcpLPsNL5TLRRJJSpUxFURmYihLwuNjWP0gyncbvdtHR1ICiKAyGxqn3eVBUleY6P4l0ht6RUTqbGzEbjajjJZiz57i5MoaUwOyGZiYmU6Rs//bpL1QHrbLJ3LTVqqwi6kU6lrQx3heuJRy3OMxM9IeZsbiV4S2j5NI5SsUSArD1sV20LWime0+8bGj3JIqiMLZrgrkrZ1WjKvom0eklYqEEok4kPBRBkRU6lrRhMOiJjsfxOtwYbUYm+8PERuOYHWaSkykESaR3qJeZ7TPROPZwOByc2GrlgXwS0bzXlaDkk5zUYj2gLgRFUUilUhT3hEtmMhkSiQRWq3VaReojEU1s/wNT4Un6nvwXDkP1NtlFhawgYNLrGQpNkM3nsVnMLJpVDdMKTUUoAzsmoyxubiJbKLB7ZJSyLBNwu+hoaqQvOFarxuCy22j0eymWyoSmInhSIkVdFMUsYgop1ElOVFXF2GlDJ+RIjaZwNDso5cpE10bwHefHYNIzujOE3qTH7rEy3j+Fv82DXJHJRDOEVAWb20o2kcPuqU7DNVgMtC5oItQ7QdOsBsJDEVx1e18Ih9/G1HAUT6OrFuLV2FVH7+p+Zp/UhaqqTA5M1ULPZFlmzsndRIIxWuc14fDZiU8kEYTquYw2I0+tfpIGbwN2u/1QPT6NQ8jPvvEFhOu/x/PBLHHJjVuOc1KLlZ9+4/MH9Dyjo6MsXLgQqJYvf7EU+U033cQ73vGOA3quA40mtv9G366djGzdDKKIzu7EYdBRKpcZGBvHbDSQLxSI5OPUe30k0hnmdrTX9i1XZFrq/KQzGYwGPSajAY/DztodO2muq+Y5MOzxjaZzOSKJZHUqbiZFc8DP7KYWBnaGyBaK5ESwNuhZr46gn+tgxhM6fFMWdj0zQovVi1dvQlEVmudUS+4UskXW/2Mz3Sd0kJhMMtYzTtcJ1Z7q5ke2seCMubWif5VypVppd8+PiE4vUcyValUaYqNxKmkFnV5Xm6GmqiqKUnVdCIIwzY8r7pkFJ1dkHL6q785d72Rkxxh6ow6Hx0bYOMiNO37GSvfZLJ15/EF5dhqHD4PBwK+/+xVSqRSjo6M0NzcflEGx1tZWEonEAT/uoeBNL7aVSoV4PI7P52PTurWMrX4Kt6UaLL1lwzoCDiuhqShL58yq7bNjcIjmOj+Nfi87B4dx2KwUSyWsZjOiKGI2GHi+dxC1WKC9tRmdzcnz23bQ4vMxGg4jCgKyojCjsaF2zKHQOPFUGqvFjMtupycYJLPQTN3MALGdEZaZq6FcHSkvjWYf681jBGx7K5marEZmLG4l0O7D3+Zly6M7aJnbhCAI1HXWMbE7jM6oQ1VUyvlqblq5Us29kEsViIzGMduNIAg4Aw6KthKju0JIBgmT1Uh4KILVaWZoc5BCtoAgCiiyTEN3PdlEDkVReGkl9dhYHKUsIyAwuClIfacfc52B54KPa2J7DONwOJg7d+7hNuOI5E0ttn07d7DtXw8RnpxgLBrDqtfTUudHt6cQ49y2ZtZs20FzwD9tP52kIzQVwWW3odfrcNttDE+EsZphIhKlXC5z8qwOZEVh0+AIDr2OJQvmIQgCboedeDqN/G/hV+lsDqNBT1t9XTWhuNXMs3/fyc7jEohllVTBi9NqpViuEE+nWVAOEBzKQn3VR5ZN5DDbq+IrCAKuOgfDW0dp6AqAotbiYFVVZeNDWwj1TpJN5Vj/wBaWnb+w5i4I7giRTxfIJvPUzfBTypUY2zGG0WZiajjKnBXdOOuaiQRjxIaSZEaHsTYbmRyYIhZKYLDoMVmqot2+J3+Cr6VAMpJmaiSKXdRCgDTenLxpxXbD6udZ94970AHJdJqOugBdLdUpq0NjE0zG4uTyBQJuNzqdjnyxiNlorPYEiwVyhQJGg4Gu5iYmY3Fcdjtep4Oe4BjtdVVfpiSKzG6sZyqRqH12O2xWUtkciqRSkWV0kkShVCKSSNLZ0oQoiqRzOcbCU3R662jJ1TGeS7EtNUVzKkOuWCBaSnP8jJkEoln6n4qRVQrksgWa31qNApgcjlQTgze4yMSrFRjKxTI6g474RAJvsxezw0TjzDr6NwxNK59uMOsJtPvIpwuM7honl8jia/URaPNiMOlx7RF3f6uXZDiNs+ihIubxt3hwBRyM9owjl2Rmnbx3urHZbiIRTlKRFTLJAn954U5OnnEajf7GQ/GoNTSOCN6UYjs+NsqWh+9nXnu15zUyMUlrfTV8qlKRqSgyXS1NKIpCz0iQYqlEPJVmSk6QKCu0zZ5HsHcXfaNjuG12BAG6W6vhLfNntDEUmiAUiZLJ5bCajCgv+bx+saqD3Wrhuc3bsJiM1Hu9LOjuYNvuAWxmM8lsFpvFUrOp0+RHLSq01gfoGQ2Cq3osl8nKsrKV4GSYOm8bz903QKpJxtXgItDmqw1geZvc9G8YomFmHel4luY5DZSLFUK9Ezh8dpJTKZx+B6qqUi5U/bkWh5lyqczsk2dishmZHJzaJ0OZ3iDhP84O2Nm9dhC714rOoENn1DG6a5yWPf7k+ESSfCpPpSjj8Av0q9uZ3DXKB5yf0KZyarxpeFNOaggNDGDS7/2dsZiMpLLVEKrxaJTO5qpIiKJId0sz4VicXLGIoXkGH/jy1zju7PNw2KwcP2cWLrsVvW5vEUVVVRmbitDZ3MjS2TPR6XRYTCa29PWzOzjKjoEhRifDWE0mVi5dRHdrM73Dw0xEY6xcthiAcqWyz0QCQRQRBAGzzoAra2A8UY1djafSBKNT7BTCmJe6sbqteBpctUGrF7F7bMRGE8w8oQNJV/XDuuudJMIpKiWZgY3DbHt8V9XtsOc63AEnJpsRgLoZfgrpIulodQLD1Ei01sutbvfh8Nmxe2x4G92UciUm+sNM7pm+m45k0Zv1iJJIPl1AbFQYGBl4w89SQ+No4U3Zs3X4fOQKRVRVRRAE7BYLvcOj2CxmIskkTX5fTezK5QozmhrxOh14Fy5Ep9Oxc/VzNVdBwONm3c4e/G43VrOJnrEJjps7C2nPp3lnczWhuMfuIJlJUyxX6GhuxL6nUKTTZsPv8TC/s+oC8DgdJDIZJFEklcnisFlJZDLkMml2VmTsTielVIrN0gSbKhOUvSr2ZQ5iiSx+i4fcVJ5SoUS5WEEuy0h6ifhYknJGRmcVp4m4ZNBhsZuwuiyoqordayO0exK9UUdkJIarYfr0S0WWCfaMY3dYkBUFc4undg+L2RJWpwWLw0zP831YXBbqOvwIgkAkGMPf7qOxuw5FVtjxdA8mLDQtbzroz1pD40jhTdmz7Z4zlzmrzmTH6Dhrtu1g19AITrsVl91GwO1id3CUcqVCrlBgS98ARoOBoivAvMVLqwdQpg9ueR0O0rkcPZEEi867gEplb/0xRVEolcuIooAgiMxobNin15ovFKctS6JIuVJhY89uhscnKJcreOx2WtxOTF4/pUaJ5gtn0HLODDpWdlBIFzEoBk7hHP7n+C+w85ndAOxa08eu5/rIbFMQ13moFCsMbQlW7ZIVdjzTg6SXyMSy+Jo9GMwGfM1uJEGifXELuUSWXDK3J5l4EL1Jj7fBhbPOgcGsRy7LDG0J0r9uEEESkPRSLQbX4bPTv36Inuf7iIUStYoRoiRS1xEglUodNUmfNTQOBIKqquqrNztwpFIpnE4nyWTyiEhOUSwW+ev//QKfJJDIZCiXK7TWB1i3owdrUwuXfuDDyLKM2+2u7dPfs4vexx7GYdCRKRRJiDpau2aydOXpGI1G7vrVz/GqJQx6PRt37cbjdNAY8NEfTaIvFwm4naQyWZw2G/F0Gr1OoiIrtDfUky8UmYzFafB5iKfT1Hv3VjzYsrsfu8VCqJLAflVLbWBrcnCKuhl+9GM2ZlrnstH0TC0HbSQYo2nXEjwGP+v9D6AIFfKZAoVMkcAMP4nxBC3zmijmywQ3hAjM9JBL58kl8nhbPMTHE3ib3Hga3YzuDGGxm1HZm0sXYHDzCGabCYvDTGw8id6sY2znOHNPnYnFaaZ/7RCtC5tryWzGd08S6PDRNjSPt57xtkPxmI8pjrR3SGP/eNOLLVT9k6GxMewOB6sff4x8KsmyVafT3NL6ivtMjI0xPjKEy1/HjK6ufbb39fSQSCYxipCJRnHV1zNn0RLGRobZ+tTjVIoFQgMDzGmvimauUGDNth2ASktdfW0Qrb2hvmZjcDJMa30diqLwpL4f/6rqIN547yRNsxtID+fIJHI0LNqb9atUKNP03PHUeRp5WLiFpkV7fbJbHtvJzOUdlPNl9CY9lVKFoW2jeBtcSHqJ4I4Qi86ci964dxrk7rWD2NwWGrrqausmB6eQKzI2j41MNEOgw8dk31Qt3Ayg57k+muc2kk3kSE6lCbR6Od9xCfPnLHjdz+3NypH4Dmm8Otp3HNW41KY9yTLO/q8L92uf+qYm6pte2efYNWvWy65vam2j6fKrALj9f79W652ajUZsNhsNbjfNdX6m4gmGQuNYjEasZjN9wVHmdVZnhImiiHWnzEQuiNyhp3FWVZDLaRlbi4mp4Qj+tqrgju8MM8NopFKpoPfsHcgTBAGby4LZZsK8Z3KEoigYTXoaZ1aPF2j3MbozRMvc6nUqskJ4OIqqqLjri7V0jJODEfSGapmfxpn17Hq+D2dgugiogkrP6j5mndhFLpknuGmC+R/ShFbjzcOb0md7pDDrlLfQPzbOyGSYbcNBTn77O1HtDmKpagIbj9OJxWSsxviajLVBt0giicFo57JVH+L0hvOwhT14JhuZ4ehEqSgIYjVRzOTAFA2z/axPP8Y6/kkylubFD5nEZBK7z0YkuDcj10R/GIPZWFsWBIFcqkAumaOYK7Lrud20zm3E0+giOZUiPBShUpZpX9AMAiQmU9VkN4taUGWFUqE6U21s1ziugINZJ3YRG4uTjmVYNnfZIbzTGscKjz/+OIsXL679W7du3T5t1q1bx8UXX8zy5cu59tprj5gUj1rP9jBy/KkrWbbiFMKTk/j8fnQ6HSecupLhgX52rF1DTh1ncDyMyWyiIBrYuLsft9WKandxzf+7HpPJRDfzasebiIxz45peRLeIr6Wao2C8bxJlhkrWkMNWMdP71AAGyYi7y47Da2N46yjlQoVCpojRoqdS2pt7V1EUBEGgXJIp5koYLFUhVmSlVjIdqjkRREmka1k7oz3jGC1GGmfWExmNERuLY9xTyaFSqtC3dpDlp5/Ayo6zD9Fd1jiUHOwaZEuXLuWWW26hVCqxfPlyMpnMtO27d+9m1apVfPzjH+djH/sYv/71r1m1ahVbt2497DXLNJ/tEU6lUqmN2qdSKRLxOM0tLdNmfb2UdCbNL+75MUVvmmK2hLfdhd1XzfaVTxdgWM8n3vp5vnLz5yk6MtPKkI/3TaIoKqIoIOkk5IqMIAi1wbDx3ZPE+1N4Z7pBUGuCO7ZrHEEUcDe6SEykarG6UO0ti5KIv81L73MDvGv2lSyaswiLxXJQ7tebgSPxHSqVSvzvD39KpqTHGWghGQ5iM5T54nUHZ+LKiwUfH3/8cVatWlVb//GPf5zNmzfz5JNP1uyqq6vjZz/7GVdcccUBt+O1oPVsj3BeGh7lcDhe9eWy2+x88fLrAdi4cwMvmB+tbTPbTXitrQiCwDff/z2++Zf/N21fURKRyxXMTgt2j5XhraPUdVZ9v8mJFHWZVr724Y8TiUXYPdTLlu3rGdMPEZjhQ2/UU9isstx/Gmu3PoPgUKmUZMx2I5FgnPhwkvcefw3L5mpJaI5F/veHP6V96VtxuPZGzyTjEb77o59x/RevO2R2rF69mvPOO6+2bDAYOPnkk1mzZo0mthoHj1lts1m98QnEpmpZnMJohTOXVT/fBUHg8pOu5f7xP2P0SxRzRZJTabxCAKEkEi8naVvYTHpDie7Zi+lo66L9xGov2Ofx4fP4OImTeWLzo4SSI1iwctZZb8VqsXK2fB4PrbufvCVLPlpk5ZwulnQed9g/4zQODqlUikxJP01oAZxuH+mi7pDWIIvFYvh8vmnrvF4v0ejhrxaiie0xjMVi4eI5V7B68GkQYNmsE3E59sYLdzR3crHhCvomepgIT7J83hksm3U8hWKBjQPrkAoSJ1684hVdFgCrFp2xzzpJknjr8v86KNekceQRDAZxBlpedpsz0Mro6OghS7toMpnIZrPT1mWz2SPC3aKJ7TGO3+PnbZ5XzmDfGGiiMTA9hM2ms3HqglUH2TKNY4WWlhaS4UdedlsyPEJz85mHzJbZs2ezY8eOaet27tzJlVdeechseCW00C8NDY03hMPhwGYok4xHpq1PxiPYjZVD2qu87LLLuOeee2qC+7e//Y2+vj7e9a53HTIbXgmtZ6uhofGG+eJ1n+C7P/oZ6aIOZ6CVZHgEu7HCFz7z8QN6nlAoxPnnn1+LF7/22mux2Wx873vf45xzzuEd73gHq1evZunSpdTX1xOLxbjhhhvo6Oh4lSMffLTQLw2No4wj+R062DXISqXSPm4CgPb2dlwuV205Ho8zMTFBe3v7ETMwq4mthsZRhvYOHZ1oPlsNDQ2NQ4AmthoaGhqHAE1sNTQ0NA4BmthqaGhoHAI0sdXQ0NA4BGhiq6GhoXEI0MRWQ0ND4xBwTM0g293TTyQcIZcoIQgS/mY3CxbPOdxmaWhoaBwbYivLMjf+7A/YDR5kRSadTeGwOpgYihIJRzj97FMPt4kaGhpvco56sR0PTXDXTX9jZusC+gZ6yOWzlOUy4fA4df4Ghh8foK7Rz9z5sw+3qRoaGm+Q7du3c/PNN9eWP/KRj9DZ2bnf2w8nR7XYDvQNcd8d/8JsdFCplGltbken0+N1+4gnY+QLObo7ZvP8w5vZsGYLs+d2M6O7jf6eIYr5Mr46F3MWvHwV3NdLMpkknUrT1NyEIAgH9NgaGkc6B7sGmdFopL6+nkqlwhe/+EUuuOCCaWL6atsPJ0d1boQ7brgbg2wjnUkxu2seo+PDNDe01bYPjOymo7Wb4dEBpmJhZnfOYyjUx9zORYiiSK6QpW6WjWKhQD5VwuI0svSERa9LJFVVZfXT64gN59HrjGzatRq5LFDI5zGZzaw4Yxkrz1jxhq5XQwOOzNwIpVKJX331Y9jGnqJTP0V/2U+maSUf/fovD2kNsv3dfjg4qnu2iiITjoyjk/R7lqf/bhRLRQaGd5NMJVg6/wSiiQiqLFAo5kmmEvh9dWxcvZV2/yx0OjvZdJknEs9y2lkn/8fqBP/OWHCc5x/ZgFrWUe9vZM2GZ/C5G7FabOj1epKpBD3rR/AFvMxdoLkzNI49fvXVj3G5fBe+jup7czoTTGX/yK+/JvCJ7/z2MFt3ZHBUi63X76bFPZO1m59jPBzCZrUxPDaIx+llMNiPQW/A5wlQkSuIoojfE6B/sIdEKk7AW8dQsJ9kJouuoSrWOp2ekZ4ot+26h7JSpK4+QFOXh7aOVras20JwYDfFTIT6QD0dCxZRVmQC9Y1sfaEflyVALp9jeLSfpoZW2pqr9briiSh6nY7WpnaeePhZTWw1jjlSqRS2sadqQvsifquAdeCpQ1qD7EjmqBbbZDiHq95Anb8Bh91JPBHBoDcwMjbIwjlLABgZG8Jhc5LOpJiIjONxe2msawagq30Wqzc8XTtevpAjnozR3tJBJpehnFFZ+9hOnnloE5VyGUSByNA4L9z3N6xGI6IgYNLrKAt6Zp90CZLFTTqdYunCE2rHdLuqwt/a1EE6lz60N+gNsGPLToqlCl2zZmC32xgeHGC0bzctXTNpnTHj1Q+g8aYhGAzSqZ962W2d+qlDWoPsSOaoFdvt23cSiyRoq68uW81WrGYrwdAw82YtqrVrbWrn4Sfuw+8J4PUE9nEPWM021m9+nlw+T2N9M8sWLieVSRKLR+ho7Wb+rEX0DfUwo6UTUZTYqNOTG9uEUSfht1tr/t2dT99Kw7xzMLmbGB4bpL25mhk+kYyjqAo7erewfMWyQ3Nz3iCPPvA0+rwDnU7Pk70vEBpbx9gzj+AwGXmkWKZ15RmcedHFtM44/NnvNQ4/LS0tPF/2czoT+2zrL/tZ1tx8GKw68jhqZ5A99sBTdLbPZDDYR7lSYmffNsbGRwhNBMlk9/YgM9k0bc0zaGlsp1jMk8tnyRdyAExOjdM7sB2H3UV7ayed7TMBcNicmE0W0tkku/q20d7cgU6nRxRFlsw7DtlgRxCEmtAWMNB18nvpnncyKiqhiVFGxoYIhobJ5jNYzFZmd8+nubXx0N+o10g+nyczWUGnq7pWosEgOx+5F4fJCIBBFNjwj3v4xf98gPvuvP1wmqpxhOBwOMg0rWQqO33MZCqrkm1eqbkQ9nBU9mwVRSGbLGBsM9IQaCIcmUSWK2zt2czc7gVs3LaWlqZ2KpUK+XyW9tZOorEpzOZqT7R3YBflcolyuURjXRvdHXMIhoanncNittLc0Mb2ni3TohMEQcBs0FPMpEjmCjgtJlwdJ7JwUXXihM9bx+Yd62ltaq/tk0pMkSpEaGufd0juzxtBkiQmQn1sfvRG5EKGXLkybeAxlsszw+cBYOOf72DO4iV0zTnyr0vj4PLRr/+SX3+t6qN9MRoh27ySj3ztFwf0PPF4nG9/+9vIsgzAr3/9a+6//34uv/xyFi9e/KrbDydHpdhOhaewmRy8sOk5Ar56ZnXOZXvvFlYufwuyLKPT6RgY2s2cmfNprm9me+9WDHojiVSUpoZWZLnCvFkLMZssbN6xHgCn3cnYRJCm+haS6QSiWBXYuTMX8MwLj3HycasQRZHn1vyLlnlvYXSsj6lIkMlwhEWzTNPsy2eTFAo5TCYLsiwz0vs8b7/66+j1+kN+r/4TI4MDbH32KYwWG6vefiE6nQ6DwcBkz2NYy2mQIJ9Nk8wViJvymPU6LPq9fzJWvUT/lk2a2GpgMBj4xHd+W6tBtuwg1SCTJIn6+qrv8Ac/+EFt/Yt1xl5t++HkqBTbfK6Aqqp0z5hNuVIiGBqmUikzFZ3EbnNgtdgI+Ovwuv30DfWwdMEJCIJANB5hYGQ3db4GxifH6GjrZnJynF7TDmZ2zKVYKrJ+yxr0Oj0L5y4FqvGzbpeX8fAY4cgEM2cuxO+pY9nxZzE40ke5XCQ2NUoul8FisZHMJPDW63j+vp9g8bWSi08gFaN4vZ7DfNf2Ui6XefaJx3jq5v/DKpdQVZWhHVu49svfAECoFGptFUXFYtBRrFQoViqkCwXsZhOiIFCuyLjrGg7XZWgcgTgcjoM6GOZwOLjuuute9/bDyVEptpGJOGazlZGxIXxeP26nl0g0jNvlxWFzoigKqXQSAKPBVHMDeN0+cvksLY1tlMsl+gZ7qK9voq2pg3WbV9PW0sGyhcsJRybYPdSDQadnKjrJ0gXLEUWR5oZWRsaG9hoigN5g5MQTz2EiHGIyOom/3crFF17OjUM7KI5sRhRETrjkfa8Yt5tKJvnLL/4/YsND5AURuZDHYNBz6jvew6nnnf+a7ssLjz/Kk3fdilwqMf/M8zj7Xe/mb7f9nuFdOzAoFQS9EYPJQGjHduxqmUqhRExV8FgtjG1cR6FQwGQyYW1sQRnpRxAEKoqMyWCg3mkHIOCwsWt8Eo/FStlq44RVb3ntD1BD403IUSm2dqeFRDLG8YtOQq83MBULY7FYsZgsAIiiSLlcolgqoihybT9VVclk0zXBHB0fYdXJZwHg99XhcXoBCPjqmYpOUirkcTo8LyuUiqLgajBhtpqZjAxj9dhoCnhYfmq1R/yR//0RO7duwe3x0tLe/orX8sDvbyS+ZT2oKqlUpipqBXjydz9l83NPcca7LmN4x1YK5Qqzlh7HzNmzkSSpav/wEA/d/DvyqQT+WfMYeOKfGJUKIrDtnj9y/+9vwiUJIECqkCeVLeK0mKgoCjqXnbIsE8vk0EsSeQSef/IJmppbyIeC7B4bx2k2kyuW8NttNXtFQUASRHLlEm9/3zWv+xlqaLzZOCrFdta8mWxu7kOvr04D9HsC5PM51mx8jrbmGaiqSiIVRxRFhkYHyGTT2KwOQuEgbU0dtThbWa6QzWexmq20NrazYdtarGYrxVIBURRobmgnEgszFZnA76snHJkgGp9CMMg0d9Zx3mlnvmKPVa/Xs3Dpq4d6ZaLV+MSSLGM27PXpmvV6Rtev4bfrViPKCjpJ5JGbf0PL3AWc9q730jVnDn/96Q8oj1UH9jbu2oHXaoY99uhFgUo+i7vOj04SEQUBHSJlVcFlMRNKpHFbzMxs8JMuFMikMzz2ix8wlS9TzuexGgyY9HpavW6GIjE8NguCIBDP5vHaraSKJU46/YzX/xAPMYV8jmfuvR2TzcGJ51yMTndU/ulrHMUctX9xJqtx2nJoMoiqKvjcfkwmMw11TezcvY1lC5ZjtznYvHMDTpuLcqVMLp/FYrYyo7WLR55+gLNOPZ9sLku5XES02lk0dxkbt60lm0uj1+kZSw4QKYzR2FTP6cefyNyFBy55TdPcBcR2bMYgScSzOZzm6mBbsVxBJ4qUSiUa3U4AAtgY7d3JPd/9Kt5AgGw2i0Pa4yKxmgkXKzSYqz9AY/EEpYpMulDEbTXjtVkYiydwW8wY9TrcVnOtx2o3mUgXSuhEkYDZQEytYDMa0IkiA+EoDS47O0KTWI0GvDYroipgbZ1BPpvB4XSy5YU1DG3fgqu+gVPPfesRl4DnT7/6X4b/+jUaHXBGu8RjD36VU7+3HrPV9uo7a2gcII5asZ21pJUda4fQCyaGg/24HG5sVjsmU3XUUSfpsFqs2G0OpmJhWhvbcTurg1QDw7vpaOsmmUrgcXpZv3k1ToeT7hmzSaWTDI0MUCqXaKxrIZ6MUskWwFgmFJxCqBgJT0RobA3Q0FSP2Wx+Tb2kQqFALpfD5XKRy+WoSD70885jYmw3sjDGSHwKo1T9VPfZreSKpWn7i0AyX8CTTZMrqzik6rnLikqukGeqUqJYriCJIotaGylVZCZTaeocdow6PS1eN4VymUQuT7kikyoUcZqN6EQRQRAYT6RwWow1IZZEkUgmR5vXTSybYzKZosHtpC6b4JYvforZZ7+Nnff+GT0KsqIQHQ9x0dUfPABP+MDw15t+ivv5b/KuFUYqCtzbU2a2d4SRJ29n1vkfPtzmabyJOHrFdl43nbNm8I+7H8ZktpAr5DDv8dm+yIv5zKKxKWZ37Q1PMpss9A/txmw2E/DV09zQSv9wL7l8DpvVTnBsiOMXncSm7etoqm9BKYlIspU5bd0ATAYn6N20DqvFRjqTpK7Jx8rzTmDbxl0kxvMIUvXHYNbc7mn2bHxhCyM7IuglAyOhQVBg4dxleJc0U5h7Mpt3bGDVBSew44Wn6XvmWfI6A0W9iqKoiKKAqqqoqHQFvAxMRREQmCjoQdLjmT2fzrF+AKbSWfx2KwAGnQQq9IenaHZXQ3FMej25YolYNofPbiWayVKqyOgkkTafk2yxXLO5UK7Q4nEBYDMZCUbjWPdkcdIVcjx55y00WfeE3Ygig+vXwhEitsVikcL9n+eiBQYEQUAvwQUzdfx+U4lVSvnVD6ChcQA5asUWQKfT8V+XvpX/+8Gt2K12kqk4O3u3YrHYyOWzpNIJxidGEUSRYqmI0VB1PaQySfzeOixmC5NT49UXUWfAaXcSjk5iMlX9k35vHeVKmc62mYQmR2vnLRRyzN8zJVhVVUbGBnn8gefxWZrwO10A7HxhmI7u9lpsbbFYZHj7FAFPNVTKaXezafu62jFNRjNN9c1sfHYXJ511Fq31pyFJEqqqsn71/UQmtpIaG6LR5UAQBDoDPqbSmVoPdKS/F0Mxi06UyBaLNbEF9rT3MzgVw1auUFEUrEYDdbUIAzvBWIJ4Nofb7yWeK6CoKqIgkC4UKFWqiXz0kkSpIlPZ40MGiMcS6GQZvSTisVowO50H41G/Lv7x269Rb9/Xp54qS9SfdOlhsEjjzcxRO133pXTNnYHd5qSzfRayqqDT6Wisa8Zhc+LzBXC7PKzZ+AzB0DDDowP4vQF29W0nnojRtieHQSabIhydpCLLiJLI7uB2PK6q20FFpSLv7QmJolT7vyAIiKKEWgGDfm/eTpPOQjKZrC0XCgX0kmHafi/1bSqKgizLCAjMmt1NojzBi6mG2xct5SPf+T5ehx1p2oCcQLFcYSyepJyK47NZ8dmt+GxWdoQmUVWVXLGEuOc8NpMRv91Kg9POv6cxNun1zPB5GY7GyZdKjMUT9E5MYdDr0OskGl0O/HYrnXU+xhJJVFVlLJ6k3e+hzmHDatATFY2cd/WHXu9jPOCYRQGPUeX5oIyqqlQUlb/sKPPhP43h8AYOt3kabzKOCbFddPwcjBaJSHyKZDKOLFeQ5QqzuuZhMphoa+6g3t9IS2Mbbc0deFw+mupbiCUiDAX76R/uJZGJ4u0w07m4nmWr5vDeD19Ey0IXHYvq2NKzFr+nji071zM8OshUdLImVolUvDow1+wgmY3WbCpJWbxeb23Z6XQiWMsoigJUw84Cvno2bl/H8OggQ8F+SuUSrbPqEEWRt77rDGytKpZmhXPfeRoNjY3MPuutyIqKqqoMRxMIVP23TW4nDrMZ3Z6QMJvJiNdm5fm+YSZSGVRUwsk0sFdgs6UyuVL1ByRbLCGJAqIokCkUCTjstHjczKz3YzUY9hnwMugkopkcFVnBtidnglGvJzk1yc3fvJ61zz5zwJ/x6+Gkiz/CeNGCoqr8ZUeJn6wu8a67Utic7sNtmsabkKO6UsNLyaQzDA2MYLGZee6BLXS07vWXDo8N7hkws+FyuMlk0yRScZobWnn8+YdpnlHPRe+5AIfD/rLHVhSFxx55Ar1ej9PuYmx4gi2bt2OUzOj1OhYsn8WqM09heDBIcGAcQYDFJ8zDarPuc5zN67eRz+bJZQvYbDb8TR4eeeBR5IrKyaedwJJli17WhhfZvmkj+WyWvl07eer2m9CJIm0+N6OxBM17fKsAO0ITtPk8Nf9qIptHJ4nYTEaKlQqheAqvzUI4laHOacduMqKoKttGx1nYsjdhjqqqDE7FmOH3IAjVnvTO0CR6nYTdaKTVt1e4XmwXSqS59ke/YM78Bfv9/A4WU0M9DP3rd5TRs/Diz2JzHTkz+V4vR2KlhkPF5OQka9eurS2fdNJJ0zo1UJ0huWXLFkqlEvPmzTti7tExI7Yv5Y//dz8t9XvT/wVDw1gsVsZCI8iqTHN9K35vHdFUmCWrumluaToodhxMVFXle5/8GOEdW3BZLUQzWYx6HTpRIl8qky+VcFstVBQFp9mESa9j3WCQgMOOzWSkosj4bFYqikIsm6dQKqMTRRK5HDP83lqPNZrNYdHrmUylMUgS2VIFp9lAplgmlctjMxkAgWJFptXrqoq2oiLMmMV13///Du9NOkY5ksX2YNcgW716Nd/61rdQFIUHH3xwn7I3d911F//v//0/PJ5q56C3t5df/OIXXHHFFQfcltfKUT1A9kq0zKojN1GNpR0ZGyKemmJ8qojd6sZjsVMgTVFnZMGKjqNSaKHq8/38T37J048/ynMPP4i4YQ11DjuyUg3Bavb4a23DqQyZYhG/3YbFqMdtMVOWKwxOxXFZTOhEAZvRgNtqwaCT2D0ZIeCwUVEUIskMOp1EV50Po05HMJbAaTYRcNgJp9Ik8nnqHXaMOol4roDdZCSSyVLs3U6lUtEmD7xJKJVK/Op712MrBOn0SDwfk8mYWvjo579xQGuQnXjiidx///21GmMvZ8ezzz5LQ0N1IPpXv/oV1157Le94xzuwWq37tD+UHJNvwsmrjqd3Vx+7tu6maZ6bi1ecTSKeJDg4ht1to6v72Eh6LQgCK99yJivfcia//ObXCK99BofZREWWp7Ur71lucDvon4wylS+CrDC3Ybogh9OZPdEOUFFU/DYrLouZXKnEZCqNw2jErNdh3BNhEXDYEQSRQrmCw2zCqCszOBWjWCnTYjQwFgzSplV1eFPwq+9dz+Vz8/icrQCcDkwl8vz6+9fziS9/95DZ8b73vW/a8sknn0ypVCIajWpie7CYObuLmbO7ass+vxef3/sf9ji6+dhXvsZ9f/ojD/3hVjL5Ej57BYNOR7FcIZ7J4zAbSeYK2M1GmlxOgkWZiZKKkzLpYolUvoDHVo1TLssy9U5HLfJBL4okMjlcHjeTyemlfVRVrQ2gCYKAzWTAqhowevw0NB2dXw0ar41UKoWtEKwJ7Yv4XWas+ZHDWoPst7/9LYsWLaK1tfXVGx9kjoloBI0qb7vkUn55zz/4/dNrSFpc9IUj7A5HmNXgp9XnJuCwYdbrEQSQM2l8kkJFUXFbzJj0ulp0gkGnnxZiZtTrqCgqggAluUIqX01xGU5lsBmNVBSFUqVCIpfHZjJhDDTwjs988aCUsNY48ggGq66Dl6PTKzE6Ovqy2w42P/7xj/nLX/7CXXfddVjO/+9oYnuM8t3b7uLrd/2d5eecT27PEGhZlinLcnUSh8GATpKwm4zoJQmTyUTX6ecwmUpTkWWC0QRQ7bn2jE/RGfAwnkhj21Pocu1gkEg6y9bRcVRFYXAqhiSKNJ9yBt/4/Z10z5t/+C5e45DS0tJCf0x+2W39UZnmw1CD7Hvf+x7f//73efzxx5k9+8ioaK2J7TFMoK6OD3/lG3zsFzew6N1XkTA7sJlNJBWBE952EeWXxKG0LzmOqz7+KSqqSoPLQZ3TzvBUnOf7h2lw2bEYjTR7nJQVBaNO4oSOVtxWE1azEYNOR6vXTUNDA6df+I7Dd8EahwWHw0HG1MJUIj9t/VQiT9bceshdCF/+8pf55S9/yVNPPcW8eUdOFZFj1mersZe6xibqLrqYMy+6mEwmg9lsRpIknu7sYmDDC5idbs5575VYrVZmrzyLvqf+hSSKyKqC32ZFFPb+Jje6HKwdHMFns1HntDF31Vl46xooFfIsXLmKto7Ow3ilGoeLj37+G/z6+9djzY/Q6ZXoj8pkza185HNfP6DnyefzPProo5TLVZfX888/TyaTYenSpTQ2NvKlL32JH/7wh/z4xz+mp6eHnp4eAFasWIHbfXgns7ymOFtVVbn//vvZvXs3J5xwAqeccsq07U8++STpdJoLLrjgFY9xJMcIalSf8ZonHiOfTlNUFP7x219hUsq4rWYMksRQJI7J5WLZytOx+wKc++73auFdh5gj+R16sQZZ80GqQRYOh7n66qv3Wf/5z3+eU089leuuu45du3bts/373//+QS3Xsz+8JrF93/vex2233Ybb7SYej3PJJZdwyy231OLdfvjDHzIxMcEPf/jDVzzGkfyHorEv4fFxbv36F0mMjpAplrH4A1zxuS8zZ/GSw23amxbtHTo62e8uyYYNG7j33nvZunUr8+fP54knnuB973sfF1xwAffddx8Wi+XVD6Jx1BFoaOCjP/olPdu2EmhopOkICKHR0Dga2e8Bsg0bNvCOd7yD+fOro8yrVq1izZo1TExMcMEFF5DL5Q6akRqHF4vVypLlJ2pCq6HxBthvsTWbzRSLxWnrGhoaePzxx5mamtIEV0NDQ+M/sN9iu3LlSlavXk2lUpm2PhAI8PjjjxONRvnudw/dtDwNDQ2No4n9FtuWlhYuuOACHnnkkX22+Xw+HnvsMRYvXnzY5x9raGhoHIkckykWNTSOZbR36OjkNc0ge/zxx1m8eDEmk4nZs2fzt7/97WDZpaGhoXFMsd9iG41GufDCC2loaOD6669n3rx5XHrppQwMDBxM+zQ0NDSOCfY7zvaxxx5j3rx5PPjgg7V1F154IQ888AD//d//fVCM09DQ0DhW2O+e7djYGMuXL5+27sQTTzxs6dM0NDTevKiquk+F6COd/RbbSqWCJE3PWanT6fYJBdM4MKzb0c937nyMX93z1D7xzRoab1Z27NjBpZdeitvtxmq1smrVKjZt2nS4zdovXlMGkdtvv50nnniitjw5OUm5XJ627oorruATn/jEgbLvTcnm3kHe//v1pIVqGN3mofv5v0++8zBbpXGwGN6+ltiuJ8mXFNpWXEpTa9vhNul1c7ALPt50001ccskl/O53v0MURT7xiU9w3nnnEQwGj/iESPtt3ZIlS7j44otftV1b29H7h3Io6R8OEkumWTpvFrf/cw1/XDeGRSfw6bcuZF3fZE1oAZ4aymjFE49Rxvq2Ye35Ay12I+WKzOZ7rycS6GbGWR/B4T56yjiVSiU++e1Psi62jpQjhSPl4DjPcfzkSz85oBU7/j3J1ac//WluuukmgsEgM47wenf7/faeccYZnHHGGQfTlmOeRCrN6m19PL9jiNt3yVQkI/bxPxPBgSCIVLJxXhiM4LdKlAsSemcdAHVWSRPaY5Sx7c/iy+SZjKWxmgwUyzKL7Sn61t3H3LOuOtzm7Tef/PYnedz/OLoOHXr05MnzROoJPvWdT/HLr/3yoJ33kUceIRAIHBE1xl6NA/oGj4yMMDY2xkknnXQgD3tU0j8c4uktvTy/awzMDo5rsXLz0/0MxSuolRLGhi7K0RHi1hZMe0RVysRQBIGo0Y0uP4Yw2YvfpuN/P3juYb4ajYNFMDiC1VRhXnu10nFrwMHusRjR4no4SsQ2lUqxLrYOXcd0OZEcEut2rztoBR+ffvppvvKVr3DHHXfsM550JPKGy+KUy2X+8pe/cN555zFjxgzuueeeA2DW0c0zm3t4x6+f5WvPZnlgVOIf26f4+v29jBTMGPytSFYXpWgQOR2v9V4BdDYPlXQMANXspmz1ETM1kc1rA2THKkoxh9NqrC2LokAomkGulA6jVa+NYDBIypF62W1Je/KgRCw98cQTvP3tb+e3v/0tb3/72w/48Q8Gr7tnu3PnTm644QZuu+02JEni0ksvrWVLfzMRHA/ztdsfpSLouOK0OZx5/Hz+8OxuklhQVRUll0QpVWszGb0tAOgcPgoTfYhGC+XEJHpXVXArmTg6mwcANRLEZrRTFPX864/riayZYM7yJhadMIe7/vQIf316CJOo8pn3r2TR4iOjoJ3Ga8cbqCeS7KHJZ0cQBIYnk8iyTGPr0fNMW1pacKQc5Mnvs82Zdh7wgo8PPPAAl112GTfffDMXXXTRAT32weQ15UbIZrP88Y9/5MYbb2TNmjWcd955mM1mWltb/2N1hpdyLM3rLpfLzPvwLyj5ZwKg5pJ88kQnNz07TNreRjkSROdpRBAlStEghj1iC6Ab70eYGCTpa0AUJQRFoSWWoNE3g3B2kgtdCzFJRnZGe5kfqJbzyBQShGJDmKxetog5djQ34xvZzYfmdnD2ZUuJTSVx+Rx0dGmDlPtDMpkkk83R2FCPIAiHxYZELMKG275Ak0NEEKB3NE7rrCU0r7wST13Ty+5zJL5DH/3qR3nC9wSSY+/nvJySOT16+gH12d59991cddVV3HLLLZxzzjm19RaLBVE8suvX7rfY/vWvf+XKK6/E7XZz9dVXc+2119Lc3LxfpXBeypH4h/JaUVWVNZt38vt7HuHvE3bUUh4qRVRAiY6hBlppSGexiEZKBh1mvZURoYRiMKF31WGKT3Fh3oxPZ+X54WdocDTjMlipqCo7Ij0sDsxFVVUy+QT17lZsZlft3FPJMfzOJmKZMDtKEdJ6PbPzMgaTgCgbkQQJSwA+cP3b8fgOb4G7I4lischkeIrGhnp0Oh3PrttO72QFo8mGvjjJO85Zftj8fpVKhc3PPYLZYmXWkhWvaseR+A6VSiU+9Z1PsS62jqQ9iTPt5DjPcfz4//34gEYjvOUtb+GFF17YZ/0jjzxyxI8V7bcbYXBwkHw+zzXXXMOll156WGrBH27GwxHWbe3lh/e+wO6cmUqhgqhEMLVUyyVX0lEqqsqieI4L6k5AFESi6QlMqoVgPkpfaBCzNMrywCJsFjsAHY5WbGYnPkcDAHWOBnaNrqOzfgE2k4NENloT20IphyTqyOST6EQdp3iqPd6x0gBCRaDB0141tAR/v/lp3v/ZtzMZmuKxuzdSLih0L63jpDOOvdphf3l8HTc+PYAoqFy5vIX5rX7aWhoZGAqys7ePZMVGrgyxqUk8vjoK2QSpdIa6hlbi0QiqqrJu806WL51/WOzX6XQsW3neYTn3gcJgMPDLr/3yoBd8fOyxxw74MQ8V+y22H//4x2lvb+eGG25gwYIFnHTSSXzwgx8kn9/XT3OsUKlU+M29zxBKlfHoyty2KUEkmULv7cZgBqaGEQzmWnud3YtSyHC8ta5W/tth9jA8tQtBlulwtzNVTCLvaS/LFXZkRzndtde9YNAZMUhGSpUCeslIvpSlL7QVvd5ItpBiTvMyIqkQfufeT8wGdxvByO5ptvesDXHrDx4kNBTBLlfbru4LYbYbyReyvHD/IOHJKbqW1HPVJ95x2D6j3yi7Bkb4yoND5EUrzkqK4QhMxsMUVg9gNtsAN5VyGUmnY9EJpyEIAqNDu+lecCL5XIZkLEI0PM5ISGL50sN9NUc/DofjsFexPVLZb7HV6/W8853v5J3vfCfBYJCbb76Z66+/nqGhIU455RSefPJJTjnllKMiBOOVUBSFdVt7MBv1LJjdxZdufoi7+kAQBNRilsLkCMbmeci5JKLBjMHfRn54M3pnAAC1UkZRFNKVAg1ARS4TTo7S1bAQgOcTu1nT0cHW+AQXRCM8KSaYWHwSjmCIU4zdAEwmRnFavLht1WN2muazsf8pFnecytqxddxeGsBayXBm0YHDWO0dT6XGiWYmafR0oNcZqMhlisUSQ5viCOih2oxcLst9v16HQbETio1RLhfZ8K88/Rt+w4e+8V+0tDcC0D80yshEHL0IJx8374j2hQ2MRegwlZnpEtDLCpVsFEdLF81tXQAkYlNUyiWS8WjtB0WUJDKpOPlchoaWGTjdXvp71yHL8lH996txZPOGkoerqsq//vUvbrjhBu655x4cDgff//73ef/73/+K+xxuf5OiKFQqFQwGAwMjYwyOR1g8sx2Xw8aHfvIXHglbEJQKV8838beNIeKm+tq+uZFtiDo9ek8TSiGDUi5RSUfQmR0IOgPlxDh6dyOSIjMrHEWVRN7RcPK08/+iMkDe14Dwwn0ox19QFfJSgfZYnJlTESRZxmX10ezrqolDz+hGZjUvIZZP8HtbDkUUaRgfpauix1YuI4k6oqkQnQ0LavvkChlUVBRVxiAZMRrMZAtpvPY6HJZqxMNkIojf0Ug4OUaulMZoFaif58azdBFWpx9VVZEyQ/zXWSceoqfzn5mcihAcC+PzOGlvrfbWH3xsNQMRFafHh9XmYGpyDEEQ8AWqPxyqqjKwazMq4K9vxun2EYtMEpuaoGvOotqxB3q2IlbS/Pf7LkCv1x+Oy9tvDvc7pPH6eEOTGgRB4KyzzuKss84iGo1y2223USodWfGB+XyBr93+KE/tnkLOJZmYiiM76jGUUui9rRT1NgyTj+AXYKQiYbX7acwVuefBGONGPWpxAgQR0WTDloyhLFgJgGSyUZzsB1ECSUc5FsTUcTyS3oCcidPT7sRULlOoFDDpTAAUygUqUrWXmLJYsFZKCHojgsFERC9wtrcTl8WLrMiEYoM0eTsYmdqNx15Hf2grZaXM3OAkS5qOI+A7juDUbixWB157HWlPO8VyDp+jKjLBUnU/QRAolvPVnrIT4pkp8sUMZqMNURARRQlZqVQ/tbMmJjbnSWV7mH2eB0mSiOYOnnshn8+zZecAoLJ0wSx6B4bJ5UvM7GjB6bBPa9s/GGR1bwKLM8Du3UmmYjs5fvEcdEYLCFmstqro+Oua6N+1pSa2k6ERcrksKCp9OzfjcHkplwrEpsLTxFan12N2tvKbW//O/1zz6tPSNTReKwdsBpnX6+WTn/zkgTrcG0JVVW5/eDW/e3qQaCpLoiSgdzeAzU8lP4TB20Jhoo9SNo1cGIdANyFJhz0Z4ZKMgYClEcXQyt1jT9M/ayGSwUxpahjJ6kZ5yXlEvQmTsw7JZMPgb6UcGUHyt6OUcujcjZSAv/dv5wxzdSrh48TI6mTkka1YZ56MbqwXOdCOKsAJ0SyuQHVutyRKgMpYdIDhyV147HX4nU0EXE04Y0MErNXZRkaDGa+9GqNrN7tIZiOEk6OAgChKpPMJZKVCk7ejZrPb5mcqOUZFKaPXGShXSiSzUQw6Aw2edgx6E+qUytDqzXSuWEp6KnFQnlGxWOSv/9qIxd+Jqqo8esO9dMxagtHi5Yk/PY5RzVLCjNVqYfmCNkKRLJKxGl1hsjrpHw9y/GKoc5vZMTzdxlIhz+jQbkRRxO50U79sBc8/8QBzFh6Poih4fHWMjw6ye/sGuuYuIRWPYDCaiUXD5DMy23sGmDerY1+jNTTeAPsttnfddRe/+MUvXrXde97zHj72sY+9IaNeK7Iss3NrL6lonshUnCcf7OWvbg+qyQlWJ6KUQc7EEXR6lHIRORNHNFrRuxtQpoYRpOptaMvJBCw+AERRYpGjnaE9A2AGfxupqafxxcNk3QFURaaSnMLsqX7OCoLIiw4ZOZ9GVYIIko5eq54hT9UPKBpb0Q1tpU2ROH4yS0l14xhLUlbK2I3OadckChLFcp4WXxeyKhNJhXBY3EjS3kf27x4gvc5IwNlMOp/AIBlw2fzsHt9CJp/EZq4eP1WMkjWGmJysYDO5CSfGmNt6PADj8SF89kb0OgPJUITBjVtJbA6hXqMe8AG0Hb2DWPyde+6dwOzFK5gYHUJMiGSzBRytXbQ0tBKeCPKXh9cgAo3tMykVCwTqWyjns6zdtIPQ+AT5TJaJsSH89S0EB3dhd3sxGk3kcxkyqSSJ6BT5bIZsOklTWxexyCRGoxlvVwMDu7aQTMZo65pNXUMLZouNtVt6NLHVOODst9iOjo6yevVqzjrrrP+Y2au+vv4Vtx1oookkV/1/f2O0d4p3mjpxm1zEs1PEcxXUBlutnWSykQ9uQ+9uQu9upBwdxdQ8B6AWNQCQE5Rpx8+q/5ar1+qiHA2RnxpA8jQhmKZXElZLeXIDG9A5Axi81dA4dWoY0bg3YqFd1jEvXaa1wY3ZbmM4NohJEPDY6tg9tgmn1UexUkAv6VFV0Ov0tHhmIgB941vxORqJZ8K4bQEqlRLhxCgBVzOpXAy9VI1ntJtdTCXHUFSFfDFDuNCHvaWT+FSaYg5sUhMWr0Lf+AZO7t471bHB3U44OYrV6CA3nqA+24THYjsokQp6nUS5XEKvr9pcLObR6fWUyyVMFiuBhlaCgz0IgojN4UZRFCZGh1GUCmPD/bTPmMFowUvRbCGdehpBkhgPDoIqUNfUymRohPlL9/rL49Ew0alxmtq6KOSzNLZUxbRzziL6e7YQHgsyZ9EJVVtUZV+DNTTeIPsttueeey6rV6/m/vvvZ+XKlVxzzTVceOGFGI3GV9/5IPGjvz7HlpyLkyopXHt6hm5rAGtmCjkSRPQ2U0lMUAwPYKzvQmerfobK5pcIsTOAMrwNi9HGWCHDvwol5gg2EnKOp6QMcsmLZDBRDPVgbJxJNjWF+UUhrZQojO5AMFpRywX03iZQVXiJgOucdai9L6BzBvCXZM4ytVHR5ckVM4QTo0g6A7fLQc4Zi9LqbsNt8yOKEpFUiInMECd0nL3HrQBdDQt4PPQnRhp7aM50kStmmOjuxxkMcHL2bbTWVad4TsRHEBAYjfQxv+1EREHE01gmFo4jqwJ+WyPR9CRGyUqxnMeor/4YFMsFIslx9B4DoDKR6eeyj77loDy7+XO6GXx0DYmcE0VV2L1jI91zl5BJJZD0emJTE5RLZXK5NPMWn4ggCIyPDtKzbT1ub4DGGdXY5mg4xJKTzqhFEWzb8Bw2h2ufHwiL3UE+nWbds49gtbvIpBJYbHZURaFSKmJ3Vv82dm1Zy8fevfKgXLPGm5v9jumZP38+f/nLXwgGg5xzzjl8/etfp7GxkU984hNs2bLlYNq4D2u29XHSp37NDQ+uoZKJ8lxzHXfleilUCgDElQLlUp784AYkuw9TwyzkXJLiRD9KMYdktFFOTACgFDJ02wrECkkKTi+b9UUkyYDD7MZjclIZ2EBxagTRZEPUG+ElL7GgM6Bz+DC4GxFNNiSzA9HswDQxWGsjpWMoLXOQ69oJ++qIC2UEBLyOekxGK157Ha0lgYDdz3YxxyPFIAO5Cbz2BrLF5DTREASRhfaVtOlm0X/WWkZn7kCZWaS+PAOPo55wcpTJRJBSqUCmkKDF113ruY/sjJKIZWn0tCOKEn5nI03ubuKZMLH0JPFMmJ2ja2hpbaZsTnLqu7v55u0fYM7CzoP2HN92xnKWd+pRUqN0dHbRu/lZIpOj5NJJeravx+Ovp6GpvXYPGppnYHe4a4NfAMVCflq4ls3hJJNOEI9MkstmACiXSxiNJiw2OwuPX4nd4WLmvKU0t3XTMmMWyXgMURQJjfQjyjlthF/joPCaB8j8fj+f+cxn+MxnPsOzzz7LjTfeyAknnMCXv/xlvvzlLx8MG/fhuhsfYihaRrJ7USslkPSMNrWybnQcnyLxuA0MgXbkTAy1kEHQ6TE1VPMXFMZ2gs4ESplCqAed3ccOvRu1EkcwO/CXod4QQFFkTszkOU7fyp8zUTBXXQaS1UU+uB2dzY2gM6AUc+gcAVS56nIQBIF5JT320UnKosAGNYPqrYpDqVzgUSVBQ0XhjLKbXDGDIAgsERz8S40Sbq7OYNqeS3Hu5AAndpzHhonHWVp/OgICY9F+Gr0dtGfn08tq9JIRQ5+JFY7/YnhyB82+bgrlHKNTfRiN010csfQEZl015CuVi1Eo5yiUc7itfixGO8VKgfbOFr7wq/cekmf4IjO7OpnZtUfQ/2s523b1s2HHIBs3T2B3ugmHRmptVVXFZnfir29muG8nzTNmEgmHqG+egdlirbVpbOmgvqmdTaufQNLpCTQ009DcQf+uzRgMxml+b4DGlhlkM0nMFjuzW4+ehN0aRxevOxohnU6zc+dOdu3ahSRJh9RXOzyVxti8sLZcjgQRfS08kRtC17oACh4ESQ+KjFLOo3fv7QnpXfUIOiOi0YKkN6P3VWdvCZER1FyClN5IMp/kIXmc4ZZWUBXU4Qii3Ud+eAui2Y5ksiHoDKCoIBkoTvRTmOhDLeYIJGJ4cDHXEGBzKUxekpAAORsHSUeyuYskEB7ZzUWWumqkgaOJ+yo9vNiHlS0OgkSYY3Kg6GVeGHiEGd65NHo7EAWRhD6MqqrMTa/AMGZB8Vfw2OtrLoGlXavYNPIM2yNr8OjqUGSZ2Wc0sfvxLFPJMXSSnoCz6gqJpieYTI6SKyZ413tPO0RP8JWZP7uT+bM7OfPkhfxzfQhREgkFB9BJOoJDPSw58QxEUcTjr6d323oURSY00k8hn0On02M0mQhPBCkV8nTNW8zo4G6MZgupRBSr3Ukuk0KWy7UJDKVSkVQijsFkpJBNsfwtxx/uW6DxKvztb3/jzjvvJBKJsGjRIj7zmc8cFekDXrPYPvPMM9x000386U9/Yt68eVxzzTW8+93vPmSfXs9t6cVgNPHSoStVECiEesDqQk5HQBSrn56ihJxPIpWLVRcAVbeBzrNn5P8ln5+CKFHJxIlLEjdHtlFaWJ3aWU5MonP4KE/sxtyxDGHPZ3k5EkTvayE/shVVUTA3z0WKjvFu/wk4jQ42T23nqdYGqBgoR4PIuVQthwLAlNvL2kiUc6gjkgrhNookXrweRSagtxGc6uU43xngFRiPDTEeHyaqhBjyb2fhmjM4Sb4AtR5WjzzIgsAKHJa9iWdGfTsZO3M7wpSOs6L/RcAxh36hn3BylHmte6ske+31hKKDzGxcyrZnR1i+avEREdTfWB/g1LlFekYi7OwdQVFkKsUcoZF+SqUihVwGk9mMteKgUi4xc/7S2mBb7/YNzJxXnXs7d/Fydm/fgNlip1wuMjLQg83pZtfmNTjc1cgTb1096USEt6+cS33Af9iu+VjgYNcg+81vfsNzzz3He97zHhwOB7/85S859dRT2bZtG1ar9dUPcBjZb7F97LHH+MhHPkIsFuPyyy9n9erVzJ9/aBN33P7A01x36xMoioLZp1TDrRSZcnwca9fxqKpKOTKCWshRCPWis7pAlilO9FUjAhQV0WTdE6alopRLqIqMnI1TToZBBWPjLNKKihEoJyaQbB5EvQlBFGtCC4BOj6rI6KxuJJsbOZfC7WnBqd/zB2a2IxjNSEYzktUNwhhKuYS4RxDkYpZeOcKg/EcE1wjd2UUEJ0VykoBnaoJGcyulPZMORsu72dr2JIVinpaRuZyReS8Wo53JdBBRkJADRdZFHmNV84WIokQ4OUqLOpv+sfUYG4xEAoPoTBL17lYMehOpXAyHxcN4fAhUAVVVSecT2MZdbF2/i6UnLjikz/WV6JzRQueMFs4/rZo8J5lK8+TaHiIJFdVg4O1nHsfdDz5NuqKrCS2wj5vA6nDR2NLBrm3VKbmR8VHmLTsZRZYZHtiJXoILV82nu+PIL61ypFIqlfjmT75OVJzA2mQi+2ABr1LPVz751QOa9euqq67iwx/+cG35uOOOw+VysXnzZk4++eT/sOfhZ7/FdsOGDfT19bFs2TLWrl3L2rVrX7bdwYyz/fIdT2FsWwxAIbgdHQqqICDZq77ISjyE3tNUi5vNj2xDNNmhnEctlTA1z6YcG6McD1FORalkY6BU0HuaEc0OSpERCsHtCKJEZueT6B116F1V94ioN1NJR9HZqz49JZ+mUikj2dyIRivl+ASpUpGfsJtABVYoVgyxCUqe6v5KMYtczCIZrcjFPJXUFLnO4xB1x6MU42zy/453jDbTrpvLRmuIRzy3Yq7YUbIK/5p7E8VADlEnEqsPoTyhUO9oo3VPHt06WnjEdwebEk/RIs3EafGSlmMYG40Ux4voWnScdsEyRnofQt+rIxTvZyzeT1fdIvS66oswGunDoDdishy4F+NA43TYefsZx01bd+173sr/3X7vtLwG+VyWbCaF1eYgnUqQiIbJZ9P4Ao2UigVQYXJsmGhkErOS5NorrjgievNHM9/8yddxnamn2bM36Xk6muFbP/kG3/jctw7YeUwm07Tlp59+GovFQldX1wE7x8HiNVXX/chHPvKq7ZqaXj7h8Rtl49ZdVFwt6Pb0Ls2tCyjHQxjcjZQiewZRBKEmtACi2UYlE8M6YwnlxARyPo3e00Qll0AQYugdAYz1Xcj5NJLRgq17OZVMFIO3BVVVKQxtQlVkBFFCsrnJ9a1FKRdQywVKkVFs81Yi7AnLUiolaJ1LGRgDnh/u49RJmfvTU6iAgIrO7kU02dB7miiKIqKu+oKLRjeVwizWyJvpD29nofVU5hVO4LnyffzZ+CP0OhEhLqAUFWiGpBSlWZz+x+W2+Fmz/B5cGz6AQ/SyzfU0giBgwMD7F78fo9HItV/8L9Y9v5lnbrYQT0dqQgtg0JmI5oPUNx7ZvYN/R6fT8dErL+LRZzcSTyoMj4aolApMjQcZyqQpZeM4fQ00z5iFTm9gYPtqZjW7mYolWbi4idNO0UrEv1FSqRRRcWKa0ALYvTYGxJ4DXoMsHA5z/vnnk06niUaj3HfffQQCgQN2/IPFUVFdV1EUvvGHf6GW94qDqqq8OGVL56yjOLIVVZQQrW6kPbO+dLkM5UqRcjwEikwxPIjO6kHJp9HZPciZePX4+RR6TxPl2FitmoIgCBgaZ1Mc342gNyBKekSrk1J4CEN9J5LNSSkygt5ZRyUdAWX6BIiYXuJRjw5BFpD0Rgz+6kSQSjKMUsyCMj1wXi1n6Lcv58SSDb+12hs+TXon47Y+koHxqp1lhWx/FmvFQUqJ0aBWw6JUVWXcNoBggx11/+Jp85/JtyZQVZVLOi/hlPmn1M6TT5bRiyZ0or6WIwFAVio0umby+D0beOe1R1cVZUEQOPOUqo82lUqzdtsAmXSGxatm0dbSxHAwxFAohl5Sueia/zqis5gdjQSDQaxNppfdZm0yMjo6ekDTLrrdbn7zm9+QTqf585//zHvf+15Wr179HydbHQnst9jm83my2ew+60VRxO12H7R8qLIs88Gf3M0GpR252AfJMKLRSjG0C1NbNSJB0Bk4a6ab50cyxHc9h2j3IJms6Bs6MWbi6Ow+BJ2hWkxRlTE2z67aK4hUMrFp53uxJwuglvMYfC3I2QR6TxN6oCgZUAuZaiSCIKKWi+g9TSCIyKUCksGEWikREyoY67qR4qFp0RA6Z4D80GYkZx2FUA+iUQ/KGIJxDshhTNLe0CNBEDDo9v4Ri3oRFBCNInHTBPc4fo4v1kzEM8bE3N1QgmvOex9bwlsYzAwy1zOXz57/2WnX1zmvmefvfhqPvY5IapzJxChmoxXPnhwLkYn4AX1+hxqHw84ZJy+atq6tpZG2lsZX2EPjjdLS0kL2wcLLbsuOFWl+64GNFNDr9Rx3XNWddPrpp/Poo49y99138+lPf/qAnudAs99i+8tf/pLPfvazL7vNYrFwyimn8NOf/pTZsw9sobrv3nIvD/YkEKUspoZuCpMDlCPDWC0mLu2QScgSdvI8HHST0wmYZ56IZLJSTkygymV0rjoqqalqyJfRXP2k3/PDoHfVUxjbhQqoU0PofW0UQz3onH7USrkaOqYo1TCvPYg6PYJkRi5kkIxWpD2z0gzeZnIDG9C76iiFh7DOXlFtb7Qi55JIlmoEhJxLIstl1MQ4xvouVEWhMBHE5BnB0LCNF4bGOF95L5IosSn2FG3JxXTHlrGj4VnGDSNYVBslU4FAuYlt3icZa+tBTssYJ4x8bMnHuPjUi7mYV85a1dhST8WYJRzNkytUg/5dVh9GvZl4dgrGE/zwo3/C2WDiog+dgi/gOaDPU+PYw+Fw4FXqSUcz2L17Z2emoxn8av0BdSH86le/4tJLL8XrrXZKXnjhBUZGRg647hwM9ltsL7zwwpd1QiuKwsTEBH/5y184++yz2blz5wELwbj1wef53Q4Fg6cJuZgju/sFdA4f5o5lKAg8srWPlOTEUE6TdXUCCaQ9+Qr0rnrKsbFqqJfdh6qqqMU8cj6Dcc8nvaqqCAYTJn87+bFdqOO7EUQdot5MOROnko4C1PIoFMND6GxuKqkpJIOZcnISyeauFnScGsbUOLM6k8zmpTg1jNHfhmRxkhvajM7uQZUrqKUCBld9LXcCgN7egs59GpXUKrY7byGYHkJKbGSVMIuZ7vkIgkBbcCH/F3+QcucmNp78EPacmwXrVjHYsIFycxajxchYegxFUV71M9nr9VCp2MAJ47EhQolBVLWCZJNpk6sj/6Ux+OedL3DZJ849IM9S49jmK5/8Kt/6yTcYEHuwNhnJjhXxq/V86RPXH9DzNDQ0cNxxx2EwGCiXy8Tjcb70pS9x/vnnH9DzHAzeUPLwl6KqKitWrOC///u/ueyyy16x3WtJfHzJ9+7mhfjez+ji1DCi3oBayqP3tlCKhRAlPaXYGJbO42rRCC+SH1iPqjci6i2ohTSm1vko5SKlif5qBINcQc4nMbcupDjRh5LPUCnm0FkcSDZ3NUF4KY/e0wxyCdHipjC2A8lso5KMYGpfjJpLIBcyKOUilra9Ey2K49VwM6VSRs7G0DkCVJKT1egGVUX/Yn4FVaU0cQfGBhml0EApaUTUbcLWOYLOJtHaM5+3Fq9FFCVuLA8Q9QaoxG7D2LCe5uQMHLPMDNuGa8f6bNtneffJ7+aJLU9g0ptYuWjlPi6e7Rt38/CNW9AV7QiuNCe8fQZr7h4mNpmZVm5HcUX5n+++az+evsah5EhOHn6wa5DBnoTwAwOIokhzc/NRE0lywPLZCoLAmWeeSV9f34E6JDq5CLzEZymKoCgYAh2Uo6N7Ji6IGPztlCYHUEp5BKMFyeKiNDmAXC6gM1qoZCJYO5ZVowqMFkyt86gkJtB5m1EmSxTHd2OfGqNstlFq6ETvrPovVVWlGOpB7/DttcniQtQbkQI2dCYrmKzogezuNciFNChKNe/CnqgJORPF0rGseo/0RgrB7dUfhNgYotmOnL4f76qtCKKAqu4guc6PuW0MY6A6CWN02Xa2PvMsvsJcUk4rgighWt6GzrmVeFeY8EQZvU1fewZjqTE+cMcH2ChtRFVU3tbzNr5zyXemCe68Jd20f6+R0OgE7R2t3HPjU+TiCvHMFE6LD4PeSLlSIptNHrBnqfHm4FDUIBMEgc7Og5ez42BxwMQWIJPJHNDQL30+SnE8jGi2o1ZKCDo9or4qvpVMDJ27EcoF9N56cPopZ3oQ1BtQ86CzzUTnORclE0V8SVFGqPpNlWKOSmKyGkWgNxOwBlAKWUZ0e7OYVWKj0/y1UI2XRdjjgsjEEI3WqvhaHCj5NGq5iKlxFgDldBSdc++MJL3DjxJoR+JRRDmFqXkctaxQisgYA0YEQUDvGasOhO1BEAS253YTdXZQsVb9VGqlgN5RHcSTyzI6VYcgCBiLRoxlIxuljdV9RYF7U/dy1eBVzOqYNe06rFYr3bP2/MGqkC2kmNm0mKlkCFVVSOSiNHZ4eOzva+iY30R755E/HVJD40jmgInt8PAwf/jDH7jzzjsPyPGeWL+Df41L6Bxu5FyacjaKZLCAUaaSjFTjWlHhJf5Jo+turN0pAJTyc8SfM5EPgcHTSGnXM1hnn4KqKpSmRrC0V0es9TRSjgYJdsxB7n2BUqgXtb4TJZdAzqYQdBKF0Z2IJiulaBDJ6kHvaaIUHkLQm5CzcQrx6mCcqqpIFkf1h8DmQW/3UhiP1uxTVQXKJSpCE75VvQiiCIiUogpKUUE0ikgGlUqqgs6pQxAFSoMmRgJnISeT6K0O5FIKtfInBEO1p2psMDIrMYtl3ctY2b6SdDaNumNvsm9REV/1M2vZmd1se2oUAKfVy2ikD6NkJDFa5NE7trHJO85bP1Zk1vyjrzehoXGksN9ie//993P77bfvs/7FAbI1a9Zw7rnncvrppx8Qw375jxdA1FWnugKi2YrOVu3ZVfMRVKikIsi5BJLNB/9/e+8dZldZ7u/fq+86vffJZNILoYfepYMCohw6R0FFmgXr+SrYRZGjPzuI53AUUIqINOk1pBBCepnJZHqf2X2v/vtj7exkTFTKZJLAuq+Li8zae6/3XWv2PPvdz/s8n48oohSOATlXBEVAKQFBXYAULMCtaiW9eQlSQUW+CyyPKCEIAk55Haoa9OpvJRk5UoRS1oA50g2uS2TmkRgj3djxYQK13u6npIWwE6M4joUcKkSQFQRB8IRnRAljfAABATEQxjV1BC2EEo4giDu+1osBkUx3hogT4ejIBTw9FCPboyOoEazkIErRGoSAiFz0a4KFLnIIsm1ZAi0BGp1GfnThj2iqbsr/Ph7b+BjPWc8hWiKXVF/CtPp/7TowrbWBugUR9A6X4VgvIS2KKmvYjoXrumzt3MSffjHEV382bb+1PPfx2du8ozrb4eHhXY6LokhLSwtXXHEFl1122aRMyjRNlneMIgTLMMd6cR1n4u59UTXucBeCKHrNCalRrPENiMI0AjXeZpEZk3DMaShF1Zi5Wle5pBatvAlzuAvXMhFkBTubBEHEHOtDCkZx0jG0Km8F57ou1mg3anmj1xgBWLEBQPB0bV0HuaQOBAi1HOw9PzECjo053ocgBwiU1oGkAJtQK47zut2EuWS6XiRYH8/pOZiEpoVId6ZZlngKxboaM1KMHPopRQePAqtJbRaRVB0nA0YS5lTP4asHfZV5LfMIh3ZUf4iiyB3/cQcr1q8gpIWYO32H+M2/4vLPn83TDy2h7wGHjJGhMFxKUA1jWDpD8R7kRAkvPbGMY047dFJ+xz4+HzTedrC94IILuOCCt78zPTQ0hGma1NS8u2LyQGEZRiKN69oYI90oxdX5ZgM7E/dqYW0TOxVDq5oBziYc61LG33gMUcnimgchBVuxU+OIOW1XIVd3oZTVY471YafGcWwLY6QbrbQGRaz23HJzbG98cCwTEDxhmnAxakWz17nl2OgD7fm2YFdPIWoRzLEeXMtCCmq4lolaXoub+S1y+BUQXOzU+Rgj12AOvg7qEqJzto8FmaBM2PwjZe5hDE3f0XAhRUKk205B1ELIRcvoNXs5bP4O9a6dEUWRQ+a+M6lARVE47aNHs3XNIB1rBgmqYcZTw5iWjiaHGE708+j/dDN9Xj019dXv6Nw+Pj7vwKnhnfL73/+eH//4x+/qtYqicM2R9ciFZajlTcjRMlKblmCMdKMPbkVUQ6ildWgVzagVTejd63CyIwhKCCl4AXbqQzgxm8r+bgoHexADEezUOK6Zxc4kADxd2nAhSqSY6LzjCTYuRAhEsMYH8kaKVnIcO5si3bYcx3HBsREVLf9VWhAlXD2Na5m4ehqltB4pUkygfh5KQRlqWQO4NuZoN61aKw2BAAfWVvODcxr5+Ufm8tDV13HBwuPQu3XSHRmyA6diJr5GzL2edDrraSHgtelmuj6CXHwcYuhQrORlxJPyLoaPk8FHrjka3UoxHO9FlQOUF9ZSWVSP41o0Fs7nN7c8Mulj+vh8ENhnm8SvP/94vnp4hOzmVxEkGbWkDnN4G1ZyFKV4J6Fy10VQVOTS4zAH78VOv4TiLOE8J8ClgVYuDs7Aal+Jk02g1c4C2yKzbTV2Oo5SXINjW0iqV+EgaSEERSPTtSaXvjDRKqehltVjxfpwjIyXdtgJMRDCHO3LrX53Ilf6JQYLmaYk+OEVt1BoXE1310d4db3Ey91/4ssvfZYhZ4hLmy4FoxY5chpCTkynVzsCe5WIPqiT7tARtR15V1GNkI2HGR7fNa3zXnnmkVeJp2IkMzFCOd2EaKgITfYqOsyU9K9e7uPj80+Y1NKvyWJrdz/3v7KO+55djTZ9MYIgeA0BlTPI9qzHGNyKWtGMMbQNMVSIVFBOtqcNrep0rNgADW4zqhWkM97DI8lNUFWPY2TQ+zbj4mJl4ohaCHOsF0efGDwRRJRwAXJRNdgm1lif1/YbLkbv24xcVEOmaw1yuBjXtlDLGnARc64Qnki5lRrPl4y5ZoZPn3cI33vkTVYmIiDAX7tB6F1HZGYvvfSCA3OEWbzl7mQZ7trYTTbzEsdS1izw5CvLocITlHEyXRDo57pfPEhZST0fObiJ4w9+77WNj//pJQaWKxzcejwdgxsmPKabWbqHtpAwRomNxyks2reK6X189nX2uWDbPzTKpb96nq0jOkKgHikXfFzTK/XSyutxccl0rkGtmp5flYr183HSY7hAd1U19wPmWB9y9SKUnEuD3rcJbAs5WuqVaMWHkSOlGP1tCLKCa2QREJGLq8l2r0UQpHyrruu6WKkxQk3zMUe68p1qTjYJtoFcVIXetwlRDWKMdqFVlGPGlmPFSsi4i+hPmsCOel/XKQHaAVgztIZscxZrqY1cdC7YOqLyAJIqszx2LMcMKxzZ+jdei/0fOAECtWtxLYFXYzUIcZdn2tdyX2GI+a1N7/q+W5bFqid7icpeXbAqqwyMdVISrWIsNUhFUR2JzDizaw/l//vyA1z6pVOpa/Rztz4+b5d9Lti+tradLjOKOb4NOVKMFIxixQcRC8ry0olWOo419lbe6gZAVFTSA+0gaTjbVuPYJtj6hCoGQQujFtdgp8exEyMopXVEdYOznQgRS+MJq4utokm2fQUFoTIywg4ZREEQkAIRbzVsZND7tuAKAq6eIphr0w02zEfv34JaVkPx4jsxxyCjfZ2KggBHNobYtsVzl3D0cbTCNsAL4m7GRZRFig57jdjS11CLRKQimdTWU5GCxbzY9QBS8EUisyIIsvfhk9pclneOSIshlm/pe1fBtrdrgL/fu4Js3GRkfJBomRdsI4FiDCtDMjtOaaQKQRTpG+0AIDsm8qcfvcbHv3Q0VTW+jYzP3uHNN9/knnvu4ayzzuLYY/e+f96/Y58LttUlUeyxNxC0II7lVQo4mTiBgh3iwFIwglLWhDnUgVrRDEC2aw2ipGGnR5BKGwlWNGHFh0m1LUctrs41M3QhhwqRw8VY4/0Iosy8RIL6aB3/l9lMb0MLCiAaWZI9G9F2qin1NqOEvFxitmcjSmklTmZid5qgBMDWSaxphHgplx6qcuZRi9iWfhVp26O4ThlaRQe1oszxRedTGapkubCcl0dfRh/UUStFBFHGHFOw4yFEzUUpWIpWG0Qf0BFkAdd20UaPIZP7Ji/bWWbWTFTncl2XDW0bCAaCNNU15Y//4aU/sKx/GdXBaq498Voe+c1r2IMFQIC64hn0jm6lpqSZ4XgvLi6l0SoMK8twoi/vcZY105AqZ/2Kdj/Y+kxgT3uQbUfXdS699FK2bdtGVVWVH2zfDYcvmEmV8iSdySyiGkSQgyDJnmh3RRMARv8W1IppgIs52oOdGkOtnI7etwWlpB6txrOLUUpqcB3TK+cyTcLTD8HOJjC61uYFvxMJl78LLp2qiTPciVxQgaQGMLUAdmEl+rZVSOESBFxENYBjZLx5KSqiVoirG1jpOHKoAFtPY8cHEcPFmImzcBKD/OGtZ9hyx7OUFjiEW3vwfBxATJXz/875f1iWxWt3vYYUkdBEDSfroFWpmGNpBOkBBPs59IF5SNFVBHICza7lEh5ZQpPSQud4lnLF5L4X3mRpVyknzz2Z2Y2zufEPN/J09mkkW+KTjZ/k2lOv5U+v/InvbPwOgiJAGkb+OkJx3wFEJe+PQpYUGg4ooGfLJsqi1QzFexAQMG2DrJFGUEW2DW4kpEXpHNqM9kaSxhlVTJu5b4s2++x5DMPgxzfcAEuXUj0e469FhXDoodz0k59MqgfZdrYrfT366KOTfu49xaQG287OTnp6eli8eDGf/vSnsW37HZ9jPJ5gQPempVQ0IQgiSmEF2Z5NZLa9hRwtxWWH/Y1cWAGCgGtmESRhgmOCOdyF67g46XHkggoEWUGOlODoaWQliFxQxpvKEGplDXJuFWsMdyIVVCCFCsn0bUQrqUcp2VErbI72IJbUIojrcdLdyIVHYyVGSLW/hBSsJtjsOQZ4dbePED6ki3WCgDPqYA1ZuIUuUlTi5JqT6R7o5tdP/pplwjLMIRNBFrASFoIiIIgCkZkAo6ixOLE3ZiAI60EE13Ax63vo25xEjDSRyP6VodDLiCMC9zx+D5dWX8oz1jOIioiruPx66685b+A83hp+ywu0OVaPr+a8xiPJep266FYGfTzLAcdOp6aplPVrbJY8sglBECgIlaApAcaTQyQzMUoLqrC6i3jkZyv56Bc1auqnzsreZ9/jxzfcwDFP/Z1iWQZZhmSK0b8/ze033MDNP//5pI718ssv8/jjj7NixYr9Kti+59Iv0zT585//zGmnnUZzczMPP/ww4AmKR6PRd3y+FevbEEsbkSPFE91sRQExWOAJwAgCmc7V6L0bsca8dIALBOrmghLEHB/wGhAKK9AqmgjUzMLVU/m6VDs2BGYGJxMHAZzUeH4Y13Gwxr28rFbejK2nMcd6844OVnocfbAD11lLZO7fEKVfIUceQhDWEajeofcrR0pQi7JeG7DpYGQM1JkqWpVGlVHF4sbFXPSXi7i3/17MYZNAbQCtUiPcGkYf1JGLdnwOKoUWgjyOXKSiVqgE6gMYQwHESBMAaulbiLkgqod13hh6Y0JbrSM5ZPQMjZHG/D1wLZfGcCPnffpYKg5wSCjdjCeH0eK19L4qMLBtnHWdMRJFxSRVmcaKGZQX1tJaewCRYAGWbdI3tg3FLKBtbfc7/j37vH+Ix+OwdKkXaHeiRJJwly7zHp8kUqkUV155Jb/5zW92MX/c13nXwXb9+vV87nOfo7a2ls9+9rPMnDmTZ555hu985zvvaUI1ZUU42QRisCDXGptT+CooQ6toQi2tQy6owBwfwErFcHGxMwnPthwIVLVgjPWiD3ZM2EAT1DCukcEY7ECMlhCon+s1RlS2eNKI258nimgV03AdG1FWvPxwcQ2CpJDpXI1W2YJW0YQ1fiTGukoQHezsLARxMWZuvgBWfAhUrybVHDXRanbMZbh4mJ+/8HPGtDHkAhnXmticoIqlmL07xGOsmEXhAYOYb9nEV8dJrE9gpcawM94mm2NNzBvPq57HHGtO7jGHk7WTaa5v5srjr+Rs8WzYBM6Yw4bRDazufYsLrjmJiqpSKot2+K89+/c3qB9t4sjiWbSEJ65ag1qE6pImMkYK08lSXPnOP1R93j90dXVRPb57Oc7qWIzu7sn7MP7CF77A6aefvs/blu+Od5RGSKVS3Hfffdx55528/vrrnHbaaRx33HE0NDRw2223TcqEZk1rRBi5DztYjJ1Nke1vQ1QDhHJfzwGkUAFICmZsEClSjGvquLaJIHkBSg4X4xjpCXY05mi397goIgUnBgfXttD7tyDIKkpxrpzJyGDFR9Byq1UpGEUMRBCVAOZ4P8HGA0h0SlhtSeSiYtSyWqzYINheGsMxDcgeRPzN53AdGyniIodzSlyGSCAnFSkFJVzHza/YXdfl2qMv46TZJ3H9AzewzepAVEWkgIRboVPYXIidtklvTWOlfkG291ikYCmi1IUUESiIFaBGvBxZdCBKPBXnmZJnuOjHF3HEtCN4bNtjuK0ukiAxzDDffvHbPDHvCQrKNTJdO+6JIgeRcqkax3EwLQNFVnEcG9uxkEQJyzboMzYy94DTJuV377N/Ul9f7+Vok7t6FPYVFlJXNznynCMjI/zyl7/kmmuu4fOf/zwA/f39PProo0iSxI033jgp4+wp3nawffDBB7nssssoLi7myiuv5L777qOuro7bbruN/v7+SZuQ4zioBcUYiSSCrIEgIQgixnCn1/4KmGO9yIEoSu1Mz/kAyHStJVA3B2usz+sK0yI42RTWeD+OZeI6NoH6uZgjXQiSip2Je2pgOdEYXMGzvEmNY430oNbO9NINOyGIEtnONSgVTZ5GQUkdwZIa9L6NGEMdNBWrJDSNtCNTIq/HnfMCdtTEGQuwKHUobdYqkqNJppVOo7Gskc5YJyPBEaRgMfEVzciFNtZIgBcOeIF7Nt1DmV2GWq4iSALZ3izB5iCu7WKOmETneh8YqbanMEYM5OIIkiaRDCT5yZs/ITw9DJXeqljv1Vk9czUrNq0AFTRhxyq7Pd7OL5/6JZdefBmPGC8y2puhpCZIaaCJoWUOoiASUEN0jWwmEigko6eIBArpGdlKYbgMKSvx7CNLOPGcxZP2HvDZvygoKIBDD2X0709TIu3oMBy1bYTDDp20qoRgMMgPfvCDCccURSEajeY9yfZl3naw3bp1K5lMhquuuooLL7xw0j6t/hFJklCSA2g13kpWFCWUsnrsTAJztAcrMYqgqCglVflAC3gaswNtCFoYT73QxXUstJyQt+u6WCPdyAUVGEPbcAVw9c24lkWw+SAEAdJb38SMDRKecbiXgogUYY71oRRXY6djuLYJioqTiXu1v2rIE+2unok52s21p83gL6t6WTYiEytpJxz1WnjFYpOhka3MkGawonoFWwJb2Kxv5tTIqbyyajWjiVNRimbgWODaD7J6dDlyoUy6MM3MsZm4hS4pKUUvvRhDBlrdjmAZmhYCG5QCb1UvaiKmsqN1WClUsBN2XtJRDIiY4yZKkYLruJjjJj9v+zmnzzudj137IfqG+3iz/U2ayppZrrexee04WTfBtMod6mGdQ5uRRAnHdRBcgdefXecH2w84N/3kJ9x+ww24S5dRHYvRV1iIcNih3Hj77ZM2RigUyq9ot3P33Xdz7LHHcumll07aOHuKtx1sr7vuOpqamvjtb3/L/PnzWbx4MZ/85CfJZDKTPikrULTjh5w4uBSMehKIRtZrhXXdCbbjTjaJWt6EFR9EqZyGMbQNdqqG2G6hI2ohBEUlUNlCYv3LqMVVmCM94NqopbVY4335SgcpWACiQmbbKpSyRkRJRan08pp2NoVrpHNnd71mBQRWjEiIgQi4E9PhW9Jb2GptRavU8vN5uX8pw/ox4GzAir2BXBAjekgbkqqR7c16Jo7jPbSWtlJXXUckEWGVvQrHdJBy+WDHdHCdiTlfx9zRjKEP6Ighby6CIoAIAgKZbRkcwyE0PUR6MM1tj9zGJ0/5JNc9cx1D6hBSQuLo8NHMPHcm2hu1GB07j+ASDkQpCns1tmZK582lazng0Lcn5+jz/kNVVW7++c+nxINsZz7/+c8zb968PT7OZPC2g62iKJx33nmcd955dHV18bvf/Y7/+q//oqOjg6OOOooXXniBo446Ckl670IlNQGbrblA6rpgGxkkNYhjGTh6Gme8H7V+HtmutUjhIlzbws4mvG4xSUbv24xWPQNzaFv+nK7r4mSSmCPduJaBPriVQEWjZxw53Ila5mnYSpFSUlteJ9zqrdT03g1I4SKs2ADyTl5kUiCMkRjx0hBDHcxrKOeMIw/gl68+Sj9gpo4n27eNQLWJPqijRBWctJPPzQIMjI5hKwuRpFdRil5H1FJkO2zkQhnHcMh0ZqAR3nTfxBq3mJWZRVmijBFnBHI9DPqwjj6kI0dk5CIZc8zEtV30ft17fFQHE6SQhFKsEF8VRyvQQAGtSkNURJyMwzPqMww8McBQeAjXcknFUzwffZ7n+56n1mnk8PiFlBfUMp4cwnFswoHCHe8NWePhlx5FLLNZMG2H6aXPB4+p8CDbmcsvv3zKxnqvvCd3Xdd1efrpp/ntb3/Lww8/TEFBAT/4wQ+44oor/ulr3o4z6N1/fZ6b73kJubASOx0DSUEKhLFiQ0ihAoRAFHOkEykQQS6uwcmmSG9bhRItwzWyhGZ64jWuZXi6tZkEohpAKqzCGNgMgoJrZFArm8E2cG0btaw+P74+0o2THMFKxwhUtaIUV3si30Pb8o0VkpXh07NddFeguqaGsxbPoay4iFfe2sT3H3mThGEzN9rLk+YvcQyHYGPQ8/rakvK+wtsucoFMcsMCovPWIQUg05khUBdAEL0crRkzic6OovfpyAUyYkDE3eRCCzhZb/UqSAKWbmEMGp5DhGkTaY4ghSWspIWTdhAUAb1fx0pbFMwvQFRzbb5tacSwiJN0UKtUGrON9JT1eJ1sZeoENwme1pCnizSumc+R4bMZSw1RWzoN13VZk3iNF2b9EUkSuHLOldx47o2+o8MeZF921/X557ynpgZBEDj55JM5+eSTGRkZ4X//938xDOM9Tai9s4fbXh4CUc4FWplAdatn0BgfRgwWeLY2Zha5pDavWRC0ZmElx7yCarzWWkFWUUpqsTrXIEdKcbIJ5Eipp2sriQiCiFxc47kn5HBtEyc5TKBhAU4qhpATuhEEASlaQkWqjXmtzZyzaBrnHH3gLvM/csEMHlngdbC5rsvX/zTGQ/GHyHZnERwVKaShVe4o6xKVBFIAHMNBCkv5ABeoCWDFLcyk6fmNiWAMGrhFLpkVGaILo2CBGTMJ1AQwh0y0Cg1jxCDdkUYKSSCAFJBQi1WUYgWtW0NX9fzYUkTygmqVQLY7y7AzjDFkIAW9QL09D+xkHcwFcajQcOIGxqBXP9w5tJnnq/5A/Kgh7JSFIwjcNX4X6YfSfO0jX3tP7wMfn/cbbzvYjo+P79YWZ2fOPPNMiouL39OE2nsHSRDEtQwCtbPQBzu8zSlTJ9i4AEdPeRY1gjBh9STIKkppLY6RwRzcilLRDK5LpnstUrgQMVSAYGoYQx2IwQKE5Chy1PsuLoWLyfZs8DzPFM3rNhNExHAh5nAnankTAK6ps6Clkl9fewbt27pIJpNEIpF/ei2CIHDrBbdyzrpz+NQvH2ModBCu/jhq5QtIqoCWCLMwcgRdI3/DLE5MqLd1XRcs0Dt1lEoFc9TMt+uKqkhyfZLwjDCBmgCZzgxalYY5ZuKkHG+1qjsoxQqCKpBek+aI1iMoLirm7+m/I4e8X7truV7XHZ5xZGIkgRgUyfZkkYISTsoBASLDEYQ5AsagwYbCZWTTWT6kXspy4WnSh44iIyGHJfQ+HUEU+L8N/8dHOz7KjKYZ7+m94OPzfuJtpxFuu+02vvCFL/zb533uc5/7lzW3/+4r0ODIKKf81x8YDdYhygqZ7nUIopS3BwevZdZ1XG9Tq7wR17E9bVtZwUqMojXMxY4NYg53I+dEaOz4IAgSoWneatQc6UIuqcsH7Gz3etLdawnWzEYMhNByAje2kcHob0OOliAoAcKZAeqKw2x2KykSM3znnLkEcBiM26iSwOHz66mrqZxwTY7jMP9z95DSvPIUO72KE6Zl+Np5l9Ja38rGzo08vOZh2rvbeSn2Em7AxRwzvU6xAYNsX5bo3CiitmPTLduX5djosazoW0G6NA0uqKUqdtYm25VFKVWQNG+F6lou0pDEZ079DHcsuwNsL5hLUQmtzNuwswYsTNPM26hv38hzXZdzlHP448o/orVoYIOdtHF1F3PEJnrQDv8zfUDHdVyscYtQZYhvH/Ftzj3s3H/7nvF5Z/hphP2Tt91Bdtlll7Fy5crd/vf444+zeLG3ofRe690qSkv4/Kmzd2gfhItwTX3CcxzLRAyEkAvKMIY70Xs3olY0I4aLPdGa/nbs1Dha/RyU0jrkcBFKaT3iTs0McnEN2c63MEa6MUe6kArKCdXPw7UtpGAUc6TLa/kd2MC0Ei/wOJkE2bKZrBuxMEe6GBoZ52cPvMgYFQRLGpAK63nhja27XJMoipzYEs23ypYEp/OFM/+T1vpWAGY2zOTm02/mV5/8FYtKF2FnbARFwBgysJIWUqGEObajnMvO2iwUFxIqDmGqJq7hopZ6jQxSQPLKv+ImZsxEq9TQajT0gM6SN5bgZB3EoIioiri2S2pLiuTGJKZlYqdsBE3A0R3sjFfJ0ZxsJmNlkFUZOSRjJSy0ao1AU4DANBW9z/vduJa3KadVakRmRzAyBr9a/qv39F7w8Xk/8bbTCOXl5ZSXT5TTSyQS3HbbbfzoRz9i+vTpPPbYY5x22nvvJrrojON5fPUfeH5bFsc0sPVUvt7VSo/j2hZyxEsBuLEBtOoZ4NgYg1sJ1M3B0dMYg1sRBBFzeBtStAzXttEH29Eqp3nlYq4LiBP0brF0XEvHNXUvHzzcwSdPWsAvXu1FKd0hRiNIMnZqDKW8CTls49g2jy9bSdJwKBWz/Pb1No5vChEsKGZ6eYQPH3cwP77mLBY+sYSxjM3JC+cwb/rulbJObzqdpb1LCdR7KQOtUiOxPoFQJHiBTQR7xCY4K8hz5nNkyGAP2sgFspenBRA8sZpA0458s1ar8UrnMqJzvZWo67gYAwa4EJm5IxWS3JxECkrYaRsrbtGWaqNNa4NC0Ad1rISFlbS8wCwJtNgtdG/pJk2a8KzwjpxzbYB41+T1xPv47O+8qw0y0zT51a9+xa233kowGOTnP/85F198MaI4OZZmoihyeHMxL/SNoxVXIyoqghIgs+0tRC2Ia2Qxx3qxMwlc28KKD2LFhwk0zPc2soJRRDWMPtRBsM4rQ5ECEVzbJLP1DVwXBECMlpLpXI0gq0iBCHZy1GvJDZdQHNvEA//1UT5558u4Whg7Oea1BtsWTjqOWtmC3ruJ5cMKa3/7R9za+YCInbbR+9rYMtaCFFHBGadnNMm1HzmOq8486t9e+wVHXcA3X/nmhGOu4eVW1WoVK2ER1IOsG10HZd7mlVan4RgOxrCBXCDjZB2koES2J+t9d3HAGDeRg8WAhTlu4mQcXMvdRZdBjsiIkphfKQPo/TrGmOFVVNhe1USwNogQEJhZPJNyqZxl8WVgAbl+C9dxObHhxHf/JvDxeZ/xjqKj67rcf//9zJ49m2984xvcfPPNbNy4kUsvvXTSAu12+saSeXEZKz6Ma3kbZEppA3YqhmvbiEoAHBu5qAo7E8ca68XOKXi5gov7DyaMoqIiRcsQRInQ9EMIVE5DChYQqJmJUlKLUtGMO9bNWRVjXHf6gSiqhiyCq6fQR3vIbFuFMdyJGC5C715HsGkhgYb56Ds1YUihQpTiKuxsfPugPL3B21h0HIdnVjzDsyufxXEcdoeqqhxWfFi+UcFO2wRqA2R7suj9OtmuLG7aZbhnGHPUJNgYRC1RUYoU1GqVdHuaUHMIO2MjF8sEqgMEagMEKjRcN5aTnHS8VEB9ACkiYeteysB1XHBAH9HR+3SsuIWjO6gxFTkqY8dtpCKJ6JwoCF7u9u/jf+eU6lPQxjTSW9JeuZnhUN5Vzjcu/sbkvBl8fN4HvO0I+dZbb3HYYYdx+eWXc8EFF9DW1sZNN92Epmn//sXvgitPPxxnrBtjsB3XMnZqzXXRqltQy+pRyxtRq1uJr37O6/YCrHSMbM8G5EgpamkddnIMAMfUwbYRZTUvTuO6LoK8owxLCkQ4eHYLfx8t4ZZX05z/s+dwR7uRCioJNczz7M4lGbW0DiFQkO9eE3ZaHLqu4zn+Sju+NJSGZRzH4bP3fJbrV1/PdW9exw3/d8M/Dbi3ffw2suuz6AM6dsZGLVOJFEWojlWjVWm4s1zCM8LE18YnbJpJioRa4W2SmeNmvuoA8DbMghLZbdl8RxlAsD5IfGWcTGeG1KYUru0ihSTUShUrZnFZxWUc0nqI91UAkIO5XHpOrSwTz/D9Dd/HbrSJLoxS2F/Ip0s/zbNff3bSP4B9fPZn3nYa4amnnmLZsmW0tLTw0ksv8dJLL+32eR//+Mf5zGc+854nNr2pkf88sJA728M45o4VqpNJeHW2OSQ1iChJBOrmIEgyTjZJqmMVgdpZANip8Zwe7RhqSS2uZYCoY+sZJC3o6R1sxzbpy+iYES/XOWhHSKdcxPIdX6m3B1FhpwgrBiMIAxvQ5Sg4JkpZA6WJLRj6MNPLAnzlw8fw8qqXecF+wctpCvCs9SyvrX6NIxceucu1r+lYg1guennYgKcKtkhexOvR19Fym3VSUCJYH0Tv1vP53XR72tM7GDaJzoliDBuoZd7cjX4DrUIDyWtmUIq8DxkrYSEXyNhpm8gsL3frui5Gn4FaonLV0Vdx6zO3YvQYqDUTFfethIWdtKF5x7FURYrLTrnMb2rw2SMMDAywcuXKCccqKio48MBda973Nd52sF20aNHbCqK1tbXvaUITzlVXj7B1HLWikWzvRrSq6biI6L2bCDR4/dBWYhg5WpYPgmIggihrmLEBlMJKpHARjqlTZMdIC3XIhRWUuGEOio7x7NY+3HSCirBAdWUZp8yu4LE1OiM7KcWVqxYJy8yvgF3b8rrSsinMkR7EUJQ5kQwPff9T/OyRV1nTm2J6ucrNH/00qqrmg07/WLvXa7EdF5ScJGQmk2FbzzZaGltQFIXOoU4UTfE2o2IW1qBFXWsdr3S/gsZOGr2Cl8fV+3WMcS842mmvkkHv1THHTKy4BQIImuA5QaQ8CUi919tsExTBm0uRMuG8iFBr1bKsfRnHlB3D3+r+hh2zyWzLoFaoXmladQBjxMDKWsgB7/5XSVWEQqFJew/47F/saQ+yl156icsvv5yjjtqx/3HYYYe9v4LtiSeeyIknTu2Gx4mLpnPnq8/TSwS1soXUhlcQ1CCCrGKOdIMoIkgqijzx62pdkYooZ+gfzfl9ySrfuvIM2kYyJHWHsw+eyaHzppPNZjEMY8KborVmNZ9/YC0xIcysYIofX/VxPnrbI4wTwsmmiIom1xw3A1drZU5NlINnNlJWWoIgCHzxYyf902s5YsERnLn+TB5NeTYeZ0fO5pC5h7Bk/RJufu5mhrVhpjvTuXre1fy086dYpoVruxgjBoHGAI8GHiVYGiT2RgytSsOKeytSURbRqjT0IR1cCDV5gU7v01GrVBzdwRq3MGMmma4MgaoAUkDCSlkEGgMY/QZSWMK13HyVgTluYo6ZrHXW8rng56hP1ePqrleCNmLmHX5d10UpUUi8mSDYGERwBI5sOtJPH3wAMQyDn996K5GRYVrCIV5LpUmWlvHpr3990j3I6urqeOKJJyb1nFPBe9JG+Edc16Wzs5PGxn9uAPhOC7K3dvXz2BubiagSFx5/INf/9594bKuFY+rIostHD6jgkpMO5PKfPcmILtIQMvnbLZextqOP7z6ykoRuc878Sm644IS3fR3DI6N09PQzf2YLmqaxuaOHu55dje3CJcfMeleW4eDdn5UbvK9Ai2YtQhAELv79xaxiVf45c1JzWBdel/8505UhWL/DiSHblyVQHcB1XdKb0oRaQ5ijJvqITqQ1ki+90gd0lCIFc8xEq/JWw6m2FOGWXOmX7TK+ZJxgYxB9SPdkG02vTRgg25VFDIqkt6WRIzJaWCMbyxKZE9nRCNKbxck6BJoCmMNeu3B9pp7HrnnsXd0fn7fHvtjU8JOvf52Liwoo26mjciiR4A/xJNffcsukjfPnP/+Zm2++mf/93/9FVVVmz55NOBz+9y/cB5g0w8dnnnmGL37xixx//PGT5toA0FxfxWd2MhP81RcvYfnazXQMjHPIrAYac91ab/z3NTiOk19VLZ7fyiPzW9/VmGWlJZSV7rAGb22q5btXvvf0iCAIHDh74tcdwzEmbFOGg2FkXcbSvEoAx3B2Ocf2/4sBEWPYQClUkAtk9F6dQJ0XLB3TIbk5iVbuyTWqpSpyJOe8oDuepm2pgiu4iAGR5OokZSfsUDVTK1XspO2lHsYspKCEqIoTc7EumCkTtnnNFADZbPY93yef/Yt4PE5kZJiyupoJx8ujUcLtW4nH45P2oVBVVUVrayvf/OY36erqoq+vj5/+9KdcfPHFk3L+Pck7+r731FNPsWDBAjRNY8aMGfztb39jdHSUc889l5NOOommpiauueaaPTXXPAfPbeX8Ew7JB9rt7I9fX89rPQ+S3td+p9vh2Npj+cbCb3CYfBgVAxWoJSrmqInrumR7szsaFwArZaGWq4ia1xFmZS2Sm5LEV8QxRz03B61SI1ATwBg2sDN2Pg+sVqioZd65BUEgUBPANnbo/1oxrx431Bgi0BjAjtue31s2VybmuuBCwdwCpLCEYzpk+7Oc0XDGlN9Dn71LV1cXLeHd5+lbwqFJ9SA76qijeOKJJ3jyySdZt24dt99+O1dddRXt7e2TNsae4m1Hp6GhIc477zyampr4xje+waJFi/j4xz/OWWedRVdXF6+99hoPPPAA06dP//cn88lz4VEXMk+Yh1atIdaJ/KLjFzSVNfHb//gtN558I3KRjBgUMQYNSELZSBl6r062N0uoMURibQIrY3m6BLZLoCZA9MAocliesAp1LRcrYZHtyqJWeBt3apmKHJIJNgWJzIpgDppkejJkujIYwwbB5iBKkUKgOoBUJBFqDqH366S3ptH7dLQqDSfjeCteQ+Dc8nO56cM37cW76bM3qK+vpy2V3u1jban0HnN1AU/PNhwO8/rrr++xMSaLt51GeO655zjggAN45JFH8sfOO+88NmzYwIoVK/Y7W+G9jW3bLFmzhIASYJO5KX88psf45uPfZG79XA4tO5Ti3mJGK0YhC1qjxsD4QF4kBjw7nOSaJLieJY4UkrwUQ1Dc4eAgeFKMLi67pOhFvA00x3MAdnEZe20MbAjPDOfra0VN9ARmmrwAL4UkjBEDnFzKIWWz1dlKIpWgILJv5BF9poaCggKSpWUMJRKUR3fojwwlEqTKyyc1rxyLxSgs3CFc39/fTzwep7Ky8l+8at/gbQfb3t5eDj744AnHDjnkEGpra/1A+w6xLItr/vcalghLECwBZUyBIrAzNrZus7l8M5vHN3P/pvsxdROhS0BERNAEsCeeyxwzCdYHvWYH1yXbmfW6yqpU4ivjBGoDOKaDWq7iGq7n7DCso5V5FQ3I5F+r9+joA95Gm1KkkO5IE6wLIsieLkNkVgTX8URvhLhAk9ZEu9ROpiODUq6wUdnIy+te5vRDT98r99Vn7/Hpr3+dX3zrW4Tbt9ISDtGWSpMqL+dTX51cXeNrr72W0tJSjjjiCGKxGD/5yU9YvHgxxxxzzKSOsyd428HWsqxdLG9kWZ70so4PAo+teMwLtIIAChiVBnUjdYwkRsg27dhgUso8U0Y7aeMo3kaZXCKT7ckiIuIIDmJAzFcbCIKAXCRjp2yyPVkKDijI69Xqgzqu4KJVaEgBCX1Ax4yZRGZE8q91LRetSvOaH4DwtDCpTSkEVcDKWl7eN2kTag0hxSV66nsICLnqhd4sSlAhov1zfV+f9y+qqnL9LbfkPcgO2kMeZHfddRd33XUXDz30EJqm8dnPfpYrrrgCWZ60vf49xjua4T333MPzzz+f/3lgYADTNCccu+SSS7j++usna37vS3b2IQNAhF9c8Auu+/11bI5tRo54lQWC4gVAO2sTKA2Q3JhEEAUc0+HwrkrWHJnAilm4jpsv+bIzNqmeFFJQygdaIJ/3DdQFPL+yiIxrT0wp2FkbJahMOIYISCA4nvRiqDWEFbMoDBYSF3aoegkIXFhyIUcvOHrS75fP/sOe9iBTFIWrr76aq6++eo+Nsad4Rx1k559//r993r+qsfXxOHXRqTy07iGWi8sRbIGPln2UtzrfYj3rIQaZjgyRuRHEXLOGYAmoPSrCNAE5JGMnLd4oGYMUmGmT5PokWq2Gm3UxhgyKDirCSloYI0ZevcvoM5DLZM/2JiRhDBm4jktyfdIzmNQdzISZrywQFZFsXxYEcNIOwdogSrnieZ1JAv1D/WhlGlJQwnVdat1avvZh3wrHx+efsU93kL1f0TSN31zyG15860UiWoQDZx7I6d85HUETUEtVAvUBr2Y2Z4MjaRIZLUMglPs5ImOlbLRKDdd2UctVUptSSFEJwfXMHRE9/YTU5hRyREaQBYx+g3BrmMRbCQoP3rHJkNycJDwtDK63Qk23ezvLtmkjiiJKoYJWrZHpymDFLZRCBalWwk56mreu7TKtdtrU30gfn/2IfT/R8T5FURROPOhEbNvmU//7Kfoa+wgInpSiWq7mKwlc1yUbz+bNF/Pkeh0EScB1XaJzo2R7sgTnBxEEwdO3zVULAKgVKvqQTnpLGq1mRzWDFbfAhviqOI7hEF0YJRAMYI6bZHozuJaLHJPJWllwoGB+AXq/jmu5qFWqN77lsrh28VTcNh+f/RY/2O5lVqxfwavuqxMcDvQBHVd3yXRnPA3ZqIQU8cTApYiENCYiFAhke7Io3TrpuIgSUCbkgkVV9DbApkcQZIH46jjReVGvK0wUsDM2ruXimI5XZeC6JNckSa1NoVZ53WZu0qWssYyGggbagm0T5q1Wq8wem83sltnMKZnDhUddOOX3zsdnf8IPtnuZbYPbPFdaSUCQBJQimTP/lGb1ISr9h4VIt6URXMFzYbBlIokIjuCQHYt56l7lCkpAzHuG7Ywckkm1p1AKFGRZRg57AuBqpYoxbGCOmYRbvb5yQRAI1AU8PYTNaW8jznGYVTCLyw+7nP+39P+R0BJUJis5pvkYWipbuOjoi/bLrj0fn72BH2z3Eu097fx56Z/549Y/5nOzZsLk4L8k+M94hJ7nbK5V4qizvDZIc6uJPENmtHMUtUwlVJg7HvdkFLdXGKTavBzt9jIuc9RELpJhwBtXCklke7OIARErMbGSwdEd5EIZrVZDDsu4pstps07jlEWnML92Ptv6tzF/+nzCof1D+MPHZ1/CD7Z7gW392/jEY5+ga6zLa53NtWkpUYVDhr3cbJ0rUxRwSOfcFsQZIonVCQRFQCnckb9VChSy3VnPscHx3Bpcy803MxijBsaogRgVcbZ5rbWu65IdyBI9IIreoyOoXo5XVEVvRZtxEIoEyqJlXHLcJQBUV1RTXVE9xXfKx+f9gx9s9wIvbXqJQXUQpcgrpdrefiv3Gzw+3eauFpHIsM14qYyKJ4doDHslW2KBiD6g51+jD+lYMYtATQCt2jtmmzbx1XEEQUBQBELTQ6Q3phGKveYEURNxMy6iKBKoD3juDmMmju6Q6c549bcCHF97/N66RT4+7zv8YLsXKA2U4tqup2WQK89ybRdn2MA6yZN2HG0GY10SuURB7/Osb7RyzROB0T0XBkmSKE2XEpgbQNd1z85mwADB2yBzbRelUMEYMPI2467jktqYAtFzzd3efWYnbc/toVSlUqnk45Uf51Mnf2pv3iYfn/cVfrDdC5x6yKm80fMGj3Y9SjKdJJVIEWwK4kQn/jqkAonx18cpPrLYqzKQIVAf8Np3XQc5KDOWGkMr0HC6HU+Jq1JDkATkEpnMugxO3MFVduRlBVFAKVYIRAOYY6ZXkwto9RqXTruUg2cczAkLTvD1Lnz2C3bpxtyH8beS9wKCIPDVD3+V20++HcVR0Co8qUI7a2OlPY8wx/SE0MXgxF+R67qk2lLgeqtRR3c8cfByFddy8y26kiKhVCkcWn8oQtKrZtiu+OU6XprAHDWRIzJqmcox0jF85WNf4fRDT/cDrc8+zdatWzn33HMJBoNUVlbyve99b1c1u30QP9juJRzH4ct//zJmrUmgLoCLi1at4aQdUm0pz0Os2mu1Ta5J4rpeTaw1bBGZE/HcbitVz6Ehp+S1Xdg7jw0b+jbgFrk4ukN8ZZxUewokT1axYEEBh0qH8sej/8j/d/H/t1+Iefjs28TjcdauXUs8Hv/3T34XjI6OcvTRR9PQ0EBnZydbt24lmUzS19e3R8abTPy/rr1EKpViwOjDGnAQJAFREpFDMoRALVNJbU6hd+sULipkdMko2e4sUlDyRGEEgfDsMKmNKaSwhD6oe0aOZV7+VwpInnOuLBAX4gQqA4iqiBgQyfZ7egfh5jCCKXDq3FOZP2P+3r4dPvs5hmFw61d/wFBbhhBlpBmmvCXI17/9xUlVBvzZz35GaWkpd9xxB+D9LXzrW9+atPPvSfxgO8U8vORh/rzxz8RHx0n1pIkuLMA1XfQBfeITXS8/CxCoDmCNe5bkdtpLHUhBr6sMB6Kt0bwsolqiEl8VRy1SmZOdw9rQWkTV+wKjlqpY4xbHVR/HzIqZzCubx+mH+NqzPu+dW7/6AyKDc6mq2KG5kRga59av/ZBbf/DVSRvn+eefZ/78+Zx88sm88MILVFZWcsMNN/D5z39+0sbYU/jBdgpZuXklt7x1C6ZmQgkE7KBn6ph1sDM2ZtzLoabb01i6RWJDwlulpiA6f4cCfrYnu8Mxd1MKuWDir1EpUpCLZNYl1hF2w9g7KY43Bhq5/T9u990UfCaNeDzOUFtmQqAFiAaK6GjLTKrh4+joKC+++CL3338/TzzxBK+88gqnn3469fX1XHjhvt0y7udsp5Atg1u8QJtDikhku7MImteoYPQZ6P06dtqmYF4BSlQh1BRCLp8YTAV5J28xXIxRA33EWxmbYyZKkUK2L4tjO5RapShjCo7hMFufzQOfecAPtD6TSldXFyHKdvtYyC2bVMPHaDTKEUccwUc+8hFkWebYY4/l7LPP5tFHH520MfYU/sp2CllQv4Dw2jApLQVApt3TrQWQgzI4oFVryMUy2e4saomX63ItN1/i4jpu3t48258lUBtADssYIwbJ9cl8aViwOYikSQwySN1QHXeceActjS27uG34+LxX6uvrSTO828fSwvCkGj4eeOCBLFu2bMIxy7L2iwoaf2U7RQx2dBC750E+tqyemudTZPuyuMKu5ouu6yIHPf1ZK+6VgWlVGqnNKTLbMui93go2sS6Bk3aQw97npVrqWZpbCQuj10DSdgTVdqsdRVP8QOuzRygoKKC8JUgiOz7heCI7TnlLcFLtca6++mreeOMNfve73zE6OsojjzzCX//6130+hQD+ynZKSIyNse7qq6nc1smHgDk6/CxusPHIQL711jZtXMNbvaa2pBA1Edu0MTeYyFEZO2MTqA5gp20EV/CkFtWJwVPURM6sP5OShhLuTd+LqHifpY7j0DnYSXNt8164ep8PAl//9he59Ws/pKMtQ8gtIy3kqhG+9YVJHWfOnDn85S9/4Stf+Qo33ngjTU1N3HnnnZx66qmTOs6eQHCnuBo4Ho9TWFhILBbbI4Zw+yJv/f1p7E9/mn7bBtfFAmzXZVXY5J7TJAzTxRU9lwQhKBBuCiOonii3OWJijBmoxWp+Uwy8VltRy7XkFiuetm1CYc131zAaH+XUn51KQkuADQUU8MQ1T1BWvPu8ms/+xb78N7Td8LFuDxk+7s/4K9s9xPbPsBe+/nUSDz6EYZrMCQRI2jZDtsV0LcBMO8DcP2cAgUHVoSNs82Kjw1iFhmRJGCOGl4PN2FgxC8d0PMUvyesCU4oVr1nhrTiCLFDbVIsoipQXl3PLSbfwxWe/iCmbJINJbn/6dr59wbf37k3xed+zpw0f92f8YDvJbFuzhuWXXEogHmdQADGrUyzLzMkl8COSxIhtY7sukiAwZJrM0QJELInjMyoXr3f54WiS188JEWwI4rouVswiujCKIHhtt5neDHJA9mpzbQi3hjFHTVqtVk6840SSTpJyuxxDMBAQcA2XZ/ue3a/6yH183m/4wXYScRyHVy++hAOyWVAUpgGbFZuYPbGNdvuqd1M2S6Ekkwaacl02iiDwH70aL/boWGMWZswkWB/MB0m1TMWKWwiKkJdZtHUbBHgp/hJqo3eejV0bCdQG8hY4wojgB1ofn72IX40wSSz/9a+5d8FCguPjE45nbYcGRWVl2iv3Stk2bbrO8nSaIlHEwmXE9Gpv045Dh2HQYxmEW4OEW8NE5kZwTCd/Ptd1EWQvn5vYkEDv18m2ZxFkAUfd8bztQuDguezOrpm9h++Aj4/Pv8IPtpNA+8qVpG77EcTjbDN0rNzKNeXYFMkyHYZOi6qxJp3m8XgMWRBIOzaCKHJIKEy9qvJUPE6vadCkqhwRiPCxPxmes21Qxsk66L06ep+O3q0TqAsQag6hFuU2zWS8nG7Gya+anawzYY4LqxdO+X3x8fHZgZ9GmATiPT3EDYMGVUUTYFU6jSaKDFkms7QAmiAy5jiEZYk5QhBRELBcl/KcylaFoiCl00zXdhRmn9+j8ug2g/Q0FSkkodVopLvShOpDOwYWwDZs7KxNwfwCXMfF6Dewkhbn1J/DoDNIb7qXg0oP4pPHfXKqb4uPj89O+MF2EmhbtYqgINCmZ6lVVOYEvbzpuK2yKp3m2Kina6DbNmutLAcGw3QYxoRzRCSRrG0TyDUeJEQoFiuRu21iVTGMPgNn0MEqspCjMlbMwhwxyXZn0Wq83K0gCmjVGs2JZm6/+vYpvANeemN4cJDC4uJJVXny8Xm/4Afb98hbTz1F9Hd3U69pCIJA7U6BpkiS0HbalNIkiTACfaZJ1nEYME0qFYUB00QTJVZmszQoCo4gUPi5m3jy05/Gtm1u/vXNPFb0GJHqCMaoQWJdAgTPm0wp88q/0h1pAtXeyviCWRfskWsdGRhgrL+fprlz89q3juOwZskSxv7+JAsKCvj7tk4imkpZOEyioIgDrr6aQDC4R+bj47M/4eds3wP9W7aw8XOfoz4XeMplmR5zh9DMoGmSdXfkTrOWRb9tUyxJ1CoK7brOI+NjiILAAaEQi8NhdFGk5s7fctinPw1A33AfT4496WnZ4kkoKsUKcoHsmTk2hgg1ef9lujKYYybDqd33qb8XVv/5ATZ+6FQyH72Q5y++hFQ8juM4rPr93ShPPcFhpaVs7O8nKMCBNTXMrazk8KDGm/f+cdLn4uOzP+IH2/fAwNKlVGey9JleSiAsimRsm9dSSdZkMmzRdUTHZUM2y6pMmldTKY6ORAiIIlFJYn4wiOnsyN0CVIoiZS0t+Z+feuMpUukU2d5sXoDGTtm4losoT/z1SWEJrUrj8e7HJ/9a77iD4mwWWRCoffNNNvzhD7SvXMnCbAYRgfV9fWQMk5aKChKZLM9v3Ihl24yvepN0KjXp8/Hx2d/w0wjvEtd16dm8mWHDoFaW6dB1YraN7jjEbAtBgmpFpiQYZIuqkDBMSl0Qd0orqKJISW41XKsoAPQuWMBBOZWkroEuftf+O8KtYQDPhVdwCVQFPJEaxeskE0QB13WxEzZUQ4E8uW2SruvCP+SYXV3HdRwEQSBtmgwnkxze3ExC11EkicObm3lq3XpCqsLT3/8uZ9+yf6jp++zbfOUrX+HZZ5/d5fiXvvQlzj333Kmf0DvAD7bvkmW/+CXO3b/noGAwH0Adx+HldIoZgSAOMGpbNGsBquobqDvkYJ56+n70oQyHykEc12V1Js3icJgssM0wcIHqs87MNx+8tOklxiPj+TG1Wo1MZwYpLGGnbNQKFaPPAMkzb1QDKuXJcr5wzOSKfwiCQOTjHyf7q18RcF0G6+qY+5GPUFxTw6q3VjGtrJSBeIwtQ0PMqKxEtyzah0dQJYnKgkJSI8Pouo6maf9+MJ/9mng8TldXF/X19XtEG+GKK67g7LPPzv+8bNkybrjhBhYtWjTpY002frB9l2RfeQXDcTAdBy1XQdBhmhwRjiDnguVWHcaBWGUls+67n2xNlkSRxJ+sFD1hh1q1gNJEmKZkkiJJIqmqVCxYkB+jPFQOFvnfkpP27HAc0/GcdAUBrUbDylgslhfzi2t+QSAQQBQnPzt0+A3Xs+ngg8gODrLgyCMprqwEYP7lV7Bp+XIGN2zk5Lo6JFEkrGlIosjqnm4aS0uZW1VF2/JlzDnyqEmfl8++gWEY/PB7P8ZMuJQXVzM09ghKVOALX7ppUqtTWltbaW1tzf/885//nNNOO43GxsZJG2NP4Qfbd8mwrmMC2yyTWkFAAroMg2k7rd6KJIml4RAtyQRdlsXlfUGyjkO/BQcloDOcpfYHP2boL39ByGQoOe88Gnf6hD7pwJP48OozeKzrr8hpm5L2NH0HBslszSCoAsl1SeRiGVy4+oyrCYVCu050Eplx1K7BUpIkZh92GFYqhbR5Y/54SFU5tLmZ5rIyBuMJXrn3j36wfR/zw+/9mEXNR1NUUJw/NhYb5bbv385Xvn7zHhlzdHSUP/3pT9x///175PyTjR9s3wVrHnqIxrVrGZIkGlWVrYbOuGWjAh26TlMu4LYbBickkry6ZAnViooiCHRZFq25x6cZ0PunP3HinXfudpyuVas46Ncv8bERG0EQyDohbq5xaAuLuI6La7uIisj5deezeP7iqbr83dK6eDHrNm9iDp6rxMtb2jhuhrcCqSiIEnGcf3OGHQz29hIbHqJx5ixUP/WwzxOPxzET7oRAC1BcWIIRdybVg2xn7r77bsrLyzn99P3DtNQPtu+CxMsvU+S6yIKQE5ORqA+qrMlkWJtOszmbQRElalWVLYZBm67juGC4LgHR6x7bnmpwR8d2O8bWZcvov/oatPFxhNzXsIAoonZlUI8P5x0axHaRWy+4da+LzASCQaZdehmbVixneHSMzJq1+Tm5rks6m6Xzrbdo2ClNsjuW/ul+WLGcolCINYaBdsqpzD3mmKm4BJ93SVdXF+XF1bt9rLy4mu7u7j0iu/jrX/+aT3ziE/uNA4kfbN8FVrH3CV6rKGx2HCpzlQQHhEIERRERCEsSIVFk3La5pKSUraaB5biMWjaKYKI7DkWyTPGZZ+52jKGnnqIonWZoJ233tCThtDQhh3cE6HQgTSwWo7i4eHenmVK0QIBURwfzR4bJNDbywqZN1BQWkTYMFtTW0XnvHxjq7qawspKWAw/MB2Nd13nlzt9SlM3Qu3kzH5ozh2DuA2bV00/x94ceQFFUIkccwcHnfnhvXqLPbqivr2do7JHdPjY01jepHmTbefbZZ2lra+Oqq66a9HPvKfw623dB4QknsDmbZVM2Syan4rXNMNii6/kg2mUYbMtmSNo2a3WdYlHCFaBRU2lQVVoDAcYOPoiDrrpyt2MIRUUA1Cgy7brOhkAA7TvfoaJyGq6zIwA7WYefPv/Tqbjs3aLrOi99+Ss8d8aZ/OU/r2JhIk40EKCiIMrCujoKg0EW1tehKTJj4zEiy5bi/u2vPHfrLdi2zZqHH6Lzh9+nYWSYSDLJvJqafKAFaCgqYmFNLS3FRSgrljPQ17fXrtVn9xQUFKBEBcZioxOOj8VG0QrEPZJC+OUvf8lZZ51FTU3NpJ97T+GvbN8FA0uXorsuIhB3HBbkNqYc12VNNouLS6ksIQEjts3BIa9OtkxR2Gro+fNIY+P/dIz5V17Jq2vWYL38CqlyjexVFzL37LOwf/8nkmuTyAWyJyyesljWs+yfnmdPs/KnP6XsoYcAEEaGEQ89JP9YUFGIZ7O0Dw3TOTrK9IpyZlZ5VQwtjsOTv/4VzYODCKKALEqENZUXN23BchwqowX0xWKeaI9jU1dcTNY06Vi3jsrq3X9l9dl7fOFLN3Hb92/HiDu5aoQ+tAKRz91846SPNTAwwMMPP7xf2JfvjB9s3yGu65L4+S8oliUsFzI7bfwMWRa669BnmCzMBWDxH5oBthvqphybFfYY9//PpTSGG/nCh75AQWTHCiAQDFL2hU9x9YI3SYaSuM7dLPlNO6tGViGGRIINO/QGhjZ27rU6VrerK//vwrFxXl23jiPmzMF1XV7NZNEVDUFPYEULCOTSLQCiKJJp76CpvpaAojCcTLJlaIgzF8xjMJFgWcdWTpk7F4BV3d20DQ0jCJDYsgVOPHHKr9PnX6OqKl/5+s1T4kGmqiovvfQShx566B45/57CD7bvkGw2i57NUqRphCWJUkmiwzAQgcKcPm2faTJomZRJMqOWhek4iIJAWBAYtCwMXNai87d5Jhk3zcrkSqwnLL57/ncnjPXkxidJhpKAp+j17PCzKLUKcv/EX1vdUIoVP/gBR3z961N1G/JoBx+M+eRTKIAGjBaVsHnuPFxJ5tjDDsvX/La9/jpb/vgHmkpLEQSBtuERKh07H4BHkikOb/bcf+tLSohlsgCs6emlIhKhOpdWGU8neeS73+HsL39lqi/V520wFR5kxcXFHHbYYXt0jD2BH2zfIcFgEEeWCed2QCOSxGZdJyyKNORyjdWKQoeu02EbLNypw+zNTAazQOT758rEW8MIvQbmuIlSpNCWaNtlrKgSzf+7eIvOka+YGIUmj88Bp9hB1ERI2cxdY2In1k3B1e/Koosv5k1JIrXyTaSmRo675pr87nA6nSYY9Cx97JUrOHZ6C6+2taPJMpZjUxaJ5M8j/kM1hSBAWtcZSMSZW7MjbVAUClHS28fY6CjFJSVTc5E+PpOAH2zfBXJhAeRWXgCW6xKzbbYZhifUoijEHBuRiUHECYvcfqGEIYFqugglMlWvpRClLDWH7mozftlRl7HqT6tYsekFvvqQQIMVgF6Y2Wvw38dnOWadS0mHyeKkysjMvVOPKggCiy66CC66KH8sk0qx5d4/UDI6SpeqEjn5FATXRVUUjpzuiexsHhikLBJhfV8fpmXTMTqC7TjMqq4iYxh0j42zrrePolCQTQOD+VzvlsFBZldVMtLf7wdbn/0KP9i+C4KNjWxZ9RaaIKC7LjJQqig0qCoZ2+bVZJJCSaJAEkk5DuHcV+kVLSA2BggAenuaa56B04ZDGI7DG889wcDJbVTupPgVDAS5sf5CVj3YT4O1IX988biC+JcstbpEnxhADgUI9fdP8V3453S+8DzzLQtyObuNL7yANG8B42++QZGqsk03GAlotIZDRDSVl7Zs4eyFCxlPp3llSxtDiThNZWV8aO4cesbGWNfXx2gqiW5ZlIbDZC2b8bVraWxtRdkpD+zjsy/jB9t3QWDxYsJr1lIoSQyYJklByKcQgpJEtaJQp6peSVg6RVgUWdYIfz87wvZ17ow2m9OGvU0uVRSZJoo88JHzmHHeeZQvOoA5p55K35o1jN14ExWJOAlBJGbb2MCoZREFpNnTueiM09BUladeW4Jt2/tEgbe4k6YvQDoeIzjQT6caYE0gwIwzzkJ77lne2LCBgXiMI3MfMEWhEEdOb+G1tjbm19aimybr+/s5YdYsJFGke2yMzpFRKguiZJYvY10izoIrrtzrDR0+Pm8Hv872XVB32GFYrkuXYTBkWRTK/xDgBM+SPGbbHBmOsCgU5sQBheBwztI87VDbqeXNGQFM16U1kaD2D3/Auelz3D9vHm/98lcoqRRpx2V5Ok1UFGlUVRaFQoiiyOJTP0Qg5xBxyuLDaV++fArvwj8nPHs2A7pX4mbaNlnbZtbIMAtwWJSIsfHRR1mUTnFgQz3HzZhBXyyef+1YKoXrurzV1c0LmzdTHo0i5b4Z1BUXI4kiffE4jgDi1nb6e3r2yjX6+LxT/JXtu2D2scfySjTKgmQSAZde3SBm2cwLBhmzbRS8ltxKRc6vulpEldP/J05bi8zsbAmLZx3Fq2OvcbhhkLJtsq6D6Xr534AkUWIYjDz9NI5t0xoI0KgorNd1CiQJQRBQAFH6h89K9+3rD+wpBrdtY2zlSkaTSdal0sSDIVpNC8DLxY6OYesG/UUFVBUWElRVBhJxdMtEFATG0hmObp0OeGV2L22euHEoCAJHTfce7xkbI+sLk/vsJ/gr23eBIAh85InHecWxGTAtylSVIknib+PjLE+liFkW69NpMrlOL9d16TUMQmMON28O8pHuLM4zT0MiQa9poAMtWoCZmkZ37it42nGwDYPWQCA/Zouq0m95gUsCHvjbY1i27QWl3l6aDjxob9yOPLGREbKPPsLc8TGOLi2l2tCp6O3Bskxc12Xz4CARTWN6QYT24WFWdnbRNz5OSShMXXExjuui7JQGEQSBwmCAFds6+etbb/H3deuQRZEXNnrqYrXFxQxs2by3LtfH5x3hr2zfJaVVVVzyyis8tPgIWjWNmG1zQChEY66xYHkqxbBhYLsuWddhfiDIUZEIbbqOKggMWxZNqkK5JKPmviabrsu4ZbHZcUjaFiWygu26SLnVcdpx6DdNMo5DqSwzbes2fnnHT2kMBik3TAYvu4LanTbYppqh9jam72TxM6uqis0DAwwlUyzr6MB2XVrKvTz1UCLBooZ6OkdHAZeScJi0rtOWHgGgZ2yclK6TNQ3CmkZLWTlzciVgWcPglbY2GktKCMzaszWdPj6Thb+yfQ+UV1dz3tLXWTN3LuuKi/KBFmBRKASCQNq2OSgYQstZ4JRIEiWyzIJgkJTj8GbG009I2zarMhmm585Roai0qCobs1mSts2QabI5m2V2IMA0TaNY9lIULaaFHE8QtW2So6P/bKpTQrisnNGdOub6YzFcF6aXl1McCnFgfT1hTSOsacytqWHr8DANJSUMZDI8unoNhuNwxrRmnlizloimMqOqkuFkmnm1tag75cUDqopumnQKArP2sy4inw8u/sr2PVJaUcEFD/yZTa+8QurKqwjkVqFbdJ2FwSAx29OiTTsOPaaJDGQsiwZVxXZcZmsaadfBcWFGIEDGdREF6DcMBGC6pvHQ2BhHR6PUqCqvp1IcEYkgAxt0ndZc6qHvsEM57h+sQTpef53OX/wSwbYo/4//YNapp+7Re2EaBhsiURJrVqOYJoogkshmmVNTjSiIqDutehVJws61OocUhfpolGllZdiOw/SKcgpz7c7zaqtJ6jqGZedfmzUMtg6PcOE3bvFt0j+ADAwM8OCDDzI4OEhzczMXXHABwf3gfSC4O2+JTwHxeJzCwkJisdge653eG7iuyy9mzqLOMHDwNrrCkoThONiAJggTXBxWZTKMWRbHRaMTzrM0lcIG5qgqa3PmiQlR5EhFQRNF2vUsvYZJkSwxOxBkKy6F115LzVFHQTJJUXMzZXV1xEZHeevMs5CHhhi3bbKiQPyMM/jQdddRtQdSDev+9ijqypX0x8Y5sqWFRDbLm11duC4EVZV4Jk1BMEhEC1BXXMQb3d3UlZUxUlhMUypBLJ1mRmUltuPQMTJCS3l5/twvbtpCWFUwbAsBkYFkHFOSOf+nP5v069gf2Jf/hva0B9maNWtYvHgxJ598MvPnz+fJJ59kbGyMpUuXUlhYOOnjTSb+ynaSSKVSGKkUjizTpKqsSKepVhRKVJWM49CuZyc8v0iSaFYU3kynOSC3iluRTlOWW/29mc1ydCTi7dBbFm9lMpQrCnHboT4YRAReK4hy0m9+gzE6QtXLLxJRVfreXEnvh05lfHSU4NAQo7ZNU64GeOmDD/L8ww+jB0Mc+9CDNM2ePSnXvvaZZ0i/8grt4+OcudATBy8IBqkuKmIslSKsqhzc2JDXSXhueIQjv/M9Lw0iy7x1151UOg7dY2PUFRczlEhQVVBAWNPY2D/AooY6Xo7FMQYGUQSXsBag4ZxzJ2XuPpODYRh880tfZGDDWgKWTlbWqJw1l//3vR9MqgfZ7373OxYtWsSDDz4IwJe//GVqamp4/PHH+djHPjZp4+wJ/GA7SYTDYcoiEWbm0giFskw0t7MeFEVCkoRu22iShOW6WK5LgSwTtCw6DIMuXWdBMEhhLtiarosNZHN6uZWKwrhlERZFbNumRlUpT6awTRNx4wYi29/QY6Msu+wywoLIBsfhxNzxLsNgYS53DPDSWWcRevppKpqa3tN1b12+nKb1awk3NrA5VzmxHUkU0U2LpG4wt3aH7mhlMMRAdzdFZWVECwqYffElbH35ZVKxcVYPDjKzuJglW7dSV1RMQ0kxaWDehz9CSVMTfZs2ESoupmbatPc0b5/J5Ztf+iJa+zpmRzU8SSJItq/jli9/kW/96CeTNk5xcTFWriIHwLZtbNumZD9o3faD7SQhCALl8+bB2rUAzA4EWJnJcFBu1Wo6LqssHTkYoMS0mKaqOK6LADSpKpszmXygBWhQVYZNg27TYlEoRJ9p0qiqFMqeju1mQ2eGFuD1O+8kPDxMOy4VhYX0rN/AjJxObkgQGDBNKhUFB/KBFqDccXnrYx9H+fC5NJxwAs2H7NCh/Ve4rsu6R/+K1t+PFQySyq3QASqiUZa0b+Xwac2kdZ32oSEOa25m2bZtmLadL+vq7evhqMceZcQ0GTr8CKYtXszMnWQT+zs6qB8YIDU6Sg8QbG6mftYsAKYftHfL23x2JR6PM7BhbS7Q7iCiqazfsHZSPchuuOEG1q1bx8knn8zcuXN57bXX+OxnP8spp5wyKeffk/jBdhKpv/IKxm68ieKcHU6JJLHV0BEQiNs2lZ/8JAd87EJev+IKOnv7MFyXoCjy93icZlVl1LIokWW6DYMe02TcNDmxsJAOwyBt29TnArcgCGiCyJpMBvGxx0ghUKIo9DoOruuyynFoVFWKZZnXbIvxbJak41ApSQRyAc90XRrHx+n41a8Z+r8/YPzoNmaefPK/vcbX772XQ8ZHva6uVJLnNm0m3diAJIpsGx1hXk01y7dtY8vAIBcecrBXK6sFeGNbJwFFoT8ep6awkI6REQqDQawlr8HiiWaVVU1NVL3HFbfP1NHV1UXA0tm+ot2ZoKlPqgfZpk2bWLlyJQcddBBFRUUUFhby8ssvMzg4SEVFxaSMsafwg+0kMueMM1gSi7H0+98nlUgwPxikTJYZt21sWWb2h8+lqrWVWd/8JrHPfIZoTilhfTbD9GCQHtNgWTrNfE2jLhd8X08lqVFU0q7nWru9I23Mshg0TQ4Oh5AEkRHLym/Aua7LynQaybIIHXoIkRVvUCHLtOdUyWRBoEKW0R0HRYCoYTD62OPwb4Jtx4oVhDeuR9rJKaG+qJClHR0AHDdzJgAHNzZSEgpjOw6bBwcZSSYpCAYJKAonz56Vz91u6O9HlqQJ1+Wz/1FfX09W3r3qXEbRJtWD7MYbb+Tkk0/mv//7v/PHjjjiCH70ox/x/e9/f9LG2RP4wXaSOfyiizj8ootY/eCDvPm//8vWzZsJFxcz7TOfpnHePABmnngiz37yavp+/v8h2Q6HhSNsDmi04qUbtq8+S2SZWlWjSfV8y1ak0xTLniB53LIIiCIx22HcMSkWJ3ZeSaLANEVhW1ER6n9exZZf/BIZFxBRRZFB1wXLytf1CoUTv+a1vfYa1rq1JONxYgVRKkvLGHjjDYpsi7SuE8q9Trcs6oqL+ceaFkGAjf0DmJZJeWEBPaOjmI5NbVEhkVxuVxIEMi3T/UC7n1NQUEDlrLkk29cR0XZshiV1g6pZ8ya1KsF1XcydhI7+8ed9Gb/0ay+y5aWXGHnuOcSyMhrPOYeuRx6h7Te/YX46k3/OVkOnWfUCW4dhYLieZGNbNssxUe/+ua7Ly6kkR4UjCDkBnLTjoLsu8ektnPfYYzx/7LHUjnhND5brMnL9dViPPorcsQ1r4QIO+slPKK70NGN7Nm4k/NQTFOU219b29qJIEgIC6/v7cF2YXV2F7Tg0lpbSMTyCCxi2xaL6enTTZPPgEPNqa3jwjZXUFBVyQF0dAVVlXV8ftUVFFAaDvBBPcOwXvjiFd/z9wb74N2QYBrd8+Yv0b1hL0NTJKBpVs+bxX9/9/qRWIzz22GOcf/75nHTSSbS0tLBkyRK2bt3Kq6++yrR9fNPUD7b7GI9dcSXO888TFkUGTJNpmkZUkkjbNm9ls9TkdHNXp9PMz+VwAV5LJr30gKKgCgLVisLyVAqjrJRLXn+djpdeouv7P4BEAu3MMznyK18GPJufQCBA25IlkIgTbp5GqreX6Rt2OD8ks1kGEglaysvpHB31jC6zWRAEto2MEAhHmFVSTEEgwJsjIwzrBvWSyEAsTnE4TEk4xIxcIAd4dEsbNYcfzrwzz0LdC75p+zv78t/QVHiQ9fX18fTTTzMyMkJdXR2nnXYa4XB4j4w1mfhphH2MiqOORHvlFSygQpZZmkpRraqIeBUOlutiOw79lkXUMHBcl4goYroupbKM6boUShJvZdK4wCGpNJ0bNzLjxBOZsdOOv6HrdCx9HQGI9faxcGQIRZIY2rCB5MxZDKUzlIe8rpy24WHmVlfjui7j6TSaoiBLEqokY5SWUhQI0p5I4Coqs6/+FOse+Qu18RhpwyCsqbukGIoaGjjwvPOn6pb6TCFT4UFWXV3NJZdcskfH2BP4wXYf46Arr+ThpUsJPPV3Rm2bgChSryhkHYe12SzTVJXX0ilOjEbzljurMxkUAMErIxuzLBK2w+xAgAFJYnHOSHE7lmWx4X9+zwLHxrJtnt/SRnthAY7rUldcjDo+xhvDw0zTNEZSSQQE0obB8m2dLKyrpTTnHbZpYICDAgES2QyNFRVIgkBPXy/lJSWUOjZ98Tjza2vZPDDIaCpFYTDIWz09lJ959hTfVR+fvY8vRLOPIQgC5/7yl2hXXYkV0FgQDNJtmsQcB00UUUSRelWb4G0WypWazdACyIJAuaJQLsusSacYq68jspOxIkDH2rXMt73C8M2Dg5w4o5WZVVXMrq6ma3SMFS+8yEh/H2/19KApCqosMZRMcsKsmeiWRU+ujrcoGCQaCDC7upqesXE0RcFJJBBUlZFUKl9X21pZge04PLRyFfbBhzLz8MOn5mb6+OxD+MF2H0QQBE742tf46Jtv0nfkkQQliaRjk7RtCiSJoOi18IK3ORazLBr+IfepCAIRSWZ4p0aGLS+/woqf/pSuFSvI5IRdZFGaUA3QHY9zVmsLp82dR31xMf2xGI7j5rUKaoqKSBk6ruvSOTZGYTCYF5TpNU2KprciNk+jfXiYgXgCPbdTnNQNGs45h4PPPXeP3Tcfn30ZP42wDxMMhTjprjuJx+MM9/Tw2u9+R89zz1ObSNCl66zPZjFcl3pVpSzXDFGnquiOQ1euptYdH2eos4unvvpVnBdfpEyScICXLr6IBYUFjGczWLaNnFuFFgcCyKLIQCLBoc1NACzfto2saRLIdYoNJ5P0jo+TzOqMl6XYODSE1dhEoKoa7r8XfWiIkmAISPP8xk1EAwFi1dWcdsYZe+dG+vjsA/jVCPsZQ9u2sf7hh9l4x39ziCxjuC5rs1kaFYWoJDFs2yRsiwZVo0AU2WwYGKEQ82ybhG0zYtsUSxL9LdM44b77sC2LgTdXIg0M0tPdTXRsjMJQgOk7deO4rsvSrVs5bNo0esbG2DQwyPGzZuI4Dq93dHB4czOvh8LMio3TPzrKrKqq/GvX9/UhqyqlV1xFyU7NED7vHv9vaP/ETyPsZ5Q3NnLM9ddz3O/vZuP0FtoFgaRlIYsi/aZJ2rapVBQKc15lmiAQyXh1u9uFcQoliZHRUQoKCykuLWXWiSfRetFF1JaW0J+I0z06Rjyzo9Z3LJ1mQ18/b3R2osoyBzY20DY0hCiKlEci6LaNLUkUqSqyOPEtldB1YnPn+4HW5wOPn0bYT2k9+mhajz4awzBY/fDDdP/yl8zo7WNDNkuZ5P1ae0yTQklidCeVJIBtuk7ZsMHmV1+l9Ygj8setaJTm0hI2DQ7RF4szEE/g4n3xKY9GObChIf/coUQCgIRpsjQWQw1H6DYMdMvKpyUSuo676CAOPuecPX07fHz2efxgu5+jqioHffSjzDr1VDY+8AD1pkVfKsnoXx9FM3ScefOQ27fibttGv2Uxalk0qSqNskz6H2zAG087nQ7HQciupDAYpCrXwtszNoZhT3TuHU9nWNfXx3giwXE1NQh6lldUlfJ583m1q4vCqmoKDprBYQcfPGX3wsdnX8bP2X4AyGQytK9axeZvfZuZW7YAMFxZwex7/o+y+l1FQjY98Gek9euI5VIJnYkUEVmkrrAQ23bQbQtNllElmZbyMjYODOK6Lrokos2eQ/PpZxDcDzp69lf8v6H9E39l+wEgGAwy9/DDqfv93Wz8/e9BN2j5yId3G2ghZ5u+ky2N1dGBKskMxROURiMcWOulExLZLD3j46zq6srLKTI6wrrH/sacCz46Jdfm88HDcRw2bdrEwMAA8+fP3y+Ew8EPth8oCktLOfSmm/798w46mLYHH6AlFGTd4BB9YzFOmz+XnvFx6ouL88+LBgI8u2EDc2trJtTqqvH4Hpm/z77PnvYg6+vr49xzz6Wvr4+6ujpWr17NT3/6Uy6//PJJH2uy8YOtD5uefw5h02b6RoYJZbPIrkPf2Bgdosy8uhpmH7CATQODlEcjtA8P50Vl+mMxKqNRBuMJnGonr1Nr7BSQfT4YGIbBD791K8boEOWREEPJNGpJOV/42tcnVfXr85//POFwmC1btqCqKk8++SRnn302J5xwAg07beDui/jB9gNO5+rV1K5ZTSKdplRTKSnxAmVNQQFdo2NUFhQwlEggCgJre3sZjCcYS6dRRImRVIq64iLqS4O82t6O4biUHnEkc848ay9flc9U88Nv3coBJRGKGnfUWI8lEtz27Vv5yjdvnbRxXnvtNT73uc/lA/iHPvQhotEoDz30ENdff/2kjbMn8IPtBxx9cJCwotCb1Wmt3GEFXRGNMhCLk8hmSRsGrZUVtFZWsHV4mOJQiKJQiJFkEt2yqCkqoraoiFe2dbHwvPP24tX47A3i8TjG6NCEQAtQHI2ib+mYVA+y0tJSurq68j+Pj48Tj8fZtGnTpJx/T+IH2w84I6MjlCSTVBRE2TQwkD8+EItjODa263LAThtpzWVlbB4YpCgUojQSYfPAYP6xgOz3yHwQ6erqojwS2u1j5ZHQpHqQXXfddVxzzTWUlJTQ3NzML37xCyKRyH7h1uD/dXzAKS0sJKnrdI+NMZxMMqOykhmVlUQCGkdPn86WwQF6x8byzx9KJIgGcs4RIyOMpJKAp5cQ26mCweeDQ319PUPJ9G4fG0qmJ9WD7JJLLuGBBx5gw4YN3HfffVx33XU0NDTQ2Ng4aWPsKfyV7QecwhkzMdetRbVsjmhpyR9f1NDAlsFBaoqKWNfXT1zXkQSRWDZDLJ0mkdUJayozKip5vb0dQ1E4/tZv78Ur8dlbFBQUoJaUM5ZIUByN5o+PJRJopeWTWpWQTCY59dRTOfXUUwFYtWoVa9as4Z577pm0MfYU/sr2A46kqgyl0qzu7SGt6/njacNAk2WKgiEW1NUxnEyS1LP0jccoi0QQBIhlMmiKTEk4QlldvW/c+AHmC1/7Om+NpXhq5WpWbm7jqZWreWssxee/+vVJHWfp0qWcd9553Hfffdx+++186EMf4stf/jLzcmaq+zL+yvYDzsj69QwPDnLGvHlsGRrK6dO6bBkcpCgURJEk2oeH0WSZgKLQXF7G7KoqpFyZ14ptnYyZJvMu+o+9fCU+exNVVfnKN2/d4x5kJ5xwAplMhnvuuQdVVfntb3/LmWeeOenj7An8YPsBp2/rViRRYEn7VlxchhIJaouKEQWBAxsa8qvVDf39zKqqYsvgYD7QAoiiwKFf+SoFfm2tD1PjQXbGGWdwxn6ojeynET7gjK5fS31JKTOrqigMBjmkqYmO0RGqCgsmpAUc12XjwAAb+gfyzgwA8UzWD7Q+Pm8Df2X7ASY2Ps5BZWU05HrLK6IR2oaGmVNdzfMbN1IWiVAejeK6LpZtY1gWp8+by6OrV1NfXMJYOs1oTc1evgofn/0DP9h+gEklk0R38i7b3m4rCgJnLVjAy21tVEQi9IyPk9YNFtTXs6qvD11W6Dd0ChYewPn7QU+6j8++gB9sP8BU19byfCbDcaEQgiCwZXCQwkCA3niMA+rrKQoGObipie2KtM9u2MDB37iFRYWF//K8Pj4+u+LnbD/ACILAMV/6Ci+Ewty7ciVtg4P05QLt5oFBNg8MkjYMAGLpNFZNHQV+oPXxeVf44uE+AMTHx3njjp8QSKdIWRYjosQR5WW0xePYhUUEm5s5/Lzz/VrafQD/b2j/xA+2PnlMw2DbhvWEC4uobmwknU4TCATyuVyffQP/b2j/xM/Z+uRRVJXpCxbmfw6Fdi8u4uPj887xlyw+Pj4+U4AfbH18fHymAD/Y+vj4+EwBfrD18fHxmQL8YOvj4+MzBfjB1sfHx2cK8IOtj4+PzxTgB1sfHx+fKWDKmxq2N6zF4/GpHtrH533B9r+dKW7+9HmPTHmwTSQSgOfI6ePj8+5JJBIU+sJA+w1Tro3gOA69vb1Eo1Ff1MTH513gui6JRIKamhpft2I/YsqDrY+Pj88HEf9j0cfHx2cK8IOtj4+PzxTgSyxOMX/729/ym4TBYJBp06Yxf/78f/q8c889l0AgkD++fv162tvbd7Fy7u3t5cUXX+Tggw9m+vTpb3s+ruty3333cdhhh9Hc3DzhseXLlzM6Osopp5wyYU7HH388lZWVE567ZMkSOjo6WLBgwS5W1v9ubjvfk1AoxLRp05g3b94uz3vllVfo6urirLPOIhwOv+1r9PHZJ3B9ppSWlhZ3zpw57oUXXuieddZZbnFxsXvkkUe68Xh8l+cB7g9/+MMJx7/73e+6LS0tu5z3+uuvdwH3/PPPf0fzMU3TBdzf/e53uzx29dVXuwcddNAuc/ryl7884XmWZbm1tbUu4N56663veG4735MzzzzTLSwsdI877jg3mUy6ruu69957rztnzhx3+vTpLuBu3br1HV2jj8++gJ9G2At8+MMf5t577+WRRx5hzZo1rF69mttuu22X502bNo3vfOc7jI2N/cvz6brOPffcwxe+8AUeeeQRhoaG9tTUOeaYY/j973+Pbdv5Y48//jiqqtLQ0PCu57b9nvz1r39l1apVLF++PH9PTNPk/vvv53e/+92euSgfnynAD7Z7mZqaGhYuXMiqVat2eeySSy6hvLyc7373u//yHA899BCKovCd73yHmTNn8j//8z97arqcdNJJKIrC448/nj/229/+liuuuGK3pXzvZm6NjY0ccMABvPnmmwBcfPHFzJ07d9Kuwcdnb+AH272MZVls27aNioqKXR6TZZlvf/vb/PSnP6Wrq+ufnuPOO+/kiiuuQJZlPvGJT3DnnXfusfkKgsAVV1zBXXfdBUB/fz9PPPEEl19++aTNzTRNOjo6qK6unsyp+/jsVfxguxdYt24d9957L3fddRfnnnsu6XSam266abfPPf/881m4cCH/9V//tdvHOzo6eO655/jP//xPwFsNd3R08Oqrr+6x+V9xxRU89thjDA4Ocvfdd3P88cfvtiPwncxt53ty1llnMTo6yrXXXrvHrsHHZ6rxqxH2Ahs3buThhx8mFovx3HPP8dWvfpVZs2b90+d///vf54QTTthtQL7rrrtoaGhg6dKlLF26FIA5c+Zw5513csQRR/zbuWz/6u/uprfFdd3dpgYaGho49thj+Z//+R/uuusuvvOd7+z23O9kbtvvSTAY5Mgjj+Q3v/mN39Lt877CD7Z7gQ9/+MN861vfArySqaOPPppZs2ZxwQUX7Pb5xx57LKeeeipf+tKXOProo/PHHcfh7rvvZtasWTz88MP54/X19dx333385Cc/IRqN/su5SJJEWVnZbjeuBgcH/+lX+auuuopPfvKTKIrC2Wefvcvj73RuO98TH5/3I36w3cscfvjhXHvttdx0002cddZZE2pqd+Z73/seBxxwAI7j5I898cQTDA8P8/DDD+9iO97U1MS9997LJz7xiX87h0MPPZQnnniCL37xi/lj6XSal19+meuvv363rzn33HN55JFHOPLII1FVdZfHJ2tuPj7vF/yc7T7A1772NeLxOHfcccc/fc78+fO55JJLeOKJJ/LH7rzzTk455ZRdghnAOeec87Y3yn7wgx+watUqzjnnHH71q19xxx13cNRRR1FZWcmNN96429eoqso999zDpz71qd0+PllzA1izZg333nsvzzzzDAB//etfuffee9m6devbPoePz97GX9lOMWeeeSYLFiyYcKy0tJT//u//ZsmSJTiOgyiKnHnmmbuUO91yyy1ks1mqqqowTZNwOMxFF12023EuvfRSBgcHGR0dpaSk5F/Oae7cuWzatIm7776bN954A03T+MxnPsMll1wyYdW6uzntzFlnncXcuXPf8dx2d092ZsOGDflUxIUXXsgrr7wCQHV19S5dbz4++yq+6pePj4/PFOCvbN/nbN26lddff323jwWDQc4555wpnpGPzwcTP9i+z+ns7JxQDbAzRUVFfrD18Zki/DSCj4+PzxTgVyP4+Pj4TAF+sPXx8fGZAvxg6+Pj4zMF+MHWx8fHZwrwg62Pj4/PFOAHWx8fH58pwA+2Pj4+PlOAH2x9fHx8pgA/2Pr4+PhMAf8/BbFljh7KWHwAAAAASUVORK5CYII=", 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" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 375 ms (started: 2026-07-16 01:04:01 +02:00)\n" + ] + } + ], + "source": [ + "splt.embedding(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"RNA_cluster\",\n", + " show=False,\n", + ").figure" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "66fa76e0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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group_idfeature_namescoremeanmean_restfrac_expfrac_exp_restfold_changep_valuefeature_index
01ADTRP0.393570.042300.006600.238910.041726.406277.916987e-794325
11FHIT0.345000.148260.024110.618950.142136.149902.099062e-2112768
21TSHZ20.332290.067750.017680.321570.075983.832524.108312e-8312544
31TCEA30.328240.031420.006770.211690.048514.640271.191801e-55225
41ANKRD550.320880.020670.003450.138100.025445.985481.976907e-423795
.................................
142781LYN0.001180.002200.113260.018150.397220.019441.425056e-1106305
142791ZEB20.001130.002550.195690.019150.490500.013042.901976e-1492035
142801MARCH10.000980.000700.097110.006050.346000.007168.621413e-973629
142811MEF2C0.000910.000650.097220.005040.329720.006672.741006e-913909
142821PLEK0.000760.001470.177890.009070.517980.008247.728895e-1661750
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14283 rows × 10 columns

\n", + "
" + ], + "text/plain": [ + " group_id feature_name score mean mean_rest frac_exp \\\n", + "0 1 ADTRP 0.39357 0.04230 0.00660 0.23891 \n", + "1 1 FHIT 0.34500 0.14826 0.02411 0.61895 \n", + "2 1 TSHZ2 0.33229 0.06775 0.01768 0.32157 \n", + "3 1 TCEA3 0.32824 0.03142 0.00677 0.21169 \n", + "4 1 ANKRD55 0.32088 0.02067 0.00345 0.13810 \n", + "... ... ... ... ... ... ... \n", + "14278 1 LYN 0.00118 0.00220 0.11326 0.01815 \n", + "14279 1 ZEB2 0.00113 0.00255 0.19569 0.01915 \n", + "14280 1 MARCH1 0.00098 0.00070 0.09711 0.00605 \n", + "14281 1 MEF2C 0.00091 0.00065 0.09722 0.00504 \n", + "14282 1 PLEK 0.00076 0.00147 0.17789 0.00907 \n", + "\n", + " frac_exp_rest fold_change p_value feature_index \n", + "0 0.04172 6.40627 7.916987e-79 4325 \n", + "1 0.14213 6.14990 2.099062e-211 2768 \n", + "2 0.07598 3.83252 4.108312e-83 12544 \n", + "3 0.04851 4.64027 1.191801e-55 225 \n", + "4 0.02544 5.98548 1.976907e-42 3795 \n", + "... ... ... ... ... \n", + "14278 0.39722 0.01944 1.425056e-110 6305 \n", + "14279 0.49050 0.01304 2.901976e-149 2035 \n", + "14280 0.34600 0.00716 8.621413e-97 3629 \n", + "14281 0.32972 0.00667 2.741006e-91 3909 \n", + "14282 0.51798 0.00824 7.728895e-166 1750 \n", + "\n", + "[14283 rows x 10 columns]" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 153 ms (started: 2026-07-16 01:05:37 +02:00)\n" + ] + } + ], + "source": [ + "df = ds.get_markers(\n", + " group_key=\"RNA_cluster\", group_id=\"1\", min_score=-1, min_frac_exp=-1\n", + ")\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "ff92aa00", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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RNAADT
typeGene ExpressionAntibody Capture
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RNAADT
typeGene ExpressionAntibody Capture
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IidsnamesnCellsdropOuts
0FalseENSG00000243485MIR1302-2HG07865
1FalseENSG00000237613FAM138A07865
2FalseENSG00000186092OR4F507865
3FalseENSG00000238009AL627309.1127853
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IidsnamesdropOutsnCells
0TrueCD3CD3_TotalSeqB17864
1TrueCD4CD4_TotalSeqB17864
2TrueCD8aCD8a_TotalSeqB27863
3TrueCD14CD14_TotalSeqB17864
4TrueCD15CD15_TotalSeqB17864
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" + ], + "text/plain": [ + " I ids names dropOuts nCells\n", + "0 True CD3 CD3_TotalSeqB 1 7864\n", + "1 True CD4 CD4_TotalSeqB 1 7864\n", + "2 True CD8a CD8a_TotalSeqB 2 7863\n", + "3 True CD14 CD14_TotalSeqB 1 7864\n", + "4 True CD15 CD15_TotalSeqB 1 7864" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 69.4 ms (started: 2026-07-16 01:08:51 +02:00)\n" + ] + } + ], + "source": [ + "ds.ADT.feats.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "21224fe5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "154 cells flagged for filtering out using attribute RNA_nCounts\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "326 cells flagged for filtering out using attribute RNA_nFeatures\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "119 cells flagged for filtering out using attribute RNA_percentMito\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "21 cells flagged for filtering out using attribute RNA_percentRibo\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 2.23 s (started: 2026-07-16 01:08:51 +02:00)\n" + ] + } + ], + "source": [ + "ds.auto_filter_cells()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "235d9484", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating summary statistics\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(RNA) feature stats block 1/1: read 9.0s (r2) compute 0.5s rss 986 MiB\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating HVGs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "997 genes marked as HVGs\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/parashar/scarf/scarf/plots.py:248: RuntimeWarning: divide by zero encountered in log2\n", + " nzm = np.log2(nzm)\n", + "/home/parashar/scarf/scarf/plots.py:249: RuntimeWarning: divide by zero encountered in log2\n", + " fv = np.log2(fv)\n" + ] + }, + { + "data": { + "image/png": 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", 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kmeans finished in 3.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.5s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 1.4s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 12.8s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 99.88%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 19.6s (7/7 steps, 19.5s in logged steps)\n", + "\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "b7c7b1056da34b25bcc2ff3ef382e642", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 38.1 s (started: 2026-07-16 01:08:53 +02:00)\n" + ] + } + ], + "source": [ + "ds.mark_hvgs(min_cells=20, top_n=1000, min_mean=-3, max_mean=2, max_var=6)\n", + "\n", + "ds.make_graph(feat_key=\"hvgs\", k=21, dims=15, n_centroids=100)\n", + "\n", + "ds.run_umap(n_epochs=250, spread=5, min_dist=1, parallel=True)\n", + "\n", + "ds.run_leiden_clustering(resolution=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "4e5ca0ea", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 864 ms (started: 2026-07-16 01:09:31 +02:00)\n" + ] + } + ], + "source": [ + "splt.embedding(\n", + " ds,\n", + " layout_key=\"RNA_UMAP\",\n", + " color_by=\"RNA_leiden_cluster\",\n", + " show=False,\n", + ").figure" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "e4386e26", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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IidsnamesnCellsdropOuts
0TrueCD3CD3_TotalSeqB78641
1TrueCD4CD4_TotalSeqB78641
2TrueCD8aCD8a_TotalSeqB78632
3TrueCD14CD14_TotalSeqB78641
4TrueCD15CD15_TotalSeqB78641
5TrueCD16CD16_TotalSeqB78641
6TrueCD56CD56_TotalSeqB78641
7TrueCD19CD19_TotalSeqB7702163
8TrueCD25CD25_TotalSeqB78614
9TrueCD45RACD45RA_TotalSeqB78641
10TrueCD45ROCD45RO_TotalSeqB78641
11TruePD-1PD-1_TotalSeqB78632
12TrueTIGITTIGIT_TotalSeqB784916
13TrueCD127CD127_TotalSeqB78623
14TrueIgG2aIgG2a_control_TotalSeqB783926
15TrueIgG1IgG1_control_TotalSeqB78569
16TrueIgG2bIgG2b_control_TotalSeqB7639226
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" + ], + "text/plain": [ + " I ids names nCells dropOuts\n", + "0 True CD3 CD3_TotalSeqB 7864 1\n", + "1 True CD4 CD4_TotalSeqB 7864 1\n", + "2 True CD8a CD8a_TotalSeqB 7863 2\n", + "3 True CD14 CD14_TotalSeqB 7864 1\n", + "4 True CD15 CD15_TotalSeqB 7864 1\n", + "5 True CD16 CD16_TotalSeqB 7864 1\n", + "6 True CD56 CD56_TotalSeqB 7864 1\n", + "7 True CD19 CD19_TotalSeqB 7702 163\n", + "8 True CD25 CD25_TotalSeqB 7861 4\n", + "9 True CD45RA CD45RA_TotalSeqB 7864 1\n", + "10 True CD45RO CD45RO_TotalSeqB 7864 1\n", + "11 True PD-1 PD-1_TotalSeqB 7863 2\n", + "12 True TIGIT TIGIT_TotalSeqB 7849 16\n", + "13 True CD127 CD127_TotalSeqB 7862 3\n", + "14 True IgG2a IgG2a_control_TotalSeqB 7839 26\n", + "15 True IgG1 IgG1_control_TotalSeqB 7856 9\n", + "16 True IgG2b IgG2b_control_TotalSeqB 7639 226" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 87.4 ms (started: 2026-07-16 01:09:32 +02:00)\n" + ] + } + ], + "source": [ + "ds.ADT.feats.head(n=ds.ADT.feats.N)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "d542e0dc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 CD3_TotalSeqB\n", + "1 CD4_TotalSeqB\n", + "2 CD8a_TotalSeqB\n", + "3 CD14_TotalSeqB\n", + "4 CD15_TotalSeqB\n", + "5 CD16_TotalSeqB\n", + "6 CD56_TotalSeqB\n", + "7 CD19_TotalSeqB\n", + "8 CD25_TotalSeqB\n", + "9 CD45RA_TotalSeqB\n", + "10 CD45RO_TotalSeqB\n", + "11 PD-1_TotalSeqB\n", + "12 TIGIT_TotalSeqB\n", + "13 CD127_TotalSeqB\n", + "14 IgG2a_control_TotalSeqB\n", + "15 IgG1_control_TotalSeqB\n", + "16 IgG2b_control_TotalSeqB\n", + "Name: names, dtype: object" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 30.2 ms (started: 2026-07-16 01:09:32 +02:00)\n" + ] + } + ], + "source": [ + "adt_names = ds.ADT.feats.to_pandas_dataframe([\"names\"])[\"names\"]\n", + "adt_names" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "af4398c4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([False, False, False, False, False, False, False, False, False,\n", + " False, False, False, False, False, True, True, True])" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 4.25 ms (started: 2026-07-16 01:09:32 +02:00)\n" + ] + } + ], + "source": [ + "is_control = adt_names.str.contains(\"control\").values\n", + "is_control" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "39c10265", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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IidsnamesdropOutsnCells
0TrueCD3CD3_TotalSeqB17864
1TrueCD4CD4_TotalSeqB17864
2TrueCD8aCD8a_TotalSeqB27863
3TrueCD14CD14_TotalSeqB17864
4TrueCD15CD15_TotalSeqB17864
5TrueCD16CD16_TotalSeqB17864
6TrueCD56CD56_TotalSeqB17864
7TrueCD19CD19_TotalSeqB1637702
8TrueCD25CD25_TotalSeqB47861
9TrueCD45RACD45RA_TotalSeqB17864
10TrueCD45ROCD45RO_TotalSeqB17864
11TruePD-1PD-1_TotalSeqB27863
12TrueTIGITTIGIT_TotalSeqB167849
13TrueCD127CD127_TotalSeqB37862
14FalseIgG2aIgG2a_control_TotalSeqB267839
15FalseIgG1IgG1_control_TotalSeqB97856
16FalseIgG2bIgG2b_control_TotalSeqB2267639
\n", + "
" + ], + "text/plain": [ + " I ids names dropOuts nCells\n", + "0 True CD3 CD3_TotalSeqB 1 7864\n", + "1 True CD4 CD4_TotalSeqB 1 7864\n", + "2 True CD8a CD8a_TotalSeqB 2 7863\n", + "3 True CD14 CD14_TotalSeqB 1 7864\n", + "4 True CD15 CD15_TotalSeqB 1 7864\n", + "5 True CD16 CD16_TotalSeqB 1 7864\n", + "6 True CD56 CD56_TotalSeqB 1 7864\n", + "7 True CD19 CD19_TotalSeqB 163 7702\n", + "8 True CD25 CD25_TotalSeqB 4 7861\n", + "9 True CD45RA CD45RA_TotalSeqB 1 7864\n", + "10 True CD45RO CD45RO_TotalSeqB 1 7864\n", + "11 True PD-1 PD-1_TotalSeqB 2 7863\n", + "12 True TIGIT TIGIT_TotalSeqB 16 7849\n", + "13 True CD127 CD127_TotalSeqB 3 7862\n", + "14 False IgG2a IgG2a_control_TotalSeqB 26 7839\n", + "15 False IgG1 IgG1_control_TotalSeqB 9 7856\n", + "16 False IgG2b IgG2b_control_TotalSeqB 226 7639" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 96.2 ms (started: 2026-07-16 01:09:32 +02:00)\n" + ] + } + ], + "source": [ + "ds.ADT.feats.update_key(~is_control, \"I\")\n", + "ds.ADT.feats.head(n=ds.ADT.feats.N)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "24357fc5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ADTassay ADT with 14(17) features\n", + "norm_clr\n", + "time: 14.1 ms (started: 2026-07-16 01:09:33 +02:00)\n" + ] + } + ], + "source": [ + "print(ds.ADT)\n", + "print(ds.ADT.normMethod.__name__)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "efe30874", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix finished in 0.2s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans finished in 0.4s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.3s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 0.1s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANN recall: 99.99%\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 1.4s (7/7 steps, 1.3s in logged steps)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.44 s (started: 2026-07-16 01:09:33 +02:00)\n" + ] + } + ], + "source": [ + "ds.make_graph(from_assay=\"ADT\", feat_key=\"I\", k=21, dims=0, n_centroids=100)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "9e6f7d14", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "ef7a4d020dee46a080e62488fced96d0", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 6.71 s (started: 2026-07-16 01:09:34 +02:00)\n" + ] + } + ], + "source": [ + "ds.run_umap(from_assay=\"ADT\", n_epochs=250, spread=5, min_dist=1, parallel=True)\n", + "\n", + "ds.run_leiden_clustering(from_assay=\"ADT\", resolution=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "97a01ab8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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IidsnamesRNA_percentMitoADT_nFeaturesADT_UMAP2ADT_UMAP1RNA_percentRiboADT_nCountsRNA_leiden_clusterRNA_nFeaturesRNA_nCountsRNA_UMAP2ADT_leiden_clusterRNA_UMAP1
0TrueAAACCCAAGATTGTGA-1AAACCCAAGATTGTGA-18.66883117.0-17.172897-29.05836715.259740981.042194.06160.033.7648095-9.225087
1TrueAAACCCACATCGGTTA-1AAACCCACATCGGTTA-16.31610317.0-16.354698-16.83200819.0376881475.042093.06713.032.34698913-11.105743
2TrueAAACCCAGTACCGCGT-1AAACCCAGTACCGCGT-18.05609017.0-19.705235-20.28666716.0022007149.021518.03637.026.0982575-2.367084
3TrueAAACCCAGTATCGAAA-1AAACCCAGTATCGAAA-19.00321517.0-23.85042225.23785818.7299046831.05737.01244.0-25.6307263-20.049286
4TrueAAACCCAGTCGTCATA-1AAACCCAGTCGTCATA-16.20451917.0-21.26038225.31730316.3538876839.051240.02611.0-26.8976573-27.212133
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" + ], + "text/plain": [ + " I ids names RNA_percentMito \\\n", + "0 True AAACCCAAGATTGTGA-1 AAACCCAAGATTGTGA-1 8.668831 \n", + "1 True AAACCCACATCGGTTA-1 AAACCCACATCGGTTA-1 6.316103 \n", + "2 True AAACCCAGTACCGCGT-1 AAACCCAGTACCGCGT-1 8.056090 \n", + "3 True AAACCCAGTATCGAAA-1 AAACCCAGTATCGAAA-1 9.003215 \n", + "4 True AAACCCAGTCGTCATA-1 AAACCCAGTCGTCATA-1 6.204519 \n", + "\n", + " ADT_nFeatures ADT_UMAP2 ADT_UMAP1 RNA_percentRibo ADT_nCounts \\\n", + "0 17.0 -17.172897 -29.058367 15.259740 981.0 \n", + "1 17.0 -16.354698 -16.832008 19.037688 1475.0 \n", + "2 17.0 -19.705235 -20.286667 16.002200 7149.0 \n", + "3 17.0 -23.850422 25.237858 18.729904 6831.0 \n", + "4 17.0 -21.260382 25.317303 16.353887 6839.0 \n", + "\n", + " RNA_leiden_cluster RNA_nFeatures RNA_nCounts RNA_UMAP2 \\\n", + "0 4 2194.0 6160.0 33.764809 \n", + "1 4 2093.0 6713.0 32.346989 \n", + "2 2 1518.0 3637.0 26.098257 \n", + "3 5 737.0 1244.0 -25.630726 \n", + "4 5 1240.0 2611.0 -26.897657 \n", + "\n", + " ADT_leiden_cluster RNA_UMAP1 \n", + "0 5 -9.225087 \n", + "1 13 -11.105743 \n", + "2 5 -2.367084 \n", + "3 3 -20.049286 \n", + "4 3 -27.212133 " + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 380 ms (started: 2026-07-16 01:09:41 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "f0545d41", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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1TXvBsdx6662mKIrm/fff39g2Ojra6NdLMZBXXHGF+cEPfrCxX1EU89577zVN0zTvu+8+EzBVVW3sfzHj/PznP/+CYzoUrCXW1yhjY2MMDg4yOztLOBymq6uL5cuXYxgGmzZtYseOHTQ3N5PP51m5ciWrV6+2SkRZvKq58cYbOeGEE1izZg0AH/zgB7n66qv5whe+cEjf7ebmZgBSqdQR6d/PfvYzFi5cyD333INZn5xgGAaFQoFt27axYcOGA865+eabueSSS+jv7wfqZdw+/OEP8+CDD76kdt/3vvc1/n366adTLpcPSd3s5z//Oeeff/68tnp6el7yvYB6LvyePXuYmZmhtbUVm83Gueee+7zHv5hxfvCDH3xZfXsGy0C+RrjjjjtIp9O4XC40TcPn8xEIBOjr62PHjh0kEgl27drF+Pg4TU1NeDwe4vE4DoeDe++9l7vvvpsrrriCvr6+Yz0UC4uXxA9+8AOWLl3KDTfcAICmaaTTaW699VYuu+yyFzw/n88DHDH1nvHxcUqlEg899NC87e973/ue15cXi8VYvXr1vG3PNUyH2q4kSfM+P+MHrNVqL9j3iYmJF+2vfCE++9nPcs0119DX18fSpUu56KKL+OhHP/q8/sIXM86X7HN8DpaBfJWj6zrXX389fr+fJUuWAPXZYyAQaBzT1tZGMpmkVCrhdruRZZnOzk4URWH37t309PSQyWS49dZb+chHPnKshmJh8ZLZtGkTY2NjnH766fOiT9evX88NN9xwSAbymRfvSSeddET6GAwGaWpqahjwQyEajR4wo00mky+73RdLKBQiHo8f8vGSJGEYxrxtlUpl3ufW1lZ++9vfUi6X2bRpE//1X//Fn/70J7Zu3XrQNo/GOJ+LJRTwKmbz5s1897vfbURxTU9PE4vFKJVK85KIc7kcCxYswOPxMDU1RV9fHy6Xi0AgwOrVq3G73axZswZd19E07VgNx8LiJfODH/yAiy66iBtuuGHef9dffz133HEHExMTf/H82dlZPv3pT3PxxRezcOHCI9LHSy65hDvuuIN9+/bN2z46Ovq8CfbnnHMOt99+O8VisbHtpptuetntvlguuugibrvtNqamphrbFEU5wFg/Q2dnJ8lkct7+u+66a94xQ0NDALjdbt7whjfw8Y9/nB07dqCqamMW/2yjejTG+VysGeSrlGKxyKOPPjovVH3Pnj0sWbKEwcFBHnnkEfr6+iiXyzQ1NWG32+ns7GRsbAxJkhrn2Gw2VFUFwOVykU6nG74YC4tXA4VCgV/96ld897vfPWDfqlWrWLBgAT/60Y/4j//4j8b23//+92zdupVKpcLOnTv51a9+xZo1a7jxxhuPWD+vuuoqbrvtNk477TQ+9KEPEY1G2bp1K48//jjbt29/3nOuv/56zj77bN75zneydetW7r333pfd7ovlb//2b/nd737HunXr+MAHPoDdbufmm2/m+9///kGXM0877TSWLVvGm970Jq644gp27tzJnXfeOe+YT3/60yQSCc455xxkWeb73/8+V1xxBTabjSVLlhAMBrn22mtZv349y5YtOyrjfC7WDPJVyt133000GmVkZIRYLMbo6CiGYbBv3z76+vo49dRTqdVqGIYxz+C1tLQ0foGZpsnAwABtbW1omkYymWR4ePhYDcnC4iUxODjIlVdeySWXXHLQ/c82jKFQiKuuuorp6Wkee+wxBgcHWbRoEXfeeSf33HMP4XD4oG28733vY8WKFS+qX89N+pdlmVtuuYWf/OQnKIrCxMQEb3jDG9i2bVvjmOee43A42LRpE1deeSXj4+OceeaZ3H///Vx11VU4HI5Dbrerq4urrrpqXv98Ph9XXXXVPHfM8yHLMrfddhtf//rXyWQy1Go1fvrTnzaWow821oceeog3v/nNjI6Osn79eu666655/f7pT3/Kxz72MXK5HLOzs3z+859v/EDxer1s3LiRtrY2nnjiCYaGhl7yOF8OltTcK4RKuczmBx8gk06y66EHmBkZwuN20XPCGt7+9x+jWC43DJvP52PXrl1ks1lOOeUUUqkU1WqViYkJVq1a1XBYVyoVtm3bxrJlywgEAiSTSQYGBgiHw7hcLkqlEtlslo6ODrLZLDabjebmZi644IJ5s0wLi6ON9Z6weCVgGchjgGma3P6r/2PvxvuxOZ2c/rYreeAXP8OYiWGaJntnEixuiTQqqftWrKZz7emEQiGgvnY/MzODw+EgGo0SiUTweDzs2bMHu93eiERVFIXR0VFGR0eJRqP09vZSLBbnhXQPDQ0RjUbx+/3s2LEDWZYJBoM4HA42bNhwgJalhcXR4NXwnrj77rsZHR096L5ly5ZxxhlnHN0OvQxeS2M5nFg+yKNEIZ/nt9/5JpN7dzE7PY3dNChUqwTcLv6/f9vK4kh9mUMQBBa1RBiOp+lvra/tT09MsOoNTQDMzMwQCoVYuHAhiUSCmZmZRtj30qVLeeSRR1iwYAGGYfD444+zePFizj//fNLpNIqiHODMNgyDdDqNLMuNtf9n2LJly3H7h2Fh8ULs3buXLVu2HHSf0+l8Vf3tvJbGcjixDOQR5KG77uDPN/6AbCGPpGm4DB3dMGjxuBiJp/G5HDS5XAhUMAwTUazrL6q6gSDV/22aJg6Pj0wmQygUQlVVWltbgYOHgLe2trJlyxZEUSQcDjf8j6FQiFgsRjabZWhoiIULF5LL5XC5XCQSCaampg4IzpmZmUHXdWu51cLiIHz4wx8+1l04bLyWxnI4sQzkYUTTNG79xU/Z9eD9qJUKs5Mxwh4Xck2hKxQEYCqbYzqbZ2l73RiNJtK0+H3snUmwsDmMbhhkKxUwTWLpHIqmYUtlqaoaZ77l8gOSehVFoVKp4HK5GB4eRlEU0uk0Z511Fvv27WNsbAxRFDEMg2w2S1dXF+l0mlgshsfjobOzE9M0yWazzM7O0tvbiyzLZDIZisUiv/rVr/jrv/7ro30rLSwsLI45VhTrYcI0TX74+U/z8M9/hDOfwqeW6YuGmMzmkOd8ielSGYDeSKhxXm80xJ7pWcBgx8Q0sUyWmqqzIBrGaZNw2+3YbTKFgR0UEnFEUWR2dhaoq1u0t7eTz+eJxWIkEgk6OzuJRqNMT0/jcrno6emhq6uLlpYWnnE3FwoF2tvbCYVCTE9P4/f7WbVqFR6Ph82bN7Nx40ampqbo6emhWq1y++23H92baWFhYfEKwJpBvgwmx8d47PZbQRBoXbKS+LbN8KyQJ1EQCLpdjdI1hmHitttRNB27XF+2VDSNoMdNVVVZ2Bympulohs6+6QSyJCBLUsOgbr3557SecxHNzc3EYjEymQwnnHBC43rFYpF0Ok0gEKCpqWleX51OJ+FwmOnpafr6+nj44Yfx+/0sWLCgEQQRCoXo7u5mZGSEBQsWAHUH/a5du47YPbSwsLB4pWIZyJdAPpfjZ1/5PGNbN1Oq1FAUBYfdhqYbmKZJ69xxqqbhkG3Iosju6VkMwyTodpErVwm4nRimSb5cZUE0hGmajKez9ITrhq01YJLIF9FMg6qqUqjWEBAoz04x6fNRKpUwDINUKkU4HG7IQJVKJZYtW4ZpmoyMjDRynBKJBLlcDrvdzrZt24hEItRqtYZ/cWxsrFGd/LkFSovFIvfeey8ul4tTTz21EV1rYWFh8VrGMpAvgdtv/CGVgV1E3S40VcXr8BD11XMP85UqI8k0PoeDUq1G0O2moio0ud20BurySTO5AulSCVEQsMsys8UqQacN+7OCYURBQBJFDN0kW642zs3s3IIQCNHR1YVpmiiKwj333IPP50PTNDo7O4F6NGxLSwvbtm1DVVXa29tZuXIlANVqFa/Xi8vlYtOmTei6Tn9/fyMBOJ/PU61WSSQS1Go1XC4XhUIBp9PJAw888BcV9y0sLCxeK1gG8iUwPTwIQE3T0HSD5mep//tdTko1hYjPg6JrzOTz1BSNlV1tjWNaAz6SBZGIz8NsvsDr1r+JtuZOfnjzNxvHlBUFQYBsucKiligAanMHnctO4MQ1JzWWbZ966inOOOMMnE4nqVSK8fFxFEWhvb2dbDZLNBoll8vR3t4O1HVZW1paGvqtuVyOlStXNsoBDQ8PE4lEePLJJ1m5cmVjBjo9PU2lUjkk5X8LCwuL1wKWgXwRmKbJnb//LXu3P03UaUM1TAQgV6kS9tYT6suKwmy+SK5SpTsURBJEBnMpKoqCZ05iSdX0/Skdmk60qYUl3Ys4fe0FbHz0VqqqRsjrqrszBZGSKSAhseGyK0kkkw3jCHVJJqfTCdDwMbrdbsbGxshmszQ3N5PNZonFYnR1dZHP5xtCAanZGcrxaWy2NY32AoEAsVgMh8MxT4KqpaWFzZs3s2zZssa2SqXCwzd9HVnLEeldxeINf/W8dfcy6RSqUqO5tb2xbWp8lMTjv8Ct51E8HSw45z24vUem1JCFhYXFi8UykC+CX33nW4zd92f6wwHi+QJT2QKLWyJMpHNUFRUDE1EQWN3dTqmmMDCbRBRE2sN+hmaTRHxeRFGkpqr0REJUFBWHTUYz6sn7AbcP3e2n3yFgmwvi8TscxJ1e5FoV51ytR9M0G0Yyn88Tj8cbuqu6rtPU1MTQ0BBnnXUWAAsXLuSxxx5jZmaGXC6H0+nEabez5dc/Q9RUppcup62nF6jPFGVZxjCMRiFTgMnJSZqamli9ejWzs7NMT0+Tf+QHvK7fg2GYbNl3Fw+O7qG7fxmujpV0LtofPLT7wZuJJDdhl+AJo48TLv4A41vvI/fUr1m7qJ7uEs/s48mfXIfbG8C+6DxWnX7+UXmmFhbHM5/5zGe49dZbgbqE5X333XeMe/TKwpKaewEmx8fYvPFBdj2ykezwAM0+T2PfaDJF1OejVFPwOx3M5gt4HA40w6DZ52Uik6V7LugmWSgxlkzTFQritNuoaTp2SUI3DNo7V4BgY3BsJ0ooSJ9WalzDME3GUxmii5ax+Jw30NXVxfj4OMViseEzPOmkkwiHwxiGwcMPP0xnZyeZTIb29vbGUurY2BiKoiDLMqIosm/bVtxDdQX8qijj7uwlqep09C8hHI2SSCRwOp0EAgFM0yQQCFCr1ejr62NmZoZKcpxLw/sahlrVdIanMyzpipAq6mQXvg1ldje56SE6bGkq1XrFkM6wl98/OszpK7tQajVMoKZo2GSRrqif8Xge3TAZq/o5/0NfxDZX1NXi+OLV9p44EjyTvtXV1XXE7sHo6CjJZJI777yTL3/5y2Sz2SNynVcr1gzyL/D044/y5299FUmpUqtUiefyCNSXWqM+Dy6bnd3TccIeN6liiWXtdWNkmibxQhFF10kWSuimQdTrpVitoeg6uXyNhdEwmVIFp10mFtuB12Gj028nnokzoxu0ButLjePJDF3hIJETTyYajTI8PEy5XGbJkiU4HA6eeOKJRgUCURRpa2ujt7eX3t5estks8Xgcr9fL3r176e7uZtGiRQDYBNi9bxtOScRpaMzu3s6ZH/wIkWcp7+zbtw9VVenu7iYej+NwOBgbGyMcDlNOCpgmPLPaq2o6g5MZkvkKhgH6yP9i6CqtQTdFRWRZT102b/tInM6wG7cNtg0k6e9oQtF0FrQGeHT3FK8/qReAFabJ777xj1zyD1/D4XQdpSduYXHsURSFf/zUF3l0vERaChHS06zv9vDNz34C+2H+wfjMu2JwcPCwtvtawYrX/ws8cdsfkJQqAD6Xk5DXQ9TnwSZLbI1NoxkG3aEgDpuM3+VonCcIAulimZ5wExGfh2afl/F0Bq/TQWcoiMduJ1EoUlZreBz1L7xr7ovf7POgGQaJQpFEoYjm8jKLjM3jxePx4HQ6OfHEE3E6nQiCgN/v59mLAKqqsnXrVoaGhshkMmzfvp1YLMZ55503z3fZ3t2DbelqSnYXSR3EBUsaxhHqyy2lUglRFBkYGCAQCDTK1ABIKDy+bxpdN6jUVB7aEWNxd4QzVnRx1qou3HaBdYvamEqXWdi+PydzRU+Uqqrz2O4p1vS3YJdlErkyG3fE6Gre/ytZEASWNOnc9e2PHq7HaWHxquAfP/VF/lTuJ9t9NmLHSrLdZ3NbpZ+PfOpLx7prxx3WDPIvIdR/P+iGgWYYSIJAulRGFiW6Q8FGYI5uGOyZjtMxZwcMw8Qhy9jm0jYEQcAp26iqKplSmdagj5FEGq/zmV+D81e5HTaJqM+LoulItRqevsU0zc3oqtUqHR0djVxEj8fD1q1biUQiaJrG7Ows69ata1ThMAyDYDDI5OQkgiAQj8epVCp1jdWmMCeuO5WhgQFOWru2sZwD9SVZt9tNb29vo1+lUom2tjay2Syt6hgnLWljeDqLLImomsmiZxnC5d0RCmWF807qZftInFUL6sa3UK7RGfVRrWn43A66vE7awx6eHJhlNl0ETAwDepr9CIJJf5NOoVBoVBi3sHgtk8/neXS8hNQ9v0aj6ArwSKxEPp8/bpecjwWWgXwOpmny9JObAWhdspLtj2zEIYBNkijUagg1aAv4kcX9t04SRXTdZGA2gaYb6KaJz+mY125JrfspTWDfTIKaqpIulUkXyzjtMqYJYa+b2XIV2RMgWchjmCbNfi+JTBa/30+xWKSzs5PBwUEikQjlcplUKsVFF13Erl27mJmZoa+vb16Jqvb2dnbt2kU4HEaSJIaGhli3bh2yLBMKhcjlcgiSxPj4OKZpMjw8jK7r7N27lzPPPJOhoSGam5upVCqsXbuW9vZ2xsbGGBu5A003G7PDbcNxaoqGw16/L8lcmZamur82ninzaGWCqmoQDbjQDJPx2Rz5skI06MI0YTye4/y1fUQD9b7f9vgQF63rY3g6y/anHuf0Da8/Ys/cwuKVQiwWIy2FDrq0l5GamJiYYPny5Ue9X8crloF8FqZp8oMvfIbM1ico1RRUBNySSNjrwTBNappOuaaQKpbRTZMeuw1BEBhLpmkJeGkJ+FB1nR2TM7T4vUxlciBAsVIDQSDi9SAIAk1uF0PxFEtCAaYyeTx2O36Xk2y5iolApLcPRvchigKmabJ03alMTk4iSRK7d+9G0zSq1SqKouDxeHC5XOi6jmma2O120ul0o3bkyMgIwWCwMRPs6+tjbGyM3t5eJEkiHq/ruy5atAhBENi5cydut5uVK1cSi8U45ZRTaG9vJxwON0TPM1v/yCJfleGZGoJpUDHtuGwSg1MZ7LJEoVzD73HgctjYNjyLxyljAuec2N2415Waykn9Ldht9a9gplhtGEeARe1NlKsqk8kiqy5dfbS+AhYWx5Suri5CeprsQfY16ZmGEIjF0cEykM9i2xOPkdn6BKIokCyUiPo9iHN5fbO5Ai0BH6IgUKjWSJdKJAolBAHKikbPnF6qTZJoDwSIF4q4bXVf45K2ZjBhKpunPehv+AKz5Sp9zWFM02Qqm6fZ78UoV4g9+RiKrhMIBtGUGl1uFz1z2qimadLe3o7NZsM0TR5++GF27NhBNBolGo2yZ88eTNNkZmaGcrmMYRh4vd7GGAVBQBRFtmzZQjgc5uSTT2ZsbKxRTmvFihUMDAxQq9VYuXIluq4TiUQafR588j5OdMcQPG7aQm52TRaYLnvBSOB32+lqDhCL55hKlSjXZplOFfE47bSFvNQUjaHpLHZZoqpoPDt+2mGT55X8SuTKTKbyCL1voCkUPuLP3sLilYDf72d9t4fbKjlE1/5lVqOS47Quj7W8epSxgnSehWGYIDzjc6znJqZKZUzTxCZJiHNGwud04LE7aPZ7ifq8OOT59RIN06SrKQjAkrZmREFAFAXaAn5SpTKpYolitdaQjxMEgdaAj5FEiojXg9vpoL8lQj6Xo93vZeTxR9A0Dagn5z+TjC8IApFIhHQ6DdR9hC6Xi0gkQqVSIRAIsGTJEuLxeCOQR9M0BgYGCAaDdHd3I4oiCxYsaKjwjI+Pk0qlEASBTCrJ7O6HuO3G/yGfTZNNzjK75bZ5wT4BO5zRodDf0YTHaee+rWP43A5OXdaOTZK4cN1Celr8aLrBjtEky3si9Hc0cc6JPTw1OAPUl2N13WDL4CwPbBtny+AMyYJKx5nvYcPl7z8Sj9rC4hXLNz/7CS5xDRGMbcSc2kEwtpFLXEN847P/ctiv9Ytf/IK1a9fyb//2bxSLRdauXcvatWtRFOWwX+vViDWDfBarTzmVJ1eezK6H7iXs9aDo9VzFvTNx7JJM5Fk5kLphNP4tCCIjiXqOY7FWo6Io+42ICey3J6SKZWRJpDMUnDdjUjSN1oCfYk3BJokIgoBNltEMg3JshImJCSRJolqtzuuzw+GgVqtRrVaZnZ1tLKFGIhF6enrq41q9ms2bN+P1enG73QiCcIAgeS6X48QTT8Rms9HV1cXg4CDO2D28blE9xWLLL6+joAqEnLB3QmZJZ11gfWg6w2nLOxiaypDyOanWNOLZMhOJej7jrrEksiiQLVWRniNyrmg6WwZn0A2T9cs7gPrS65925Hnjdddb6R0WxyV2u53vfPE/yOfzTExM0NnZecRmjq9//esbqV/P5vkUsY43LAP5LOLT0+STCZBsJIolFrdEKCsqumlimCZjqQxOWaakKNgkiVSxTEVVCbodBOaqdGQrFYo1BcM0CXvdjCbT9ITry6/TuTyLWyKkS2UCLifTuTwhjwvdMJnJFVB0nfagD0UzmM7lCfT14+vtI/7k4/XgnG1bKI4N8USpQKi1HVEUiUajOBwOgsEgjz/+ODabjUqlgsez35jLskxrayuGYdDT08POLVuIx+P4/X4CgQCJRAJVVZmdnaWzs3NuGRbO7Xc22uhtCbBrPEmpKlBIF5EEAcM0cdpkHt8zzflrFyAIAtlilbueHOHtG+qSdNlilWypxvplHewaSzZUgEzTpFBWWdQeolRTG9dxOWysPuMCyzhaHPf4/f4jHpDT3NxM87PSuyzmc9wbyF9+77vEtm6mqbWNmdgornyGTr8Hw+dm5+QsPpejUYIKIJ4v0h70U6wqBN1OyhmFJk89uKTJ46KqqrgDNkaTGUzTQNU0tsWm6A43NfyPmm4giiLtQT97ZxJ4HQ6Cbhchj5uRZJq+aAhBEEhNT3DBx/6FTZ293Pm73+Aa24ddEqmNDjDe1c/q8y5EFEVOPfVUbrrpJtra6oLotVoNURTJ5XIEAgFKpRKFQgG3283evXupje5FDfgZHx8nk8mwdOlSTjvtNEqlErOzs7S0tJCbnSDrrtHkc5IpVMkUKpyxohNdN7j98SEUTSOdrxLw2XFja8yYg14n3c3+xuw4mauwsD0IwOLOEHvGU1Tnol09ThvtER87RxON+5stqdg7eo/Ow7ewsLD4CxzXBvJbn/53tt93Jx67g8mBPciShGvOLygKAjZJQn7OsqAoCDhtNkBgcDaJLIoYpomiaWTLVZx2W11s3ONiaDYJgsCJXW3ECyV0w6Si1JjK5nHYZIpVhZDHRVnRKCsKmVKFsNfdMDZht5Of/e83OPOtb2f0kQexS/W+CIJAbXaKVCqF1+vl17/+NT6fr6GbGo1Gefzxx5mYmCASiRCNRgmHwzz11FNIao2IXiM9vJfeZctpbW0lGq1XC/F4POzbt4+Zsb1c0ZsgkSuTzJWZyZY4a2U9P1KSRE5Y2Exrkxd7j8TusSRlRWvcH9M0KVaUOZ+nQHvYw9ahWdb0tyJLIgGPg5YmD36Pg6qis3ssiaLqPLBtHNHuInzKFSxfdvKRfOwWFhYWh8RxayAVRWHLPXewrLW5kU6xdzZB25yBVDSdiM/DRCZL2OPCbrNRUVQqqgJ4qKgqDkmiOxpiJlegUK2xpDWKbhjUVI1cuUpbkx+bJGGYJq0BH7lylUK1im4YZEtlyqpGS8BHxGtnJl+gyeNEe5Zv0zBN8tkMqVQKVzAE6ZnGPmdTiN7eXmZmZnC73UQikf37nE68Xi+RSITu7v2pFStXriQ5GWN8yE7vyadRLpepVqsNA/mMEIAv9jRhf5Cw34FhmEymCvME0osVleFqFodNQtF0OkJeHt01ic/tIJEr0eRz8tCOCdrDXnaP1wXbs8Ux7LJIoVyjyediWg3QFWlmWbuArhs8GLOx7q8/gduzP+LWwsLC4lhy3BrI8bFRnLKMbhqISAiCgF2SGEmk8c0l9Ed9HhKFItlKDaFao1xTUDSN6WyeoNtFdi7lo1RTcMwFvSQKJVr83oafbSieIl+pEnS7mckX6Az66Q43UVYUEvkiNlGkrKgEXE5ylRqSIDAwk8TrsmMYJkvP30BqaIDsyADJbAm3JGCz22gPR5FlGdM0yUyMMTU2xsnr1wP1ihyLFi1icHCw0Q+fz0c6nSbS0YVw7oW0trXR0tJCNptlcHAQVVVxOp0UM3EW2PbXfBRFgbDPxdahWTqjfrLFKulChe5mP7IoMpkscOLCFrYMzeJ12VnU3oTHZeepgRkWtjdRMWTKweWsdozidMgMTWWYkXp4yzs/SblYYGDvkwiyg3POXz8vOtbCwsLiWHNcGkhd1/nzj2+gxe+lUK1hmCYRr4eSVtcV7Qk3IYp149cZCuKd00tVNI1koYhdlplIZxEEgYqiNgxpWVGRRbHxohcEAYdNxiHLlGsKIbeLgLsefOK22xvLsc3++qwp7PUwmyvQE/ExGE/Rs2Ytdq+X7b/9JTZJxC8YRNyeesmsHU9xe6HEmRdezPabf4bU2sMdQwM4XE4CrR2YTifBYLAhHbdz506WLVuG3W6nq6uL0dFRAILBID6fj0dv/TF6qJ91TSn6W5vYvG8aWRIxDJMlnSEmkwUwoTvqZ1FHiH0Tabqjbmqazl1PjkDfuXi0p+mI1qPtzl3dw8BkhmxF5Oz3f5in7ruV0tQuPK0ncurr3la/B14fi04+52g9dgsLC4sXxXFpIH9+/TepDuzEOycHF88XGJxNsTjahK6bDCdSOG0yxZrCktZo4zy7LGOXbYS9bkzTxOOwkSlVCbpd9XJP8SSCKM5LB6mqGm0BHzO5ApI4f4ZUVVTcjv3q/KIgIEv12Wx/cxhHSzvj+/Yh+/yg1DVZ+8/YQKVYYPyhe/FLMDExQaFQIqIO4JzLx5wZ2k37G95IX19fo+3ly5czMTHRMJiqqhKLxdB1nXg8jrN9GWeE4jhqGdzOMGsX1wN+7huT2RmbpFZTWNy1P2Hf57Lz+N5p3rh+EbIk8kBGJ2CfL9g+OJWhrf9EAE46943AG1/Wc7OwsLA4mhx3BjI+Pc2jf/gtC0P7VSpskkx3uG70irVaQ2jcZZMZSqTob67795KFUkNjtR7AIzXKPZUVhZWdbUxl8wwnUviddX9ib6SJTLmC1+kgXSpTTWVpCXgpVGrYZZlsuULUV59BFqrVhuiAIAhMjAxjy6ZolqHij/C6K97ZECkXJYlcfAbDMPAvWIQzEaPq9BBddRI+E7LZHKVSqZHukUqlMOb8m4ZhUK1WG/lPoihiqmVWtyTQ9BC7xpJopoStax2nXnEFQ/f9hAW1ASaTBToidR/trvE065fWA28AmvxeHn9qmvNPXoAoCgxMpHHaZRwtS4/Ys7SwsLA4khx3BnJ49y7sptmQjjNMk2SxRJPHxUyu0FC3qakaQ/ES/S1REoUimVIFuyQR8XkwDJOSohBwOxEEGJxJ4nbaqSgqZUWhye1uVPoAEBBQNJ3ecAhV13h6bJLOcBC33UHY62FHPEPELlGoKSyINNWl4nIF2lasJR2fBLuEzeluGEcAXyhMc0cne/bsYc3rzuORn/+IM996JdHW+swvlUoxMTGBy+WiUqk0qmHs2bOHSqXC6tWrG221t7ezffMmaAFZElnRG2UgBYsu/FsAwsvPRX96EptZYsdIkri9m5ZT/go9v6l+T/N2Os+8gNjwEHc8uZfWJg81RUdrPpllZ192RJ+nhYWFxZHiuDOQLd3dqIZJyOkgWSiRKpbxOO3smpoh5Nlv1Bw2mbDPg12ul56K+rw8OTJBsaYgiQJdoQCJQgkRAUOA9qCfiXQOj91OTdPQDQNJFJnNFyjXFAJuF6Io4BBtBNxuNMOkqmnM5ApEgwGcGJiCQKJQIlGp0ezzMrxzO5Ip0mSa6KlZhnftpG/5CkzTJBaLEQgE6O7uplar0XTyaQ3jCBAOh0mn02zfvp1169YhiiJ79+5l1apVlEtFSoUcXn8QgKmJMZadcBJD2U0s9NfIV3TMnnMabbUvXEHC+SFyk/vwn9DMyiWrAZgcWUY8l6T1lOV4/UEuufpzbH30QcaGdnPupVfiD8wv2WNhYWHxakIwn11t9yiQz+cJBALkcrljJrz78Ssvo8VU0HSdiUyO3kgIwzTZN5NkSWtdmFs3DGKZHL1zIgGJQhG/04nDVo8cHU2m6WgKkCyWGzPLbeNT9Eaa8DkdpEsVTKBYrSII0BsJky1X0HSD6VyBlR0t9fqM+WIjSAcgVtEI2QQ8ssRoMoMsiRQqVVx2O4op0LF6LU29fYQjEWq1Gl6vF13XmZqaor+/v6GKMTIyQrVaZcmSJYyMjJBIJFi1ahWFQoGZgS2c2qYwI3Ujmhqu3F7a33Atrc1Rpod34g5E6Fiw+Fg8GgsL4JXxnjgeuOmmm3jiiScAcLlcfO5znzvgmH379nHzzTdTq9W4+OKLOeWUU452N48Zx6VY+Xv+9VMkiyUy5Sq9c1U4xLnAmKHZFMlCvVJHoVxhNl8gVSgzPZfcD3X/oN/lIluu0hbwUVIUhuIpmtwuxtNZUqUyhmlSVRRa/D5kUWY4kaKiqBimSYvfy+BsqnHdZ9O7ZAkeuZ47aZckTMNkaVsznatWs/7Kd7N0/elEm5vp6+tj2bJl+Hw+stksbW1tiKJILBYjFosRj8dZtmwZoiiycOFC2tra8Hg8tLa24m/v58Rmk4ui41zQPEWzV6CnpwevP8Ci1adbxtHC4hVAPp9n586d5PP5I3aNQCBAa2srMzMzfOtb3zpg/4MPPsiJJ57IwMAAuVyOc889lx/+8IdHrD+vNI67JVaAFSesRvWFKM1OEva6G0ZKM3Qifg/BuVQMVdOIer0YpslEph6I47bXo06z5Qoeu43hRJp8uUJnuIlitcailijOOUM6nc3jstuw1xQQ6ykfoWfJ0qWKZVS9Lkdnk2Uqhsk5F1zKo7/4MWIxR03TkEWRitPLuW/7a2q1GlNTU7S3tzfG4vV6yWazQF1X8RnBgERiv3wbMM9/6fb4eCrt5aRQkVxFQ+g73xIntrB4haAoCv/91W9QVGwEmrvIxe/Ca1f55HUfwW63v3ADL4ILL7yQCy+8kF/+8pf88Y9/PGD/ddddxwc/+EG+8Y1vAPVo+Ouuu453vvOdOByOA45/rXFcGkiArrYWxjMJhuNJeiNhNEMnXSyTK1cZT2aQJBG7TSZRKBJwu7BJErO5Ik6bTE3TaA/6qaoaVVWjv7UeyONx1Os/OiSJ5oAPmywxmsogIRAvlFjZ2dq4fl3svAQClGo1bLINZ7SZ1MQ4F/3jP/OH//spfSsDPP3EIzS73MiyjCzL6LpOMpnE4/Fgmib79u1jw4YNCILQKGM1MzOD3++nUCjg8/mIx+ONX6GapuH1ell96ScY2bcDty/Ikq7eY/QULCwsnst/f/Ub9J50Cf7g/rSqXCbJF//fN/nUJ687av3IZrM88cQT/M///E9j29vf/nY++MEPsnnzZs4444yj1pdjxXFrIFsWLkadHGMmB6lSiYqikZtLx1jUGkGek4iL54tMZnK0Bn2EPG6K1RrVgoaq69hlCc9csM+CSKghEDCRyWKaJjVVwyZKdIYCtAR8TGZz9EXrX/p0sUxnUz3QpysUrMvd6VUe+uWNbLrlN5z5/qux2+3429pRsmnGR0boXrCAJUuW8MADD1Aul8nlcqxZs6Zx3UWLFnHvvfeyYcMGJEkikUiQzWbZt28fZ555Zn1p2O/njDPOQBAEFi5ffaxuv4WFxUHI5/MUFds84wgQaIpQqMnk8/mj5pOdmpoCoKOjo7EtGAzidrsb+17rHLcG8vIPfZg/udxkb/s9TfJcFftCXYRcluq5iKIgIIsiTllGEkWShRJOm4xNEikrCq0BP2VFQRSYJ5NmkyQmC2lOWBJmy+4MiUIJ3TAQTBpRrRGfl4qqYZelRk1IQRCQRJGIXSQ1M40vFMbv99O9ciX79u1jZGQEURQ544wzKBQKeL1eyuVyY6lD1/V6yalslnA4TDQapVwu09bWxtlnn21JuVlYvMKJxWIEmrsOui/Q3M3ExMQRL4H1DM+8L54bx2kYxnHzLjluDaTNZuMtV32Qib272PbYI0gCOGS5EYjzDLphkK1UkGUJMClUaxRqNZL5Ek1uFy6bjUK1RrxQxDBMmtxOCpUqfpeTLbvrtSBz5SoqoOg6sqZTqin0Ruwk1VJDKP2ZL5xuGJQUFZ+u09HRQTweZ/v27bhcLmKxGG63G0VRyGazrFq1il27djWM5OjoKF6vl6GhIfL5PLIsYxgG7e3tx80X2sLi1UxXV93neDBy8XE6O887an15pjbs+Ph4Q5UrkUhQrVbnFUF4LXPcGkio/xLaO7APpyThtMukSxUcssRMLo9hmpSrKhVNZWVHa8PAxPNF3DY7nSGZnZMzhLzexrIpwM7JGaI+Dx6HA0EQSRSK+JxOAm4numHUhdBNiBeKaIZBq9/HbL6ILIpkSxUEUaBSU0j/4dekxkboW30yixcvZmJigrPPPhvDMHj66acJBALs27ePlStXYhgGMzMzLF26lGw2y9ve9jYGBgaYmZlBkiROPtkqH2Vh8WrA7/fjtavkMkkCTfsr9OQySXwO7aimvPh8Ps466yxuvPFGzjnnHABuvPFGWltbOemkk45aP44lx7WBfOqRTZi5LAui9VSP1oCfzSMxmv0+oj4Pml5CEOvJ+6IgYFJfdjBME7ss0xYMUFbUeW36nQ5EQcTjsFOo1ubqR9Zvc0vAR6JQRJYEcqUKTruNmqbRGvAxGE8iyyKyKNIZCgKgDOxAXdhPXJJYuHAhUI9GXbFiBXfeeSeXXHJJ47q9vb3EYjGCwfq5XV1dpNNpoF7G6niIOLOweC3wyes+whf/3zcp1GQCzd3k4uP4HBqf+Kd/POzX2rhxI7///e/Zu3cv1WqV666rBwF98YtfRJZlvv71r3PuuecyMzNDIBDg97//PT/72c+Q5ePDdBwfo3weTMPEPqd9+gwhr5vucBCA7nCQgdlEI5G/pmrsmYnT0RQg4q1rnKq6TjxfoNnvo6qqzOaLtAX85CtVmn1eZvKFee0bhkmyUMLjcOC220nkSxhmkY5gALsskS1XG8faZYns1AStwRCGYTRSNWq1GpFIhEwmQ1NTXcggk8ng8XhwOp0YhsHdd9/dSPl49NFHOeOMMwhYyjYWFq947HY7n/rkdeTzeSYmJujsPO+IzRyfyY1ubW1lw4YNje3PrJitWbOGvXv38sc//hFVVfmv//qvxo/144HjUknnGXRd5yNvuYguh4QsSXX1nHSO3sgz6jklFL0eiWqXJYJuF0PxJO1BP65n5SMNx9PIkoCi6/Q3R8hXqoynsoS9biqqSovfh8dhZyKdpVCpYpNl+lvqxsswTcaTWXqj9WvO04M1TJxrTqd36bJG4r+qqmzdupX169ezc+fOxsxQFEX6+/tZv349IyMjTE1NzcttdDgcrFmz5qjcVwuLl8sr6T1hcfxyXBtIqOcFfvii1+E0DSqKAkDE50HTDfwuR8MQpkplitUa+XIFv9tNz9wsM54vkq9UAJGucIBMqYIkipRqtfos0u+jWK2RLlVoD/iw2+oRsTVNo9nnJVUqUahU8TrstATquZVT2RyCJBFZdTKnX3gJTqeTTZs2YbfbMU0Tp9OJKIo4nU76+/vn/fIDSCaTPPnkk40Zo6qqhMPhoxb9ZmHxcnmlvScsjk+O6yVWAFmWueRv3sf2W26iUKmRLpVxyDLFWoWWZ80Sgy4nmNDZFGAyk2c2VyBbqlJUqthEGZddIleuNmZ/UZ+HiUwWVddw2mQcsohq6ATsrrlAnXrdyQXRMC1+H7phMDCTIOhx0xrwY5clVJeLqakpHA4HnZ2dRCIRQqEQ09PTBAIB3G43mqYdMKZIJEIkEmFiYgKoO9st42hhYWHx4jjuDSTAm979Pmq6yeabbqS/OYwkigiCQK5cITAnO5culWlyu5FEEbfdRllVWdwWYTKTozNU91Wquj6vXQEBmyzR4vchCAJBtwtREJjO5mkL+rFLckPmThJFXA77POFyQxBYunRpwx8wOjpKKBSitbWViYkJqokhwl4HcOYBYzr55JNZvXo1hmFYMnIWFhYWL4HjUqz8YFzyV1eiO5xIc4EwHocdA4ilM+ybSeCx2xvFgTXDQKTuyPa5nMzmCngdDgRBaCzT6oZBplymxe8jXSrT7Pficdhx2W1EfR5Gkml005jXh3JNafxbNQwCza0HzV+MT8VoS9zHBs9ewmLhgP3PIEmSZRwtLCwsXiKWgZzD7Xbz7n/7NPFafcnSNE3KNYWOYBBZFJktFKkoKulSGZsk4ZwzPFVFRZhT0vE57MTzRZKFEpOZHB6bHd0wMAwT+Vli4ZIoIgkCrQE/07k8sVSG0UQazTCYkVyYrV1EzzgPp9NBJpUE5nI2Nz/G5NBOlqtPcObiAG6HjOJqPvo3y8LCwuI4wFpifRbVQhGHzcaeqVlkScTrdJAsljAx0TWT2XwBx5zsnKrrTGXyFGs1Ij4PQZeLWCZLz1z5LPAwmckxkc7R5HERy+ToagogCALTuTwdTQEkUaQt4GdoNsXClrrYQKacZ8UF76UpFOape+/iqY334GrtoJLLoMdnOPeT/8bsVhuD1RSKu40lZ1127G6YhYWFxWsYy0DOYZom9/zkBgKiibc1QqJQwjAMSqqKKIh0hn045maNFUUlls7S5HHTJLsZT2UIdrlw2+cvZ9plGVk02DExzQld7SSLJXLlKg7bft/jcCLVyLsEaHLYeOzPt9KzZAV7h0doq5YxY0M4garbg8vtYdnr/+awjXt2dpZsNsvChQuPm+RfCwsLi0PBWmKdwzRNtFoFqC+BtgZ82GUZj8OBz+loGEcAl92G21b3JXrsNprcblLFEmVFJVkoAVCqKYiCQEvAh9Nmq2u1miaiINAe9JMs1osya4YxT42nUK0xueVJHrnlN7z+TW/Bf9JplJ0+MjYPJ77x8kb175eC/pwgoqeeeoqnn36aZDLJn//8Z0ql0ktu28LCwuK1hjVlmEMURfpP38DExrvreYyiTAkJSdcIe9zE88VGhGksnaUtWE/ncDvsuBSFqK++L54vEMvkCLqchL1uNF1HEEWCbhdVVcPjsDOVydMVDqLqet1HaZpMpnPY52aWS9tbmJLcNDc30/y6N8Dr3kCpVKJaraIoyvOO4fkolUo88MADKIqCKIqsXr2arq4uxsfHaW2t16iMRCLs2LGDU0899TDdUQsLC4tXN5aBfBZ//Q8f5ZEVK6nkciw/ZT2KorDp1lsY27cHIZlgOB5HEKCmqchSsHFe9VkzQM0w0HWDRKFIulRG0XSWtoQpKirtwXrCs6JpDCVS5MsVOpqC9ZxHXSTq8zTaMSslarVaQyknl8vR1NT0kiqKP/XUU4RCocbnnTt30tXVdUCE7FHWjLCwsDjGbNu2jVgsBtQrHF1wwQUvav9rHctAPgtBEDj99efP29b03r/lxi98msrEGIZZr8aRLJSZzOSIeD0kiyWmszmKVQUTk65QkJlakYXREJIoMpHOMpHOYrPZCHvrS6x2WaaiKKzsaMUmy6QKJZKFMhGvF1EUUDQNe63G/b/+BQvXnoqq6WTTKVrOOJPTTjvtRY/r+eq5hUIhqtUqTqeTdDrNKaec8rLun8WhMbZrmMJEGlvEzfD9u1BKFVZccjL9J1liDhb7yefzxGIxurq6jpia0H333cfdd9/N1NQUw8PDZLPZF7X/tc5xLzX3Qvz2+99h5O4/kSiUaHI7GUtlcNlttPr9FGs1NF1HNUxa/F5M0ySWzuFz2mnyuBttDMVTtAS8FKsKrYF6XmRFUelo2i8ePp3NkS3XEADdMBHtNs668m/oWbKUSqVCtVrlLW95y0uq67h3715isRherxdN0zAMg7PPPruxr1KpsGDBAkvM/DCTzWSRbTK5eIbdf9yMWqohRZ04NlcwNI3d8SEWhXtw2hyMZCdZ9y8XsuzkVce6268IXm3vicOJoihc/58fxjv5IAttCYbUKMWOs7nmM99+SStIh8Ivf/lL/u7v/u55DeAL7X+tYs0gXwC1UgZAABLFMm1BP5puIIoCfpeTZKFEy5xvUhAEvA4bqj5fAMAuS5RrKoZhMJ7KkClVCHs9845JFyvIksji1mjDCG69+3YcgSCmaZLNZrn33nsRBIGVK1fS3Hzo+Y9LlixBlmWSySQej4fVq1fP2/dcTNNkYmqWd/+/3zJZ0OkLO/nOhy+lr6uNX/55I798dBi/z8eV6xdy8RknHnI/jhc0TePGf/wWvWoEu2RjX2KYUzpPJOiKkJ7J8fD0ACF3kDZ/M3mlhG6a2EWZh775J5b9xDKQxzvX/+eHeZf+SyJ99RjKc5khUbqJ73xa4CNf+N4x7t3xhWUgX4Dlp5/N6KMPIUsiBiZuu53pbB6/y0lFUUkWi4S87kbahqIb6LpOsVrDZbcxnSugaDpVRcVhl+kON9UF0M26n9LvdNZnp143pmnOmyFK5SK9vb3E43EikQgeT92oPvbYY1x66aUvaja5cOHCFyxTs3XvCB/45h9IVkCr5JB6ToYw7MwnuexzP+f1J3Tziy0J7NFeqMIjv9vLV37xZ4qmg6DXzetW93HV+SfTHG568Tf6NYKu69z4ga+zUG5HEkR2zw7Q6msh6KrPgkKuAL1NHaxsXcyu2QF6mjqIl9I0uXw8Pvn0Me69xbEmn8/jnXywYRyfIeoR8Aw/SD6fP+5m1McSK83jBVi1dh1v/dfPccY73ofkqhuokNfNVCZPslhicWszM7kCqVKZ6WwemyRht9kQBIFsuZ420hcNsag1istmI1ko4bbbiPp9aLrB7ngaE5NMqUy+UkV71uyz9sz/azV8Pl9juyRJFIvFwz7Wq775e+KeBZjN/dC8GC0XB0D2R4jj5+ePTSB59wf7qLKHXVmRScXBrpzEd57IceXnf0alUjnsfXulU61UuefLN3PXh3+Kv+rA7/QwkBrhgsVn43O45x37jMRgVVNJlbMsaOrEZXMScPhIxZPHovsWrxBisRgLbYmD7ltoSzQKEFgcHawZ5CGweOVKFq9cSbijkz9+66uImk6uUmVpW305tD3oR9N1xkoV2oJ+CtW6abPLMm67vTHTi/q8jCUzROaiVQ3TpCfShFKrzkWw1o1qqlRCFkWiy1YC9eixUqnUmEFqmobX6z2woy+Rp/cNMzSVIlGVEH31AtKSy4dareu86koVrZBCdHowyjmkudmQXi1iVPIIgoheiIHdxQ6bg5VXf4u3n7GMv7voZG7etJvdE0nOXhThb970+sPW51ca93/jD6zItLJHLdAeaCZVzuC1exjNTNLkCjCUGifqDTFTSJAopTFNE0VX6A62AxByB4m4m4iPzRBujhzj0VgcK7q6unhEjXIuMwfsG1KjnNzZeQx6dfxiGcgXwbqzzyGXTnH/D76N0yZRVlQ8jrrTXNF1VF1nKJ5kYXOE6VyemqIT8DhxzSnsGKZJTdfQDYNitYbp9VMrF6mpKh6Ho2E4Qx43qVIZZ2KKLQ89yIKVJzA7O0s4HEaSJNauXfuSgnWg7l/89u8e4PHRHJ1BO1GHzlfvHQXZia6o2KpFJGfd+GqFFIamYZQzuLpPoDa5G1OUUZLjmKqCXsnhWbS+PjZNQYmPIHvD6P4IvxyC//vnG9D9bWAY/HlEYfPwL/jmtX/9Mp/CKxNxqsZYbYr+UA82qf5nNVtMouk6iWKaheEutk7v5qT2FVRUhUfGt/LcJyiKEq0L2o9+5y1eMfj9foodZ5Mo3UTUs/8bkiiZlDrPtpZXjzKWgXyRrDnzbJ6+/VY8yVkmMzlcLheCAKKhs7StmYqisG86QVJyk247mZOdGVLxGDZRoFhT6IuE2BHPcOF73svUrl0wPkhZUee9LEVRIF0sYZgm7bLIhRde+LL7PZNI8+DTg2zZM8L/jbnQC2kMTcEoJHH2rgbA1tRGZWIXksuPqauILh+i3YleBi0zhWkYSL4wZq2EIYjYHK79fZbtmGoN2V+f/WiFFDR1Y/NHMU0DNTHGb7fDJ2fjtLW8tgTWZ0enSKaStLoiDeMIEHD6SJezzBSTlLUKnf5WpgpxpvKzXLTkbFLlLE9MbCfiDlLTVSZ9GZoiob9wJYvjgWs+822+8+m6z/GZKNZS59lc/en/PezXGhkZYefOnWzZsgVN0/jjH/8IwMUXX4woii+4/7WOlebxEojPTPPkffcg2eycfemb+OLf/BU+Yb/vMFEoEfV5+LVtDbOBPtbF72OVNoPbbievmtxntPO+k1rQNI383h3ousF4OkNvJIQgCKRLZco1hc5QkKQKp/3jp3nTOWtfcn9HJ2e4+N9/TMZwINjcVKd34wj3ItjsIMrYwx2NY2szQ4guD6auoxWSCLoBsg3JF0JLT2ECkjuAlk8guYK4uuu5e6ahUx7dirNzOZLdhZqZwta0fzakpCcxlQqPfPZyertfW8tEj/zPbSS3TpCv5ukItNIf7gFgd3wIh2zHMHUi7hDbZ/ZyWs8acuUC9408hm4avGnp63DZnQDsTY1w5v9e0RCHOJ55LbwnXi75fJ6JiQk6OzuP2D34wx/+wPe+d2Bk7O9+9ztsNtsL7n+tYxnIw8B3/vU6ykN7AFB1nXylRtjr5nfyKia6zqQ6tpVOScGvZJgUAxiGzidWigTbOhm561YAZnNFRFFAEATcdhulmkKz30uxpvLDjr/mPy5cyHsuXH/IX8p4MsU/f++PPD6comBIKOUiNn+UanwUeyCKYHejJsewhboAE8ntB5sLZWIXpmkiunzI3hCyP4JpGtRmBpFsLmyRLmCuHNjg44gOD6LdiaEqyP4ItcQINm8Yo1bC2X1CYym4NjuEacLSgE5zJEJvaxP/8MZT6WqNHv4HcpQoZPM8/oN7yG+bIZaeoi/UhV2yoZsGZbWK2+7EJsq0+aKMZiY5sW0ppmmyKz6Ibhh4HS76Qt2N9jLlHLu0cc74yMV0Luk9dgN7BfBafE9YvPqwDORhIJWIc/tPfsD99z5IUC9TcUd4yLWCGdOJ6Apg1EoYlQJyoBlHSx+mofPGcJqvfeyd/P4H/x/J0WFKukFlegKtXCJdKtPhc7NTD7BN7iYRWIBdMHB4vFzQ7+drV78JSZKetz9P7RnmHV+7lawi4oj2IIj1Y8sjWxBECVfPCUA9+MYoZ7EFW6lN78XUNCRPkGp8DMlmx9m5HL2UQa8WMZUqotuPo3lB4zpKagIBE0QJrZDG0dyLmp3B0dqPaegoiTFE2Y6hKZi6ii3YiqlryL56aa+Fcoarz+0nXdbYsLKXJQteXTPLh756K90JP3sSwyyLLuSOfRu5YPFZjR8FFaVKupIjW82jGzontC1lJDNBiydMpprHLtkQBZGwOwjA9pl95Ct5uk7q5/R/eeMxHNmx57X4nrB49WH5IA8D4Wgz7/ynT3Bzys89O/eht5yADji9IQS5HsSjpibAZkfLJ5H9Ee6ZFhEEgbf93d832lFVlb/9fzexabyKa2Yn+YUbEGQbNkOnsOdhKv4QN9cMTr7zUc5dvYiP//QB9s4UObHdw//87YWE5rRev/77x0glk0iuQMM4AkjeJkR5vxKHZHdiFOsVPgS7B0db3UAJNid6rYSancbRshBZ16hO7kbLzuJoXoBWTGPUSuilbH0GaRORfGGUzAzinF9SECUcLX1UJnbjaOlDtDlQ05PYQvuXcwcVP1dffzuu3hP48t3DfP6ihVxx4RlH5iEdZkzThIkq00qNhaFuBEGgK9DG5skdrO1YiaKrPDW9C4dkI13K4XG4uG/oUXqC7ThkOzVNocPfwnQ+zkg6RqqcZUm0j4TNRWJy9lgPz8LCAstAvmhM02TPxt8iZ/ahyx6a115OqKWD3z/4FE9pnWitNmzBVvT0ZMM4AggON3opg1krI7q8VCtlJuIpettbGsfc9dh27s8EEfwCad3EJteXUwVRwh5qq8/ABJE7Nu/jseEUD+6NI9rd3DWQ56r/dxO//ezfUiiWuGfrMO7+U9Gy05iaijDXjl7KwrNy8gxVAUGsv+wNrbFd9oVR01M4u1fUDWExjbNzOVo+QWngceyRbuzhLgh3oeVTdV+moaFnp9G1GprTh+z2o+YT6KUMSnIcR3MvpiiiVwtIznpOp5aLI/tCVMZ2YLT08rGfP8zAdIp/fc+lr/gAAEEQMJok3GkH+WqRZDlD0O3HrbnYOPokPcF2NEMnXkiyonURiyML0A2djaObmS4m6PC3MpKewG13MpmfpdkbYboQR9U1bJ2+F+6AhYXFEccykC+Soafuo7/8ODaPCOTZvemnhC77BJPZMoIk1wNYCklEhxu9nENyBzBNEzUVw9m9CkEQqU7vwyim+c9fbuInH7us0fa8xe7n1G4UZBtaPokgSmwqGkh7tyO3LEe01Y3wk/k8Sz74TcrFAviaEQQBW1M7anoSQ60CAqg1bK39qKkYhqGjF9PI/mYKuzfibNm/dKrm4siBZvRiBlOtYgvX/Y62YCtadgZbU2vjWNkfbgTkCM4kzrZFVCd2o+VmkD1NyC4vjtZ+tOw0RimLUauiZWcRJBuGUkH2RzHVGrWZYWxNbXx/j4DjV/fyz1eed9if3eGkXCpTqpQp5zOMpCe5aMlZyGL9z8lrd7N1aie9oW78Dg+LI/V7K4kSi8K9ZCpZTNNAMzRcchC/w8viSC8AxVqZ3BrP813WwsLiKPLK/pn+CmBicCeDm+8hNTNBuVhgZtdDjMxkKVbqdRlttbryyZnLOvEaJUSnFwSRoJpmtbeEObmd8vBT2FsXIwj12+1sWwyizGi6Ou9aF5x2AudESvUgGV8YeXYXanqS8sgW9HIBvVpAVyoI4R5q7iiCbMOolesSdQ4PBU1Ek12ohRR6tV78WG5qx1Qq6JU8clMHeikDooQoSkhOH0athM0TABOUxBiVid2Ikg1EgdLgE6jZ+Lw+inY3Wn6/0kdtZhBDraGmYghzKQ6StwnZF0WQ7ehKleLO+6nODOLoWIYk23C09mOP9uDsWIqpVpFDHdiCbajpGFpmmju2jh6RZ3k4GXlsD6vomQvCiTSMI4Df6WV562JGMjFy1cK8aiqKrqDoGgtCXSyKLMBtd+Kx75/Vex1utt300FEdi4WFxcGxZpB/gYHH7qA1cQ+dTomp2F3sShmc1SsBIfaMp+hp8aN46j61Excv4Ad/o3HbljH8jg4+dMnleD1uSqUyv7j1Lj6zqQhz/jnTNEAUWNc1fylNlmV++LG3cf/m7ThsMlOZHv7xxk3Ywh3Y/PXcwdrMAFo+DqKMMjuE7A2j5RMo2RnswVYcHUsxTYPSnk3YIj2YShnD0LE3taNmZnB2Lm0s/VZjO7C3LkK0OdDycQTZgeQNURrajKtzOYE1F6KVMlSm9uBqX4peK6OVsqiFFGIqhuj0IUgysj+K5PRSndpbH5+mYAu2Uhp4DHukB1tTK2ouXs+NfK7AgSBgVEvYwu0IDgeS089ALsPo5Cy9HS28UjFlmMzNMFtI0uQOsH16L6valmCaJkPpcZZG+6iqNZw2B49PbGNReAH5WpFEKY2iaeyND2O32SkrVezPyp2cyM0QsllVVSwsXglYM8jnYWLvFio7fofPWQ9yafcJtMq5xv6l3WEeSQbpPud9jW2nrlzEZ959Hv/0V6/DO1fuyuNx87dXvpnTQ3XjYihVlNlhTu6N8Pn3zq89CXWd1defupozT1qJLAqo2dmGcQSQ/c3olTzoKo7WfiRvE/ZoD5LTDYKAmplCmRlGcnoR5brxcveciJIax9CVeX5RydPUmPXJ/maMWgl0DWdrH7Zg3TjJniYE0YaansSslXB2r0SUJFy9a3C2LcLRvACjmAFAkB2oqRiyN4SamUJ0+bA1tWJqCrI3hF5IgGxHmzteVyr1XEubA72cw1AV1MQYmmHykz8/clie4+FmeniCLT9/kIkto4xkJzlrwTqWRPpIltM8MraFfclRFoV7mczNoJs6NlHmlM4TEQSIF1M4ZDtnLjgZHYOuQCsrWvqZKSTZOrWHkXQMt81J19pFx3qYFhYWWDPIg6LrOuUtv8ImzPcDVtX9n8s1nf7T34rXHzykNn/56b/lqz/7I9vGM6w5dQUfufwcZPkv335FN5DdAUxDb0Sj6qUcQiWP7jB4dkakXi3haF2CIMsoiXFcC9YAoOUTqLk4CDKiTcaolRHnAnWManFelKtWSCPYHJhqBb2UQfLUq3KINse86FNBss+XuptLOdEreUybA7WQQZRETKVMLT6M5PRhGjqmrqEkxjB1A0e0E1PXkDwhtPQEojsAoozocGNraucXu/JcPjTGyoU9h3R/jwap6QRTN2zFV7UzPbaXNyw6EwC7bGNtxwmU1QrxUpq7BzbR6m9G0ZWG/7HJFaAv1MVoeoJHx7egGwbDyQlsssSJbUt5OLkNu8uFvMTGqrefeiyHaWFhMYdlIJ+FYRgMbtvE7kfvRpvZS1VRkUWBvrYmdsfSJDzLGU5MIAhQaT2N5YtWHHLbgiDwz+9+cbltF5+6gv/vzq3sGt9eD2YxNJTMNM7WftT4MEpyHEGS0WsVJJcf0WZHL2Uacm8Asj9KYdcDIErYXW3o5RxqLo5gGgiyva6I4w5Qnd6H6A4gSjK2tkX1pdTsDIJkRy8kIVxPAaklxhFdXgy1imirK8DopSwYOoIJWjGNq3c1kt2FaZrUZgeR/XUxANHupjo9gOT2ga5hC3dR3vcozt7VSA5XI+dSL2WoeprYvG/qFWMgZ8emefoXD2FPKKQNFZ/DO688mYHBdCFOxBNiSXQBw+kYbpuDmqbgmJu156tFctUCvaFOpvJxekLtjX1LPD3Ymjws/atT8PqtKFYLi1cCloGco1wssPln/0FQKNCqqZx6Vt2ftGlHjESuwtrFbYjuLvIZEUcphpAeIjU9Trit+4Ubf4n4fV5OX9rNiNjZCPTQS/n6bDHaixyoL72K1RLVyT2o2Vkklw+tmGoIjiupCVxdq5B9IWqJMdTMDJLHj+DyY/NHMZQKWikzlzMpYmtqA0D2BKnFh5F9buytiygPP1lPM1GrONsXU43tANmOUSvXZ6GCiImBPdSBZJ/LhRQEBEHCNA0EQUR0erCH2gETweaiPPg4clMb0pxvVnQHURJj9fHJTuLTU/zfXY9x2rIeFnS2cqxIzSSIfe9JlumtEIanJndimAZPTe3ipPblVLUaj45vxWv3UNNmKdSKlNUqVbVKopSh1RdFAJKlNL2hThaGu1kY7mZ3YojF4V5MTGYLSVqATd+6nfP+9W2W3JzFUUFVVfS5iHlBEJ73e/fcWrXHC8e1D7KQTbP7tm8z+Lv/4vdf/TtcepZYIs+py+rLiYIgsH55J/FMiZGZLGNbH2CpfZJlLXaW+XPEn/jNEe+jfa4SiKkpqIlRbNEejGoRybu/KLHk9CD7wmilLEpmCr2QQk1NoGamMDUV2VcXwHZEexAkCUfLQvRSBjUzhVGroGZnsIUPVLF5ZvZoVPJILj96OYepqyjpSezNfThaF+HqXI4t2ILkDYMJanZ+krsgyuj5eqRvbXoAtZDCRETLJ7CFOhHm8h31SgE1FcMW6UGyuyiPbOZrd+/jX+9J8lfXP8iOwbEjcn9fCMMw2HHPZlr1/YEzy5r7iXiamM3HeXDkCe4ZeASn7MQuyZzafSLLmvs5uWMlsmjDNKGiVpkpJAGBheH6D6qKWmVRqIeHx7fw+Pg2Tu06kQVNnZxY6+bpmzYdk7FaHH9cc801BINB/H4/LS0HBsX94Q9/4Mwzz8TtdhONRrn66quPSC3aVyrHtYGcePiXLLNPkJse5KLVzaxb0sbS7jCqtt/XWCjXCHjsLOkKc9EKH08NzLJrLEmpoiCrR/6L8jfnrKTHXkTPJ7A3L0B2+3F2LkVJ7DcYdUNXQhAETKWCVqnXcawH4MxXEhTm6oY42xZjagp6JY8AGGoN0elFzUwB9WocWiGJLboA2RdBkG04O5fjbFuEMjNUn3mmJ9DLOfRKES07heQJ4u5dTS0+Si0+Ul8Clm3UZgapjG7D0bIQd/dK1PQUplpBzU4j2F2omWn0Qgp7pBv5maAjbxhNN6jNDhFXHfzm0YEjfq+fi6qq3P/VWxi/ZSd74kOMZiYxTZNsJUeHv4WQJ4RNkjipczldwVYinqZ557vtLs5acDKrWhezrnMV6ahCppJjd2KIbLXAcCZG2BWkLdAy79e5Ga89tysWxyH5fJ6dO3eSz+eP2DW+//3vU61WufHGGw/YV6vV+OEPf8hXvvIVcrkcGzdu5P777+ef/umfjlh/Xmkct0uspmkyM7gNW0CgUFEIeuv+tL62IA8+HWNxZxOablKsKHQ1BxvnNfmc6LrO8EyWggit2TS+4JErUbSgs5Vb/uki/uWGP3HnXPqhIEoYuk4lthNTrWGPduPqqvtDa7ODiJUiJiDaXIiGgVbOIbsDqNlZdG1/7qUg2bAFWijtHac2sQtBlJCb2qjODGJW8oiyE0EQUPNx7NHe+jmyHWfXCtTMNK7uekFn2R+lMr4dV/cqgLpqjq5Rmx1GcgjITW0NDVetkEZyupF9oXpE7/Q+5GArejmHnd5G30TZjqtzOdWpPSizw8xOHv0yUNvvfJzS9gQRTxNLmxeiaCqPxrbSGWglXc4RdHopqRXKahVN1xEEgdlCEr/TiyzKlJRSoy27bCOUc7FHGGOVvx+vw02bL8pQahxV1+YtYZmR136VBIvnR1EUrv/Sp/BWYywMSTyS1ik6u7jmXz6L3W5/4QYOEw6Hg1tuuaXxeenSpbzrXe/ipptuOmp9ONYctwZy78N/4qwlQWRJZDKVR9MNZKmuj+p2yuTLNVTNJJkvsX7p/gjOXLHK+uX7P+9+5Ncsu+hDR7SvTQE/1771TO77+r2o7giGpqAXU3gWn0Zteh+yrx6UY5omWj6FHIhiC7WjZeN1cYH4CIpsQ6+VsQXb5pR9JlAyk5jUDZhezCAHWzCVCqIoYl9wEnoxgz6XkjEPQUSQnvsSF+ZF2xqagmh3INhcGOU4hqog2uxo+VmcHcsaZ5m6hi3QjCg7G8pDeq2EkppAzcURHR4km4s/7ojz9s07ed3aQw+MernM7pnEFGBV62KgbuSWRBawe3aQsCdIV7C9keT/WOxpBExafRHipTSbJ7bTG9z/PSlUS3TIEToDrexLjrLY0QvUZ/Q9wXYeHN9Mt6+VXLVILWMgZDTs/UFWv3H9URuvxSuD67/0Kd61vEIkUF+OPxdIZCt858uf4iP//sVj2rd77rmHk08++Zj24Why3BpIZXY3sr++wrx2URt3PTlCd7OfqqKRKVRY3BnCaZNJFsrc+eQIS7rCVGoqVVWb145NzR2s+cPO8r4uvvn25bzv+rsxDA1338lo2WlE2YGuVEFXUeIj2JrasEfqf1i2plaMeBXZ34xaSOPuW4sgCCgzQyjpGDZ/C3ohgaFU8Szan1pQHtuOnboijl7MoObi6MUMjq4VmJqCUckj2h2YuoYgyWj5JFolV59Fdi7H0FQqI1sQ7C4kV/348siT2EMdmJo6b1yCKIJkwxbuoDz0JKLDjeQLYY/2YmtqrxvV3Cy19BS3Pz1x1AxkqVAiO5zAphvzZneaoeN1eHDY5ivggMm6znp5r4DTh6ZrNHtDDKbGUDQVURBY2rwQAGlOUUk1NIr9IgOBHGdL9WfzyPhWQnqA9NOTdIxqPO16ghPOW3dUxmxx7Mnn83irsYZxfIZo0IWnMk4+nz9m1U0+/elPs3fvXn7+858fk+sfC45bAzmZzLPKV3/xeVx2elsCZItVVvZGmPU4cdpkBiYznHNCD6Zpcs+WUVb1NuOwyaiajk2WMAyTmvfIRbE+l4vOWscnY0n++7YdiDYHuPzoZo7S0GYkScK1YA16ITXvHFOtIHlC2GU70lz+o6OtHyUzhdzUhuxtQsvF0QrJxkxUEOqlsCS7E8HhwhZoxjB0KsNP1stVBduwR3vQstP1c8t5ZE8Tzu6V9ZQQBCRfCEGql7pyLzoVU1MpDTxav14pg+xpwlAVtGIaQbKhU5912ppaESQbok1v6MzKgRbUXBzPc/JSjyQPfeuPOHMC8WKWB0eeoDPQSk1TiJfSVNQqoiBSUapMFxMIgkCqnEMQBKbzcaq6giSIOGQH/eEeqlqN6fx+yb5kOUNWL6L5BVpnQ8ym0qhmE5O5adq8UUzBpD/UTSw3w+gvBy0DeRwRi9WXVQ/GwrDExMQEy5cvP8q9qhvHH/zgB9x33320tbUd9esfK45bA2l3ebn1kSdY1h1G1Q26m/0s64lw84O76e8MMR7Ps3JBPX9PEATOObGHPeNJKp5u9rjX4FKSaJ4Iy0679Kj2++q3vZ6bH9zCwOwgos1VN1hOb10UXdcwlCpaMV1XrillkVwB9HJ2bubW1WjHFmhGnouElQPNKKlJAExDx1BqqPEhdFcQQZKQ/VG0QhLHwrVAPYCnNjOAWatgGCaujiVoxQx6IdXIedSVEqg17JEuBEFArxZw952E5PSi5pNUJ/agZCdxNC/cL0Ig2xFtDky1hlErzx+4abJ5+y7g4iN6f59h8ulRHIaMy+bEJTsb0ae1qd20esPEiynuHXqUC5echSRKRNxB7h58mNO719Bqc/JYbButc/di69RukuU0CAK6oaPpGrLsIFBwkNMyOBC4u/owi/09CJgsnCui3NvUwcx44nn7aPHao6uri0fSOuceZN9QSufkzqNfM/W6667jd7/7HRs3bqS3t/eoX/9YctwaSJss4nVKCCIs76zPnEZmspy+ootssUqmWEHXDSSpvhxWqWlMNJ3D+Ze985iWYvrurQ8zHjwRZoYwlCqGUsbZcwJaKoYSH8EerQfIlAcfRzdBEkVcPSdSmRmgPLptLrnfPEATVc1OY6oVEGVMrYbobq/nRQZbUTPTyMFnVfDwhdFycezNvSjJGKIrgDPQglEroWZnkL1hRMmGLdKDkpoAlw8tN4PkDmKUsnUJus6lc8E/+4UAbP5oozJIbWYA0eWv52PODmNvWUhCO3p1EkXNJOxrYl9imNf17/cDrm5byuOxp5FEif5IN9Kcz1UWZZZF+3DP5YCu717NY7FtRD0h1rQvJ5abZkFT/eW2MNTNT7f+gYsXn0XEUw8+qk3UyFUKhNzzdVib3AG2P/AkqzYcP36f4xm/30/R2UUiWyEadDW2J7IVSq7uw768qus6qqqiqnXXR7VaD+JzOp2YpsnVV1/NPffcw1133UVrayvVavUv5ku+1njRBjKfzzM6OsqSJUsOuEmjo6PUajWWLFly2Dp4pOg9+UIGYluYShZJ5auUaiop1yICToFydpaq6Gdie4kLljpRdZNJ7zoufNOVx7rbxIt1H6jocCEH2zC1GnpuBl2rIbkCSK66CovcfwqViV3YmtpQEiPITl99NhhsQ8vH0Uu5RvFmNTON5PLhaO0HwBZqpzT0RH0ZtFpErxQxdbXh29QrebRiBmfnMkRbHNHuxKiV0YsZtGIavZzD2V7/DuiFFKrNiS3c3eibmppAzSfArNeEfEb31agWEWQHWimL6A5ilHOU48O4+08BBM7uih6Ve6xpGh67m5Utiwg4vQ3RcajnL84Wkyxo6mwYR5groMzBE6nTlRwCQsOXmSxlWBTuaRhHgAXBTh4Z34pdspEsZYh4mshU8jhlB2O/3ErHsl5CzeEjOm6LVwbX/Mtn+c6XP4WnMs7CsMRQSqfk6ubqj3/msF/rO9/5Dtddd13jczAYBCCXy5HNZvnxj38MMG9ZNxKJMDExcdj78kpEME3TfOHD6nzve9/j7//+71FVFb/fz1e/+lU+8IEPNPZ/9atfZWZmhq9+9avP20Y+nycQCJDL5Y6Zs/kZRp5+hNzgJiS7h/a1byTcOn/5wjRNpmKjyLKNlvajv7RxMO7dvJO/u2k3NVNGzU43jJa7EEMX7dQ8+5N91fQksj9KbWYQyR2Yp6eqpicRXT6qsZ2IrgCyL4TtWbPESmw7rq562oahVCiPbMER7ZmbeQpz+Y8lJKcbR9sitMw0tkh9CVfNziC5fBi1MrXMDKIo4Opa2WjbUCqUB5/A0boQXVVAV0GoqwSJTjeiKCO6/fXZa3YWLZ9ElG08+aW/pr3tyCvq7Nm8E8+vU43AnD2JYYLO+nd1Z3yAFk8Yj91F0OUnWcpgzP0JKbpKf7gbl83JU5M7Wda8EJfNyWwhyaOxbSxt7qOqKszm4yAKnNW7Dtec4d0+u5d8tUjQGWDb9G5O7lxBwOEn4PSRKKXwXtrLCZcePxqtr6T3xLEin88zMTFBZ2fncXsPjjWHPIOMxWJce+21fPnLX+bss8/mt7/9Lddccw2xWIzPfvazR7KPR4wFJ5wGJ5z2vPsFQaCje8Hz7j8WvG7tCr4vCGzcO01AdiPZnZiCwNvPvIKf3/MUX3ssi2hz1g2gO0hlbBtypBv0+dG3hlprBNzI/ghqMtYwkHo5h+jYrwcq2l0HCJabuopRK6FrNcojT+JeuD+QxBZspbTvEYxaBUe0F10to8+p8UC9ILMt2o0t1IGN+g+RamwHtmBzw+Ab1WI9cCgQrS/52l2o+tEJ0nF4HKTKWXLVAqIg4LN7eHjsKVr9UboCbaRLOWRRoqrWWBDqZCI3S29T/d5M5GZ4cnInFyw6szHrbPFFWNbcx1MTOzm5cyVn9a1jV2KYLVO7aPVGqGhVRFNgVcsSstU8K1oWUaiWsUt2ivkSC0PdZGzHn8zX8Y7f7z8mATkW+zlkA/nggw9ywQUXcO211wJw0kkncc455/DWt74VwzD4r//6ryPVR4vnsOHk5Ww4+cA/nI/+1euxGbfx+d8+Ti2fxRRF/CvPQUmMIdhdjTxDrZStL5lGe1DTk0hOL0LzAmrxUfRSBltTO5j7jZFWyqJkZ7FlZ+ZmdTPo1SLuvpPRa+W6v7OQboik67UK9uYF2IKt1KYHQFNRk+MYniYwTUS7a95qpCAIdbHzZ6VNiE4veiWPkoyhl+qRrt/6zb189dp3H7kbO0e4rZnN6ds4rateEWUgOYpLtrOyeRG6qWOYBn6Hh0Q5w+7EEAGnr2EgW30R+kJdpCs52m11rdyp/Cyj6Uk6g23opo4kSpzcvpynp/cwU0ywMNyN3+HDZXMQy07jsbsRBHBINjyuACOtWU5//dEJTrKwsNjPIRvIcrlMNDrfB3Teeefx5z//mYsuugjYv35tcex418Vn8fW79uHoW4deK6FlprA3L0DLzlAaehJTV3C2LcIe6kDLzmAaOmpqAsHpRS+mEGxuavFh7ME21NQEhq5iahqevjUo6SmUxChIdjx9JwEgOdy4OpehFlJoxSRGrYLo9OBsqyfXO9oWUR55CkGU5s1AK2NP1yXsBBE1PYUhiOjFFLZnjKxSQc3M4GjrxxHtQU3FuHNP6oDxHm6q1Sq//Z+fsaF9VWPbokgvg8kx4qUUUU+IgMNHvJTC7/RSrJWIupt4cmIHIU+QqlZjRXM/dww+RLKUwcQgWcpwVu9aXPa6WtOexDAt3jAVrUZVqzFbSJIp58hWC8iijGJorGlfxkwhydOOca689kPHpVC0hcWx5pAN5Nq1a/nud797wPYzzjiDO+64gwsvvJDm5mbe/OY3H9YOWrw4PvH9W9Gi9YK7ksODXkzXA2eKKTz965BcPkqDT4Bow6yVMDHR1SwOhwdBdlCLD+LqWoW9ubfRppqexBZsQy9kcCxYgzan1/psZE8A09BwtC5CTU2gVwpILl8jeEUv56hO7a2LFuRmEexuqhO7QauhqwqSJ4iWT6HY6yW8MIy6CPrcsiyCiO4IHHDdw0khm+fx/76NkyvdTNfidDe1A1BRqqxqW0JnoJWB5CiFWpmTOuoz+GZ3iC0zu/HbvczmE3gdHv6w+x6WRBawOLoASZQYyUw0jCPUJ88j6UlaPGF84R7C7iAAyVKGm/feyet7TmMkHaMsq2z44CWWcbSwOEYccr7CmjVr8Hq9bNy48YB9p512GnfccQeJhJWzdSzZOzzObXvS87YJCCBKiO6meimsfBxn53Ic0W6cncuQnF7cC9ZQnd6HYHfiiC5AlA+uBSo4XAiCgOQLoyZjABhqte7P1FTsoU4EUaqLCBRSmIaOMjOEq+cE3H0nY6o1lMQIerWIs60fV9cKXAtOqkfQNvfhXnQKejGFaRiILh+mUfebaqUsguyg2XZkRbwf/fHdLDRbiOVnSJWzDCbHGEiOMpyJ0Rmo+2cXhrsJOD2NczwONwGHF0VXUA2dgNPPef2nk60VMOeE4nVD59mxcKIgclLHcrLVfMM4AkQ8TXS6mhEFKC6WOOmTF9C+cH/uqoWFxdHlRaV5/OEPf+D5gl7Xr1/Prl27DkunLF4aU8ks+FrrZaPCXei1CuRnMIU29FKKmlbD1BScHc2NcwTZjmkayP4IermA7GtCsDkaYgNarq6jWhnbjmFoCMnxObF0jeKeTYh2F7ZgC4ZaRa8WMYoZkCSMOf8hkgiCgJqcwNVzAgBKfASjVkacU/aR3AFEmx0lPoyzZ3VdDi89hZKZwdR11Ow0Nl+EN52++IjdO0VRSG+dZMRWYlXLYgRBYF9yFEVTCLv3V+kwTIN8bb8IeVmpkCxlqWkKC8NdGBhM5uOs71rNYGqMRZFeFjR1cs/QI7T7m7GJMlFvPV3DbXcznY/T5q8/j7HMFD6Hl4DTj8vuINp17GpgWlhYvEgDqSgKX/rSl9izZw+9vb388z//Mz09+xO929vbD3sHLQ6dk5f1sdS/m71iC2pmCiE7i21BXf2GUAdqKgYOd0NGDup1JgHQVESbDS2fRnRWkT1NFPc8jGBz4OpciuhYQHHvIyBKYJrIniCCWE/5kJva0LIzaLk4jpY+gHq+ZWoCU5DRCylsoXqajKFUEGxOavERZE8QQ62hFdKINieiw9NYTrSH2uuSd+U8tkArAY+DS85cc8Tu3cCmHbh1O4P5cfpD9e/04kgvxVqJzZM7KColbKLMYHqcZk+IzRM7kESJmUKcJleAtZ0r8TnqM8uKWmPH7ACZco5ctcBEbha7aMMlO2j1RXHZnNQ0hZH0OG6bm6F0DLfsxGFzsLS5j3ytiNPr/kvdtbCwOAocsoHUNI0zzzyTdDrNqlWruPnmm/nNb37DwMAAPp/vhRuwOOL4fV5+fM3rueHPm/nNo1WS/uck1otSPQo1NYFaK9WNowlaPgk2B5LNiSg7sEe6qYw8ieT2I3sCaKUcemIMV++JDT1XNTWBrtTQy1kMrVafiRr7hcgFQQBRxKiV0YpJ7IKIqVYRbA4MpdIoz2XqGqYggGzHKO5fHjZNEwwDe6iNyxbaeefrVrO4t4Mjwb6HdxD/wx4qaoUNC9axZWoXq9uXoRk6Q6kYQaefsCvIY7GnecPi05HF+p/NSDqGU7LjtDvwPisC1zB1nLKds/vqqS89TR08PbWXsLuJRCmNbhoUqkXWdqxiy9RuFoQ6ydaKqIYKokCxS2D1ZZb+qoXFseaQDeRdd92FoigMDg4SCAQol8ucccYZ/OY3v+F973vfkeyjxYugvTnCCT0RfrhLh8RYowSVXik0SlEh2RAQcHQupzr2NKLLg7OtrnxjqDXKQ0/iWby+XoDZ0FGTMWR3oGEcASRPkOr0IO7F6xuz0drscEMtRleq6OVcPdfSHaKWHEdyuJEA4Vk+TkGSkWwOZLefWilLbXoQ0eXFVMrYor0E1SRfufrt2GxHpkZipVIh89sBFjm6iLQEKCtVVrcvY098mEwlhyzJnNp1IgBNbn/DOAJ4HR7KSoVOfysDqTEWR3oBeGRsC6/vP71xXNQTQjc1xrOTVFQFE5Oouwmvw8PiaC/dwXZGM5MkxDyBv1nCSWuXHpGxWlhYvDgO2UAODw9z0UUXEQjUIwndbjdvectbGB4ePmKds3hp+Fx2MDRske56CkUlB5K97oeMj+JoX4K9uRc1OY7Y1IGg7i+iLNoc2PyRxlKnIEoINjtGtYRWyiJ7ggComWlszb3z8iVtkW4qI08hB1vrhZxb+6lN7EH0BLAB9mh3XRRgfDuE68EndRH1/cuqWiGJkhjD1tSGmprk7y7oOWLGEeCxX9yHnimw28xTrJUIunwUlTJhT5DpYoJzu+vLuolSClXXmCkkaZ2repIsZbDLDqa1FF2BVrYnBpgqxREMg/HcND3B9sZxHXNBPkujfVS0Kk8n91HWqqxoqUcc9wTbSTlqEPbyy9ufwECgo8nGhvUnHrGxW1hY/GUO2UBWKhXc7vl+EY/Hw8zMzGHvlMXL43XrVvHeXZP8bEsKWdQo25z1clRt/WjFDLXYLtxLTkNweFCmBxBdPuzM6azWKpimMa89LZ/E2bkMrZCmOrET0elDbmoDBKqj27BFe0DXMA0Ne7QXvZQBUaIyuhXB7sZIDGHvqedNCoKAHGyhPLIVye3HqBZx9ZyAaZoo8RFMQUTyNIEg8sYVYf7ubRcesfu094mddOy04YouIFXOUlSK7EuNsrJ5EW6bi7N61vJobCsO2cFEdpquYCuj2Ql2zOxFEiWcXjedFy9n8RmrmB2Y5IT2pVy4oJNUMkVhOsOWGzYi5wxskg3V0DihdQmiIOLDw4nyUvZWYo2+zBSTdF2whI3bJwg019WbZqoVtu8eZNWy/iN2DyyObz73uc/xpz/9CQCfz8ddd901b3+lUuH666/n3nvvRZZl3vCGN/ChD33oiP5ofSXxooJ0Nm7cyCc+8YnG58cff5xSqTRv29lnn83FF1uqH8cSQRD49Hsv4uN/VUYURZZd8x3MZ0pbeZvQAs3/P3vvHSdHfd//P2dmey+3u9f7naRTF0IgQBQDBowLBhsndkwMdmISxzGuv69r4oDjXoLtuMeOS9wwYMCm9yqhLp2k62X37rb3vjszvz9W2uMMGAHSCdA9Hw89Htqd2ZnPzO3O+/N5l9cbeWoHYtNKLMvPpDC1n2LgQE1tp5BFa/dSDk+ApEHOxNF6uxAkLVqHD43dS2luBCGfopKYw9i9AVFrQFUVijNDiOUCgs5IOTKNubcWRyuPb1vQdFgtF9E39aIUMsiFNOnBh9G5W9A39lBNBDEVQnzj787i0i2nvOwawFwux/j4OHa7nfb2hb07993yJKdrlzGRCGDXW1jfPMADY09RlquEslHaHc04jDba7U2ICJTkMqe1raVQKbEvNIzV50SnaHA0OHH7aqvKvXduo3QghmqUsJzTSvzmYU5rWsZjk9sRhfmqKotkJOGpMDQ3TkmuEFimslzfipLT1ffRGYykstGXdf1LvHpJp9P4/X7a2tqOmxbrO9/5Ti688ELuu+++59TQfs973kNvby8f+tCHiMVifOYzn2Hfvn384Ac/OC7jeaVx1AbS7XaTSqW49dZbn7Xtme+5XK4lA/kK4ciK/9xVbTw436+XHo+JVEYhkU9QiQcQjSYu7jaxdSxCvmM1xcABJLMDQWeimgwhSAsbuFaScxgGzgFBpBwLIGr1yOUiAiqqqqBkU+iczZRC4zXd1YZ28uM70NgaUMtFqvkURqsbtVpC39iLyWChmg6jFDKISpm7/vMaetpefkZ0LBZj69atuFwuIpEI4XAYa0lP8lE/kWSUwniSHfpBqkqVLmcrc+kwm9rW4jDUks4ORsZQVZVgNsr6lgFkReZgZAytqGFjy0okJNSnVXYWHubUd7+OoSf3Y3wgjUuyAPDE4H7cBitPB/ZhN1jZnjjARucAiqqw1xxAcJkJ2EwU7CINqzYTkyQSke1YHG60Wh35bJyWfsfLvg9LvLool8tc94Xr2B7fTtqWxpa2sdG1kW99+lvodLoXPsCLoKenh56eHiYnJ59z+89+9jOMxvm2W6VSiU984hNLBvIvufrqq5eScV6l/OsbNnDwl9sJVs24hDwX9zv54X4TWpMDLVCOTPJ4VE+fXWRftYxkme/sIXWfQn74SYw9pyJIGkpzwxjbVlFNRxF0BgzOWnfxQuAghtbD+rANUIn5MXj7EUQRUaNB37muppADlOZGqcT8CBoDkqFmTDQ2L6XgGP/v4v6jMo6JRIL7778fRVHYtGnTczZyHR4exuWqtZQymUxMT07Rv82MW9YxE8xwXnetO0aqmGEuHaYol2kyzNeISoJEUS7X44SSKNFk9TKSnKq3uhIEAXW2JmBQnEnjluZbwFnKOqx6M5Io0Wz1EqomuE+3D0uzg5zJQLZiI68z0NTWjXR4EtI9sJHo+HaaW5oxa4rMhGQUWaGna0kw4GThui9cx4OeB9F0a9CipUCBh9IP8eH//DDf/ffvLupYnmkcVVVl69atrF69+q984rXFMW+YHIvFcLuX+ta9kli/vJvbP+zk4HiA3vZGrvji75BMnfXtot5MSWNmx4yCqhlHczgJBQ7HDBvayQ89jmi0IGpNiAYzpdkhjB3zCSSizsgCDhsQVa5QSQRrAuhHjqnTIwim+RrMw3jFDB/6mxeOOVarVX74wx9SKBQoFos8/vjjfPzjH6f1ebqth8NhSqUSqWQKtWpkd/AQXc75khG7wUowE0USRRRVqbtCZUWmIlcWuIeLchnNcgeknnECVy0eY+5wktvqxywZ6/cuVcxQVWSMWgPkFFpnzDw+M07XO95Oj81BMh4hGpyhtbNmhFVVZf1AF/l8kZ3jBUSpSmGPn3zqPnr6BjDrBc7btAyX8/jK7i1xYkin02yPb0fTvfDRLNkkto9sJ51OL3rrq5tuuomvfe1rBAIBmpubueOOOxb1/CeSo5aa+2uEw2G+/vWvMzAwwBe/+MVjccgljjEet5OzT11Ns89DMh5HqcwbJ7VcBEmLqtFibFmOWkjXE3UqMT+S1oCusRfJYEPQmyjOHEKVFaqpeb+tfFhaDjhcUqJBLhcRdSYkawNyITt/PkWuqe8Us1TS0VqCTizAOcubjupaRkZGiEajzMzMkMlkKJfLfPvb3yaZTC7Yr7+/n4mJCTQaDW1tbaxavYrdHUHa7Y2EsvPC59lSnlw5h6qq3Dn0CCPRKfYFh7AbLJi0BvbMHaQsV0gU0ozqg7z+usuZ7SsxY04S6MwzcGVtJdp76goqF7kJNhXYxxTtpkZWeHsxag0cjIzRbm+iz92B7YxTsdocADhcHrLpBKViHlmWiYzv5NEntrJ9LEE8GkFVVZraumjqWgV6G6K9g4d3DB/9H36JVxV+v5+0Lf2c21LW1AlpVLxlyxa++c1v8q1vfQtBEHjf+973vIpqrzVe8gpSURTuvvtufvKTn3DbbbfR39/P5ZdfzlVXXXUsx7fEcWBdbyuPTIeoqiqqUkEy2moqO4qMUspTTkdRUJF0RiSzk2omRik6jag3IWr0qIqMXMyhhidR5QqqoqBUy2T23o/W4aOaTwIihqZedJ6aKk0xNE4lOoVotKK1N9Y0Wxt7KYfGUaslXGqKL37gX45q/D6fj2w2S0vL/CowEolw//33c8UVV9Tfc7vdtLW1odHMf82bV3XwxP0P0qCzsyOwD6fRjiCKbGhZRbKYoVgp4jE7SRYzlOQKVVVmTdNyZtNh9Bod3b4ODEYDm957AVBb8Q3et4PyTBZto4lVF52KcIHAn274P2KxJP5chEPlEOfaliOJEvvkEBrzQgk5HUW06WEmozIB/xQGo4lml57Glg5y2RSlYh69wcjM1CjL12yiWHl24lK1Wl1wnUu8Omlra8OWtlGg8Kxt9oz9eb0kxxOfz4fPV2vEPjAwwMqVK5mYmKC7u3vRx7LYvOhf1OTkJD/96U/56U9/SjabpaOjg2uvvZYbb7zxeIxviePAv7/7Qi7/9oPkdC7kUgHj3E6KTetR5QrlyBQakw2Dr2f+A9k4gqjB3H0KUFsBVhOzSHYf5dkhlGoZQaPFvOIsJL2Jcmym1gHEOb8i1DqaqESn0Lrb5mssVYVVLpW3ndXGP77tvfU43Avhcrme5WYql8soikI+n2f79u1IksTmzZvxeDzMzc1hMNTEDJKxJH3ODlwmOzpRy77gMGublzMYGuFgaJwedxuJQopAKkSL3UexUkQUxLpY+c7EODu+fz+YJZZfdirDD+7F8VgRh6iheiDHrvzjuFc00Z1yY3XXkqRMeTP5wypDqiRhstiYmRrFbLUTDc0QCicoqXpm/VO4PT76BtZhttZcqKVigVQiQj6XwWA0Ew3PkgpNsX23gY3rVuGfCXLftlHKiga9UOKy89fjsC91n3+1YrPVEnIeSj+EZJv/PchpmY2ujYvqXs1ms/z85z/n2muvRRRFVFXltttuw2w2L5icvpY5agO5Y8cOPvnJT3L//fezefNmbrjhBq688kq+853vLNVCvspY1tXK7//lXO7cOY5dbyeYPIfvPR5A1BpQqhXQ6FGqlXpXD7VaQWNz1T8viBIIIqJGh7ahnXJwDI2jsa60o3O3oFYKlGaH0Tf3oyoyJf8+9B1rqYTH0Xq7QK7wDxusfPbdn3hJ16DT6eqxwXK5XP/3ne98h3w+TzKZ5I9//CMbN27E5/MRj8cRBAHjTJWqIpMqZOhr6KTF4WMsOkWjzcPb1lxEKBOlWC2xpmkZ+UoRg8bASHQSSa8hoc8zILVjnKxlEu6JP4xWEdGKNQ1WjaihOp4h12DGJs3XDHcZvfxWPoC+qKVZ1XBwYoLOUzaRTiWoVCqceUGtRZwiKzgavBjN89KNeoORaGiWUqnEynWnsfWRu9hw+us4EJK545u/oLGxEV/Xmvr+3/35nzDodbjtJv72steh188nDS3x6uBbn/4WH/7PD7N9ZDspawp7xs5G10a++alvHvNz/fa3v+Wb3/wmsViMbDbL6aefDsAjjzyC0WhkfHwcr9dLa2srwWAQq9XKzTfffNJ8r47aQD744IM88MADfOUrX+HDH/4wonhMwpdLnCAGutsY6K5lRvqDER4cTTJWsqBExsHZQiUyAaIGpVJEEDSo1flWU0d0UqG2mhQFFYGFMQlBo0fr8FGOTiNn4hi6N1IJj7Gy1Y1VneEf37CeS8457SWPv7u7mx07diCKIoIgYLFYeOSRRzCZTMiyjF6vx2QyceDAAebm5vjQhz4EwI7kI+SNMirwwNiTdDhaMWgNdDprriuftYH9oRE6nC3s8O9nVVM/eS+s/dD5jN6xC+O+Z7g3Z4sIy+wQmn+rpFPoXd7O+D1P0litrQJ3FQM0XHw2T6biTBzax4qOzYRmpkjEwvSumE906uxfSTIewT8xREfPCgCmxw/RvWw10fAc02MHWX/auTzxwO04nA04PD4yRQXfM+6L0eGlq28VAF/90c185l/+9iXf4yVODDqdju/++3dJp9MEAgFaW1uP28rxnHPOWdBw4gharRZBEPja177G9ddfz8jICE6nk9bW1pOqP+lRG8i3vvWtjI2Ncf3113PjjTdyzTXX8N73vvd4jm2JRaKt0cMfPvoGth8Yo7VhFbsmgnz+N+MkS0XUShmNqwHJaKU4vQ/JYEHJJ9G2rUatFHldY5VBQzuhnEo1E0UyOymHJ2nWlzizt529B4uMO1YiyiWuPaeXf7v6jS97vOFwmKGhIVRVxel0UijU4jW5XI5QKITdbsdsNpPL5XC73QQCAWRZRpIkBt5yKnc9fIhTHSuI5RLIShXpLyZ7IgKTiRmkTgv6t3ayfH0/JrMJTYORqpKt67FWzCqrLz+V3T95iPJICrWiYCwYCR0KYHtHHw/f9DTJYolwpwljYAK3rwWnr5lSqYBOp6dn+WoS0RC+ltoDSpIkRgd34m3pYM+2RxBFkd4V6zAYzbR29DK0bzvpZJyzLngLoblp5GoVRZEpl4ro9AYy6SSmZ6w+Hd52wpEYXs9SVvmrEZvNxsDAwHE9R2NjI42Nf72tmtFoZM2aNX91n9cqR20ge3p6+N73vsfXv/51brrpJn784x9z/fXX09TUxDnnnEOpVDpplt2vRRw2Kxecvg6A5b0dOCxG/vUXT5GXBYyFEH9ziovL3vd21vbV9FS3Dw5jMxtZ1d/DHx/dxb/dupdopoQysZXTVw/w5avOpb+zBVW9hL0HhzEaDPR3P3umerRUq1Vuvvlmpqam2LdvHy0tLaiqSjKZrH/vdDodzc3NeL21WkZVVYlGo1gslnp802gyctan38zQD57AbrSRKKTIlwrMHI45RrJxZtIhNrauphMNA2eurc+YJZOWoegEJo2BqiJT8klYHTYsHS48kfmekVN3jTGxuRHt+eeQHtrDutWnMjl6gFw6ycC60xAEgWw6SSaVIBKaoZDPgiAQjwQ5++K3IQgCs9PjlMtFjGZL/bjlconm9lpiRGfvALPTYwDs2fYIFocTFJX+VafU9y8WCgwOjy8ZyCWWeIm86CQdk8nEVVddxVVXXcXw8DA/+clP+N///V8aGhq4+OKLue666zjzzDOPx1iXWEQu2byGu1rcjM6EWdPTRpO3YcH2M9avqv//LVvWc+nm1eTz+We5ggRBYO3Aspc9nt/97ncMDQ0hCAI2mw1ZllFVlUwmQzqdxuPxoCgLNWSPxCc3bdq04H1PWyP2z72Rn33gmyw3tVIxWIkXkkynZnHp7TTaPOTKeVSrtMCdVAnmWOntq7+eygdRFIXth3ahpIpYqgbcjmbyhRSKboChfdtYvvpU8rkMcrWK0WypH89icxCYHMHucGM0W4hHQ7i9jfXtuUwSSaMll01jttgIzU7VDOkzUIFSPk+xmKfZ1g2CwIFdT9Lga6FYyJGMhnGfulBeb4klljh6XlZeeH9/P1/+8pf5whe+wB133MGPf/xjbr/99iUD+Rqhp72Fnvajy1bTaDTHNcMuHA7XjUe1WqVYLNZTzxOJBFBbMSqKUk/eqVQqtLe3c/nllz/reDqdju7zVjH8u90MNPayzDOfsj6RCJCUs/S+5fQFnzG2O8hvm8Uk1TJihSYDv/vd7/CXI4g+kUolibOzHUnfjhLyYzRbObhnG0aTGUESyT/DwKmqiiIrxKJB9BkDBoMZs8XO9MQwkihiNFtIxMIU8znSiRhmmx29wVh3p0bDs8xMjpBJJVl3+rm4PTU3mdXmZGJ4P8ViAZMW1gz0H8O/whJLnFwck8IpjUbDZZddxmWXXYYsyy/8gSWWeJE4nc66EICiKDidzgXbpqamyOVy9f87HA4uuugiLrnkkuc9ptlkZlPHmgWiAbFcApPWQKqUo5JbqPTTf9pKBrMl5gajYJJwrGrnz7/6PzTumnKOVqslMjPMmi1vxWS2EpyZorm1C5PFhlytMnxgJ+PD+9FpdaSScZavOZXw7DRNbV3MTo/h9jaTGztES1fNqDW1drN720M0tnQSmBhmYN3pxCNzyLKMxWrH2eBj09kXMzG8H5PZitFkxmJz4Gls5dC+p/js//vHY3X7l1jipOSoDeQTTzzBPffc84L7nXHGGbz+9a9/WYNaYom/ZMuWLTz++OOIoki5XCaRSNR1Vo+0Yjv11FNZt24d7e3tL1hQPTvmJ3XHBG0NvRg1BkZjU6QKGdxmJ7lyHotkYPpXu0gOztJx8Sqae2oZvyvP34D6OpX992xn8v92os+LyM8I8RWKpXqiTCGfofFIAo5Gg8lsQaszoNFosLsaSMRC5HMZdjxxH6IgksulsT2jnEbSaLDaXbR09NLc3sPI4E56lq9FEEWGB3fSv7LWQqyrfxWz/nGMpm6mxw8xOTzIpReei9lsPmb3f4klTkZelIG84YYbnlMU+pkYDIYlA7nEMaerq4v+/n7m5uZwOp0Ui0VisRiqqiKKIn//93//rFjjc5FOpNj/P4+RGJzDfNhVatQa6HV3MBgaRSdpyCoqWr2WXkcH+CH4072YrrPgaKitWrf/30N49wgoFYWMtkQhnCGXL+DtGqB//WaioRnKpSJyVSE858fmcGEwmpEkLc1t3aiqyqP33kJ7z3J0egOSpMHtbaZYyJFOxetZrbHwXL3vniAIWGxOIqEZysUiTre3XmqlqirBwCSoKg6Xh/5V62l0LRnHJZZ4uRy1gVyxYgVutxuNRsM111zDVVdd9YLpwUsscawQBIF//Md/5N5772Xfvn3IsoxOp2PVqlW8+93vPurjDN+2g/aIDVmTwm6wMhKdxG1y1JVz3CYHJblCh2NeXN1btTE7Ml03kMpIhpJs4HH9ECaHDRNgr8p4utbQ0tFDaHaaRCyM1ebE2eAjFp4jGNiGxWojHg2RikdweRrR64woisyaU8+uG7uJ4X3MTI0iihKRUACz1VGPOwZnp+hbsY7Glg5mpkZJp+KYzFaG9+/E5W7E7mwg6j/EmRv6WLdqKfa4xBIvl6M2kJdeeimBQIDbbruNH//4x3zuc5/j4osv5r3vfS+XXHLJkg7kEscdm83GFVdcwRVXXEEmk6FarS6IRR4NQq6W6SorCoVqkV53B1PJGYKVGD2aNvbODSEIsHN2kPVNAwiCQJIcDS3z0nuqRUMikkawz3/nNRqJUiEDgLepjWhwhvae5QA0tnSglHP0t1gY9MfRG02EZidpbe+jkM8uEN3QG800t9UShoKzU8SCAaLhWVRZRlBVhvbvwO1pRG8wEp71Y7U70OuNpIIjvOnMDnovfPNLu7lHSTadJjIzQWvvwEnTVX6Jk5cXZdW0Wm39AeX3+/mf//kfPvjBD1Iqlfiv//ovrrzyyuM1ziWWYHx8nImJCQKBAKIo0traynnnnfeijmFc2UB2PIQkipi0JiYTASx6M93edvaHRzittaZsU1WqPBHZQ1t3Bw2v66axfX5F2fW2dQz/YhuivwLNNdm5XKFER2svqqoyOTKI9i9qglUVkgW1rpDjamjkwO6naO3sI5dJ1bVXg4FJCrkskTk/DrcXX3M72UwKrVaLVqsnm0mRiIVYd9p5iKJIJpVATfv52CeOf0LOjpu+gfPx/6DdqrArbsZ4xbdZdd7bjvt5l1jiRPGSl31tbW1cddVVVCoVvva1r7F79+4lA7nEcePpp5/mtttuIxaL4fF4EASB4eFhKpXKi4p5D5yzjp/96Kv4JCdVRSFRSNHlaiMYi9FgnF+NakQNzdoGqjqVvs0rFxzD19mM77OXsS5zPvfffz/VapVTTjmFm/78KHMzTuzOBgr5HP6JYdq6+snnskQiIcpVN2pwP5JGwtvYRnNbN5Ggn7LTQyoZQ5Flupetqbca61leUy9RFIXhwR00t/XQ2tnHzNQowbEdOG1m2t0Wzn3PFRxvIv4xUn/6d5w2FY0ocmpDnod//h72FVKsfsOSotarld///vfs2LEDqCnm/Nu//dvz7vub3/yG3bt38/GPf/yk6fn7og1ksVjk5ptv5ic/+QlPPPEEb3rTm7j11luXEnOWOK5s27YNSZLQaDTzyjaSxMTExFF9XlEU/viFX5HYHcBusLHM241O0lKslHhw7Cl0Gi0ao6O+f1WpoigKvqCB0GyQxpZn96q0Wq1cdtllAOw9MIpg8bFi2ToAmtu6mRjZz6x/nGwqwcC6zej0taSgyZFBDuzeirepDVmW682Sj4wzNDOF/hmd3EVRRKvRUS4ViUXm0GhFtqwbYOWyxWk3FJ4YpPSzy3ldh0CpCttnqxQqKhpBYPx/P8DYtnu47N9/uyhjOZlIp9P4/f5aC6zjVGNsMplwOBzs3buXP//5z89rIHfv3s2HPvQhwuEw73vf+5YM5F8yNjbGN77xDf7v//6P1tZW3vve9/K73/3upLlRS5xYjkjF/aVaztE+OHbc/hjCUIbX950FwMHwGH0NHRi0egwaHU6jnVAuRi6Qx2W0I6sKve4OgtU47U77Cx7/4FQSk2nhfqIoIiBQrlTqxhFqKjpNbV1odQa0Oh2jB3fTu2IdAJPD++noHWDfjsdp7agZzlQiSj6XZvzANs7ZNEB3ezMdbc0sFqmnf0+fUOvYo9cI6CSBXqeIwyiiqBJ3Dt/O7Z++hNP/9ae4GjxH3bZsieemXC5z/bc+T0wMYm4xkLuziFtp5LPX/Rs6ne6YnuvSSy/l0ksv5Te/+Q1//vOfn3c873nPe/jSl77ENddcc0zP/0rnqA3kLbfcwve//30uuugiNm3aRDKZ5Nvf/vaz9jtZ6iBHDkwwvCtASc7RuayZvoFurFbLC39wiZfEGWecwQ9+8APK5TKTk5O0tLTQ0dHBm998dEkp4aFZNrauRlVVxuLTGDQ6dswM4jY5qFSrLPN00+/p4lB4nLsi+zjF18cUYRou68NkMr3g8Y/0Mqk1NzYdVvShZgj1BuLREK6GmvJPcGaKXDaNgIDd1UCxkGPf9scRJZFMKk6xUEBvNHBoz1bKlQrFXJrVA8s4bXU7PZ0vvWFueHw/6R03oWjNtJ7/fkzWo5tcqLqFJSMVGRzGWmKRKAgsa5CIBh9h5JM9yDoz2VVXccpbPoC3reslj/Vk5vpvfR7HBVpaXcvr72ViWW741n/wH5+4YdHH87nPfY4tW7awZcuWRT/3ieaoDaTb7aavr4/x8XHGx8efdz+TyfSaN5C3/Ooehu9Lk81n0WsNzD6u5ebUdhpWwAc+9e6l7L7jwJ133onH4wFqwgCbN2/mjW88+s4gZbNKMVRid/AgDSYXVUVmTeMyhiLj9DS0M52axWS08SWtzNiys7hFyXHtaj3v29B7VMdf0W5n/1yV0YN7URUZQZQYWFdr59XgbWL/ricJzUxRLhZYtmYj/vEh+g4X+peKeZwNPuzOBtKJCC4xSlkWyFYNVMtFzli7nhV9L8+dGguMUfnft9ErzAHw9J4/YTUZySYjpDsu4rR3fQqtVvucK5TW89/PvtFH6Ig9QqhqJmDrwJwaQy3n0UoCM2kZrQTtdomZTI6eoe8z+4Xvs915Gmv+9t9pXXPyPVhfKul0mpgYXGAcAaxuC+PiEOl0elGbJj/11FPcdNNN7Nmzh7m5uUU77yuFozaQV199NVdfffXxHMsrmqce3M3Y4AzB2RATe6KsaNtIIh2n0VkTg25ydDK6Yw8/uP4P/Mt//M0JHu1ri5mZGfx+Pw0NNcF0o9HIww8//KIM5PJNq3ngvls5q2MjNkNtRXQoMo7daKPF3si+4BC/yATJmS34EkFCTh+/2JWgwXmAC07twvcXYu3PZGRsmkAkSz4aRqvT0dW3ktDs1AKhc4fTTUtHH2MHdyMIInrj/KqsWq3iddaOb3N6GDvkp7l7JTZdLRP2qQMTLOvpfFk9WBMHHq4bx0JFRYo+TQEBQVVpTx/k5nd9Ha9VQ0trK+Kp72Pg8o/VP2uy2ui+9tfs+/WnWdeio0+n4em7E5xqr/UI7XEK3DNWYTBcpdMp0e+uuVgdya1M/Nel8KE/LRnJo8Tv92NuMTznNnOLnkAgcNxbYB2hUCjwnve8hx/84AcnrSrTUvHiXxCajfDrG+9h7MA0NoMXQYSKLkGzfjUayYhcdCEJcYb8uzAZrAs+q5F0jO0N4p+cZet9g/jHg3T0NXPWJWvxNj7/A3aJv84DDzxApVKpv1YU5VmxyBeib/1yDpgddeMIoNfoqMpVALSSlhVFlU87awX2N4YPcqcZDM5Wdg0FuPh5DORsMMy20TQmezMNnc0UJ0dIxCKYLHaG9m3HaLIgiALepnYEQcBsdQAqhXy27o4tF/MLjllRRbS6+TIRQVvrbWm1Lvy+vRhEexOlKug1MJVS2NA0/9M/GJH52zU6DkUVNJkAXTv/g0dmxjjl77+I2eYAYG56lNM6jXWj79QU58cnCOg1AqmiSo9r3oh3OiQShQrDN91A65q7X/LYTyba2trI3Vl8zm25mRKtl750F/uL5Te/+Q2ZTIZ7772Xe++9t66F/LWvfY23ve1tXHDBBYs2lhPFURvIn//853zjG9941vtH6tG2bNnChz70oWMeRF5MZFnmO5/8A37/NH3Na3FYai692bhAWo6j1xpJ5iJ0Na5CkjRsHboHl9WL2WAjmY0gKzLZQpKffe4BXKZmdLTwxG0HCQymuPpzF2K1vfQH3MmMLMsIgkAwGESn01EqlXjrW996VJ8NTsww9svtEC+TKGZQVAVRqD3EE4UU/e4ucuU84/EAl/dvqRuAD3qXEynsYP/2R9m4pud5j++fi2Kye+qvm9t7ePTuW2hoamHlutOZHD1AW/syJEli1j9GPpulqa0LQRCIBGcQJYlSNkpkZgx3UxeRoB+d3kgyHsHhqh1Xp2RelnEE6D7tEgan/z/0+35FVkgAufo2jQgaUeBAuMq6Jg2iAIa9P+fpzzxIowWKuQyxih7N5gvpbKppxSYlN6oaRxAEihWFchVWekQmkwpdDpHhWC0GOxZXaDE9f0hmiYXYbDbcSiOZWBarez6nIRPL4lEbF9W9un79ej74wQ/WXx9pRGG1WjEYnnuV+1pDUFVVfeHd4P777+eWW2551vuKohAMBrn//vtZv349Dz300F89Tjqdxm63k0qlFvWPfTTc/Ks7efg3h3CYXBSrRQTAbLARz4bo8CynUM6QLWZodnUCUJUr7Jl4HLvZhU4yAgqZYoqV7fOaoLlimlwxzaX/sppNZ60/Idf1aufQoUP87Gc/IxaLoSgKq1ev5rrrrjuqzz719T/TGqkZF1VVeXhiG42WBhRVZTIxQ5PNQ0WuoqgqG1tXohFrc8aqUuXeNVrcPb3seuIuPv/hq57TxTk6Ps3TkyUMptp3ec4/RqlYQtJoaG7rJh4LEZ71IwiQy6TxtrQhIhINz9LS0YtLE+dNF57N8NgUD+6awdfajd5gxD9xgDa3CYtRz2lre7Adw8nVyP2/ouXBf8GkUVBUlQMRBY2gMpdVKVZU1jdreGSywpuXaTFoa9c8FJXJYkZYcQmSVoN+7D4i4QhNVpG5jMyWDi1lWeXe0QqNVhGTFuwGkUaLwN3xVi759oEXNcZX8nPieFMul7nhW/9BVAxibtGTmynhURv59Ic+d8wXII8//ji33347Bw8e5O67767/rm644YZnqaONjo7S19fHyMgIvb1HF5t/tXPUK8jzzz+f888//3m3x2IxNmzYwF133cXFF198TAa3WMSjCX78pVsZ2TuN1ehAo9XR7qx1b4imZ2l2daHV6NBq3JSrZapyBY2kRRI1lCs1d0hZLqKVtBRKOWRFRhJrcZhCOUe+lOGWnz5EIV3hnDe8sKD2Egvp7OzEaDTS0lLrTZlOp4nFYkdVYiQU5l2xgiDQ4Wimy1X72zZa3DwwvpXlnh60koZHp3ZwVvspqKjcwxSybjkTw/sxWlx86qs/59RVHVxx6ULlnt7udmKpA4wH/YioxMKzrDplC7Is8/CdN7H6lDNZuf50Zv3jgIBOa0CWq/iaO1DkMqeeMoDBYGDNymWk8xXGg2EqWThrVTMbVr/8RtPPRd/572JMp2fkR1djFGUazZAuC6z1SeQqKrtmq7hNYt041u6VSCCdJRUYRNe4nLXGBIJZoMcpoKi1/eYyKud0abDoaq9HYjKKKtDYtHhuwdcCOp2O//jEDaTTaQKBAK2Xth63SYJer8fhcLB582Y2b95cf/+Z8fMjNDQ08MUvfrGeC3AycNQryKPhYx/7GF6vl0984hPPu88rcWb45Y/8FOIOJkOH8Npb8DoW/qAjqRk89trDOZENo9eaMOrMjIcGMerMlCtFjDoLmWKSQjGLyWDFZnKhqDKKohz+jBGbxYWlQcRsNjNwVtOSsTxKdu/ezS233LLgR3v++ecfVdr53d/5A32TTnQaLelilgPhUU5vX0e2lGc84WdN4zKSxTT+XJDYuW3kMDPrH2ftORcSi8yh0+qwORuQZZmJ4f10NUi87U3zE8V9B0fIF8v0d7VSrZT5zX2H8LV0MDM9Rkt7D9lMimI+hyxXaenorV9DYHIYty7L31x20ctKvnk53PQvp7BOHEJVocclIh4e21xGZl9Ioccl0uOqTfT2hmRWe0V2lTpQzvkk1j/9I202gR1zVXSSQDCnMtAg0eeer4FMFlXKskp0/YcYeOeLK094JT4nljj5OKZJOgaDgXK5/MI7voLI5XIkA2XK5QBaSYdRbyFTSGI9rKoSz4RIZmN47C3Iikw8EyaWCeJzttPlXYEoShTLeWKZOXqbVhNK+tGIWipyCUEQKVUKaLV63FYfxUoeY6kDpQQ7bgkz478NrWLG7jVwwVs3n7AH5Ssdn8+Hoij1AvRqtVrvBflCdG0ZYGrPdjSiBp2kpcnSwL7gMIVKkU1tNSk3h8FGXMqh6/QwHoMVp5+FIAiUS0UavLWCfEmS0BuMpEU7v//z41x+0enc99guUoIXrc7GyBOj6KsxDuzbx/jwfs6+6HIAnG4v/tQwgiguMPDVaoVwocJ//eIenE4HG5d5WbVIyjhH2PTer7PzK28iV6rQ555PCrLpRVZ6YW9IYSqp0GIT6XXVxi8Zrax63RU8ePeXSITGqMgCKzwSyxvg3vEKVh00Wmt/p0MxFfPm99L/1k8v6nUtscSx4pg9kavVKn/+859Ztuz4uIWOF4GJIIpYqalJoyLLFSrVEqGkn8nQQUaD+6kqFQLRUebik+i1Bkx6K0adiXg2DIBOo0cSa7WPDbZmCuUsXnsrVqOTTCGB29KIoio02ObVT/SSiQP3RwnvERi6p8Btv3ho8S/+FU6pVOKHP/wh//3f/02xWKRarVIoFPB4PHV36wvRt2Y5mnVu2u1NNFu9RKUsSU8Vs35h8b8kiJy1cQCbmCEangFAOZyUcARRFHG6fUjOHp7aeYBAQq5nm5qcLWw/EODs11/OqVsuYnJ0PuamMxiYHj9IJpUAarFQRZbRW31YnY1IBidPHwpzDJ05R0X7+nPZ9Jl7cW9+F1sDMtG8QiyvMBJXaLaKOA0CHjNIIpi0tXrHyWCCJ379NZpK47TZRV7XrSWcU7EbRM7u0BIrwGhcYftMlZZP7WT1Nd9aIJu3xBKvJo7axbpv3z62bt36rPePJOnccsstZLNZ9u/fj/4vOhk8k1eS62Rmeo6bvvI0mmotW2zPxOO4rT70WiOKWnONlspFOnzLyRaTlMoFNJIWraSl2d1NuVpiNjaOXmskW0zT11xbkSRzUSZDw3T6+nGYG0jmomQLSWRFpsNbm0AkshE0kra+Uk0KE1zxL1voW96zJNV1mJtvvpm9e/fWX8/NzeH1epEkCa1Wy/vf//6jioeoqsrQ9kEURWHZxpWMPLGf3b98FGfVzEpPLzm5QP4sC+vfcgYAQ6NT7BwKkspmmZoO0NTSRbVaweH24nR7AWgQI4zM5nA2diJXqwwf2EH/wClIhxMbyqUiyXgEZ4OP8UN7MZit5DMp7K4GFFmmqa2b0OwUzW3d7H76YZqa27jmTacseha4LMs8+okNWNKjdDpFFFUllFFZ5ZO4Y7iCRoRNLRp2B6tUZACBLqfAsgYNqaJKJF97fPQ4a2UeZQW8ZpF9xUZW/ufBl+wVeSU9J5Y4eTlqF+vdd9/Nxz/+8We9LwgCLS0tnH322Xz5y1/+q8bxlcb4wZm6cQSwGh20NvQiy1USuQhOi5d8MU22kECr0dPa1EO5UiKWqRVc6zR6jHoLiUwEvdbATHScopJGEAWaXG31coJytYjT6kMApkJDVNUKlUqJ5W2nALUYp1Zj5ZYv7yOSv523/MMZnHPR5meN92Qjl5svRZBlGb1eX588VCoVtm7dyqWXXvqCxxEEgeWnrgIgFolSvM3PWc615MsFDkXHMby5jbPefEZ9/2W9HSzr7QBqE8BDw2NsH5zEfLiYPxef4YyN7eh1YXZPTJHPF7BYnYjPmNhotDqCs1O1VaggUMhlMVmsKLKMxeagVMyj1epIJaKIooZwcJZ8fsWiG8jxrXchxEZY06ZBJ9VcwGatwkOTVd7Qp+WhyQolGQY8Ek1WCVVV2ReuJT7ZDQLhnEJFAVkV2BmU8TW4SRj7cV3x+aWQwRKveo7aQH7sYx/jYx/72Avv+CoimUgyHjqAgIhRZyGankMSNEiSRJOri3g2hKKq6LQGvPZa4o5Oq69nIsazYUqVIjazi3QuQbqQoL95LUZ9zeiGkn4sBjuyXMWsr6Xpd/iWMRE6QFfjSvZOPI4kaTHqLRi0JsqVAj2+9ey8KUkq/CBvfveL63X4WqO1tZVHH30UVVURBAGNRkMoFMLj8ZDP55mamiKRSLyopsnxUAynUPv7mHRGljd0k7bNT5JGxqfZdmAOGRGvBS46ZyPxaIjI5F4mh/excvVaXn/6OrwNbnzeBkLRp6g2LUeuVhnc/SQr19UmNlOjB1i1/gxEUSQwPcopm8+vxyBHD+4hGQvj8vjI5bK0He4Jeevdj/Gedxy9OtCxQFVkqrJaN45Qc6e22WvGXlYEcmW1nnwjCALGZzw1UkWVvcEKAjrO69Qw5ttC7z//36JewxJLHC+O2xTvv//7v/9qb7ETzT1/eJyx+yt0+1bhsbeQK6bZ2HseBr2J1oZeJFHCY2tGI2mfFRuqymWi6TnMBhvtnj6aXZ1YjBZMOkvdOAJYDHYmQgeQ1YWxLEWBydABXFYfDbYmun0DNLs68TnamAgdZCp4kPtu2VovzD1Z2bp1K0ajEUVRMBgMeL1evF4vU1NTiKJIOBzmO9/5DtPT00d9zM5l3fityfrrOSlJ40BNLlBVVR7fN4upoRNrQzsZTRO33/UAd999N8lkkpIsMTIV4aldw5RKNZk1o7EWy4yEZmhp72Vw15MM7Xsas9WOIAiMHdqLzepakKCj1elZc+oWupetYfWGM0jFIyiKjEaz+CIb3ae/AcPyi3jKX6nfg6dnZBpM8KTlEsSVb+GxuYW/gVxZRVVV5jIKqaLKxhYNrTaRkiyi9Dx/KdgSS7zaOG4GMp/PL3CRvdIY3hZGK9XcwRaDHYPWiChKz6r/EQSBRCaEPzqCoioUSlkUVaVQzmF6hjF0mD1UlJrhDCX9jMzuJZjwI4oaEukwwfgUc/FJRmb2oKpVlrVuwKi30GCd7zOYKSSRBJHuxlU0W/v5t2v/e3FuxiuQ4eFh9u/fj8ViqffDi0ajCIKATqerd9iQZZnHHnvsqI+r1WpZ8y/nETlFILIWOt6/EZe3Vk9ZKpWQxfkQgUajJRrPIEkSit7Nxgv+hmWnnIds7eaBp/YBsKzTSz4ZQpGrON1eXA0+HC4vkkZDMDBJS2cvqVSMqfFDzPrHmfNPEAvPUizkmPWPE5qdQtJoiUfm2LxhxTG8g0eHRqPh9P/3B3Tv+Bk3J1fxcK6Xwpp3E7v6KSxSldWx27m4o8IjU1VGYjKD4QrBrMLtQ2VkFbwWEVUQ2ZcwsK31GtDoGLnzB6QiJ5+w9RKvPU46LdbpqQA//uyfUUtaVBLYTW5MeivFagEAvcZIKhfDbnZTKOUw6EyUqyUKxSx7xh+jp2kVTc4OAtExcsU0ZkMtgSCeDdPlW0k8G0Qn6enwLkOnqT1sZ+OTNLo6Dv9/Aq1UWynYTW6imTl8jlrheiwTYsXhuKTV6CCXSCHL8kmTtPPAAw+wa9cuotEok5OTCIJQ74yi0WhQFIWZmZmXfT9sTjvr337Ws97X6/XkE0Fcnlq2cTYZob+7hUN7nsDStLB1U7ZUm0i1tTRyoU7LrQ/VslZFUaJcKtLY2lnfVxBF7A43DpeHcrnEwX1PUymXaW7rplwqsmvrQ5yxtouerraXdV0vFUmS2PD6K9nw+ivr743ueIi16XsZKwv0ukRAYC4joyCwvkkiVlAJpBXCWYV+t4ieHDNP/oi+OaG2ct7xEwKbP4IuuBPZ2krfpR84ab7HS7x2OOkM5C+/eg8+Uy8czvKfjgyjlWI4zA0EE1PISpVoag6n1YfVaMdrb8Vrb2U8eICVvhUkchFi6TksRif5UpZoepZytYwoSszFJ7CZXKiqUjeOUBPCnkcgnU/gsbegkbQYtWYmQgeR5QqKUl0wVo2o5Udf+x3/+PF3vOYTHvbv388DDzxALpdDFEWWLVtGJpMhGAzicrnIZDJEIhFWrlxJIpGgUChgNBpJJpOcffbZL+mco7sOUc4UaFvTg9VhY9uuA7haeglMjiBJGpRCHLOvCUmSKGbj9VgoQDIe5o/370KnUdiycTnr+hoYjSZpbO1kxxMP0Na9DEEQCEwOY7E55nVVdXp6l69BezgZR6c30N7RxZte/8rqdqE1WCjJIlpRJldWabKKDEVlzu2qPTJ8lpr8HKpAIKOyyiPSbBNIlSCSkzFqD5K9+VpWemru2MHYBKuu/uYJvqollnhxnFQGslwuk4lUsD8jp0NVFRqdHfUH36HAThwWDx5bUz2eqKoqFqMNndaAz9FWy+SbfBJJ0qCqCstaNyAe9lbvn3oKh9VLpVpGezimVKoU6sfJlzLoJQNDgV24rF5kRabTu5xoehaj3oo/Mkqbp5dKtUymkEDZZef3P76Hd/zjq0u+78UyNzeHJElUKpV66YbVaqVQKJBMJlEUBbvdDoDT6SSbzTI+Pk4ul+NnP/sZAwMDXHrppUedRf30bx7GuaOCTdIz+MBDLPvAWWRLCiazDZP5sFcgKHDfffeh1+tRKgm23/drfK3dWE16zL5lKEYzReDeJw7w1gtPpTEwy1woyG5JZXj/TkrlAv0D68lnhxacWxQlspkUNkfNtWszG55T2utE0rFyI/sH/pXWfd9mKF6lgoj0HHM0i05kfZPIU4EqpapMj6umppMqKuwLlem2aTBqQT/10KJfwxIvzL59+5iZqdX9arXaZ8mJ7t27l9nZ2QXvrVq1itbWk0M+8KQykFsf3YUWA+VKEZ3WQKVaJpmN0uLuQSNpSecTFCt5lrduwB8ZwWNvQavRcyiwg3ZPf/04/sgI3Y0rsRhrD+yR2T2Y9DZKlTxmg4N8Ic22yH00u7sw6syAwMHpp7Ga3LS4uolng+h1JuzmBnQaPflSBkEQsRhsJLNhJkIHqchlHGY3hVKWyf0n6IYtIpOTk8Tj8XryyxGq1SoajYZCoYDb7SabzWKxWDCZTOTzeXp7e6lWq+zduxe/34/L5aJYLLJixQrOOuvZbtRMJsNDDz2E9dEMTdaaS7O16CTwxAiNyz1sf+BRZib2opTzmEwWtEIFrVaLKIro5BR2IYGveT1F7XzbrOzhIbe3NmO3mjkUkrC5POx5+hEMRjO+ljZGDuzE4fJSKuaRNDrCc/5ag+R4iHPWNj9rnItNeGKQxJ+/gFRKoqx6O/2vv5pV7/wPInPvp1VViI5sZ+Yn7yJZVHAYRJJFhemUwoU9WkpVFadBwKidl6azG0SaLAqZkkIoJxAyaek7wdf4aiOdTuP3++sx+OPBPffcw7333kswGGRycrLe0uoIX/nKV3jiiSfo759//n34wx9eMpCvNSbH/Nz+s4fxmQdIFxKoeYWqXKXN00ciGyGViyKIIvlilngmjFFvplDOMRufIpmL0WDLUChnUVWVdCFOu3f+C2M3uVFUGZvJhUlvwaS3ksrHCCcChPJxdJKeilKl2d1JJDVDi7uHilxmKjRERS4iCRqa3V2k83FK1SLVaoVlrbXOH1W5wmzqtW0h9+7dy9TUFG63m0wmQzwex+Vy4ff7EQQBp9NZd7MKgkAoFKJcLmM2mzE+Q6Vl9+7ddHTUYr2Tk5OYTCY2bNjAfffdx5133omiKKiqit1u5/RK54IxKKIK5Rzju+/FaDTicjgAKBZlKpVKPSnotNNOI5KukKvOx4ZN2vkMT7vdjon9qGoDvSvWMTl6gM7eASrlMtHwLDq9EUplJEkiPvYk73/PO0547bCqqkR/8T4GlFocNfvwVqbc7XSccj6l6ATFqV1M3/tDLu7W4k8pzGVkJpMyF/bUQgfTKYU1jZqay/UZGLUCRVlgOCrTZD3A7k+txnnZl+nY9IZFv8ZXE+VymW9cdx1s20ZTMsXtDjts2sRHvvWtY14n+9GPfpSPfvSj/OY3v+Haa699zn2uvPJKvvSlLx3T875aOGoDOTg4SKFQYOPGjUe1/6WXXkqhUHjJAzuWPP3YXh7/5RQd5o0cDOzAY2tGFCRS+SB9zetI5WLIqky/bzWt7h5GZvfic7QCKt2NKxAF6ok0AKlcbEFfQUVVEEUJRZUxHa53tBocxKQ51nadCdQ0XQ9MbcOgMwEqxXKB3ubVZApJouk5ggk/eq2JnsZVlKslRmb3YDO5sJvceDxHpzv6auSxxx7jV7/6FUajkWq1iizLFItFpqenWb58OQaDgWg0itVqRVVVrFYr1WqVVCqFTqerlx8Eg0EslvmsYq1Wy9jYGA0NDfzhD3/A6/UiCALJZJJUKsXT4gi+vBO3wcGYJcrAxrP48U9+TDabpalpPrPYYDCwbt06nE4nvb29tLS0sFxVuffRnSSzYNDAOZsWyiteftHpbNt9EFkj0G21MhncT6vVwgXr1jIWiKOoKqv71tDk8/BKIJvN4soMweFFsUVbJRg8wPhjadx3vZ9WTYlgRganRJu99p2vyvDgRIULumtGUlFVGi0iwzGZiqyCIBBIKcykZc7t1NDtkoBphv7vKvIrpzCdpB3qj4ZvXHcdZ99zL06NBjQayOaI33sf37zuOv6//178zPZYLMZDDz1EY2Mj/f39r/l8iGdy1AbyzjvvJBgMHrWBXLFi8VPWn4+9D0yjUU1E0jMYNAYkUcJidOC0eBic3oYgwKqOWoG3Xmukxd2FUWdBFETm4pMoikogNoZZb8Vp8SKJEoHoGHqtgVwxjU5jQIMGmI8jpfIx2hrmV5kuq49AdJSeptUksmEa3M1U5DLFco4uX+1eZQspMoUEVqMTs96KzegknAxwzhteXfq2R0u5XOZPf/oTGo0GURTrAuSBQIC2trZ6U9aGhgampqYolUpUKhUSiQQ+nw+tVsvMzAzFYpHOzk4SiUT92JVKhXvvvZc//vGPWCyWehylpaWF8fFxypYyv9U9gVqUsVjs3PHVJ7DZbDQ1NZHL5TAffoDn83nOOuusBZJ2giDw+rNPed7rkiSJzaes4tDIJDvGFUy+VcSTQRBELjhz7TG/jy8Xi8XCtGsDjaWnARhNaZnbehPExggXcziNAhW5SiANrTaJclUhX1FIFlRG4wrDchMT4zN0OUSyRZmVPg2JIjgNEhf1aokXVCYSCl1OkXZzma0P3Ma5b/rbE3zVr0zS6TRs21Yzjs/AJUmo254mnU4vqvTe2rVruf/++7n++usZHBzE6/Xy29/+9hX1fD+enBRTAVEjMJeYxGXx0dW4EknU4I8ME0nPIqsyWo2BSGqGTKH2gJVEDSo1BR1FBYPOSKu7B6POwqHATsqVIjaTg0whiYpKtpAknJhldG4/s7EJZEUmmYuRyEbqYyhVithMtYJxndZAvpwllYvitjbW97EY7RTKtdpRSdKSL2fR60ycdu6axb1hi0Q+nyeTyZDL5Ras/iwWy7PEGSwWS/19j8eD0WgkFAohCAKFQgFJkjCbzUSjUWKxGAcPHiSVSmEymfB6vfXV5qFDh4hGo7VjWEyYXFZkWa57OywWC5VKhbm5OSKRCJs2bXrJ/e/2T0Qx2WvarSZHI/tGQy/xTh1fBEGg+er/Yajz73lafxbZYokt4m62eDJ0u0RcRoFUUUAS4LHpKvePy9j0An1uCZNWwFzNcHqLRKdDJFoQ0GtEMiWVZmvt8eIyClSV2t9z51yViafuPJGX+4rG7/fTlEw957amVIpAILCo4/n4xz/OXXfdxf3338/U1BQrVqzg3e9+96KO4URyUhjIzW9ajihJSFJtVmYzuTAb7PgcbXR6ltFgbcJjb0FAJJTwkykkDyfXQFUu0uyu1cAZdCYsBjvL2zaiqiqt7h56GlexvO0UHFY3vU2ryBTixDMhBCBbTDIdGWY2Psm+qScPu1drwgS5UppCKUskPV9QnS2kKFVKBBPT6LVG3NZGKkIWh9OxqPdrsXA4HGg0GiwWC9XqfIlLpVJBVVWKxVoz6mg0isViobm5mVwuh9vtJp1O09PTQ0tLC319fezZs4d8Po9erycWi9HX18eKFStobGxkZGSk3oZt+fLlrFu3jmAwCNS0VmdnZxdkkdpsNorFIpdccglve9vbXvL1qSzMTFXVV1am6jNxNraz7D03Mjo8xFrv/Di9ZpHZjMrmNolEEU5tlrikX4tGEnCZBJ5yXcFqZwGbQUQrCaz2iTw9UyFRWDjByZVh11yVWF6lsfPk6Eb/Umhra2POYX/ObXN2+wlNjtHr9XzgAx9g586d5PP5EzaOxeRFJen89re/Zfv27X91n3e84x380z/908sa1LFGo5EoV577D1qqFuvxRYvRTiwzh1ZTc+1VqmWK5TzxTIiKXEYQBHLFdG2bXMapm2+ZZDe5iWdDmA12VBTavcvqMcpIagYB0Gr0hJJ+JFEiX8wCKsm8n6pcRhQ1lMp5FLVKq7u7/sBedmrLa7rAWlEUnE4nhw4dqq/U4vE4Ho+H0dFRGhoacLvdaLVacrlc/V48854YDAasVisNDQ1ks1kqlUo9eUcURTweD1rtvFyaTqfDaDSSyWRIJpN4vd66CIHBYEBRFDo7O1/2bH1Zm519M3FMFhf5VISNPc+tGTsbmmHPoV24HV42rt54wmI8Ox78E/bSDOMJqZ6NGs0pSILKoaiKzyyi19S+l31uifvjPk5716cx/PiW+jGyZeh3SZQVOBiWWeGVCGUVXCaBVptIIK1yxuXPnQyyRG1yxqZNxO+9D9czvuNxWUY4bdOiulePeFae6d0ZGhrCarUuSI57LfOiDKTVan3BGYzjcPbfiUZRFPbsOMDUmJ/7f78LqWxkJjqOQWcmkpqh0dVOOBWgUFoohycrVebCQ1SqRURBg0FnJpqew2FpwGpw4LY2MRE8gNPqIV/K1uXmkrkoRp0FFQUBoW4cAQw6M06zF73GiMviI1/KoCgqXketp2EsE8Sst6F3GBkN7iNTiGMxOpHcad56zQWLd9NOANlsFrPZzPLlyzl06BCCIJDJZHA4HLS3t5PP5+sSc4qiUK1WKZfLKIpSP4aqqvUHh8ViweVyEQwGaWysua9lWUZVVUqlEqVSCZfLRblcrvV3dDopl8vk83l0Oh1ut3vB2F4Oa1b04rIHCYZjtHb7aPQuTMqpVCrc+tDN3D/yJ7zdHnSCljt+/3s+9obPYrMufoun0Z++n/VuiWhBJROsoqoC8YKM0yDiNYuU/kIa2HvGVRh1Gh6aM9BlzKKTRJLFeWFzFYU/HiqzpUOLzyKwa65KtW0z9sMtw5Z4bj7yrW/xzeuuQ932NE2pFHN2O8Jpm/jwN4+90MLU1BQHDx5kz549VKtV7rrrLgBe//rXU6lUOP3003n3u99Nf38/+/fv56tf/Sqf+cxnXnF1u8eLo+4H+bWvfY1gMMjXvva1l3XCxejzJssy//PlPzK2M0KzqxtREJmJj2MzuohnQ3Uj1ehsJ52Pky9laXS2k8iGmYmN0eTswm1rpCpXCMTG6PQuByCcCmA3uQknA6jUjKJJZ0YUJWRZpq9lDdH0HIHICF5nG82uLlRVZSJ4AFmtYjE4KFULpPNx1nSesWDMB6afxmJ00OruJl/OIjRF+PB/XF2XWnut8vGPf7yu2VutVimVSrS3tyNJErlcjpmZGTweDwaDgUAggNPpJJ/PUy7XVvRms5lMJkNvb2/9RxuLxeoxRa1WiyzL+Hw+JKnWrmlqagqj0YjVal2g6er3+3G73VgsFmKxGP/wD//A2rXHJ6kmmU7w/Qe/xVhgjNXnLUdv0lPIFPEfnMVWcvJv7/7P43Le5+Oxm39M/uZ/5cIeDYIgsDsoU5ZVIjmVbqfICo/EdEpBVlQ8ZpG9xRbWfX4rgdtuoPr4dxnw1ubaQ1GZZQ3zK5/7x8oUqmDTC4RlK5f9dAaN5oXn5Uv9IGv3IBAI0Nraetzuwa233sr3v//9Z71/++23o9VqCQaDfPe732VwcJDGxkYuv/xyLrjgtT1pfyavyTrIHU/sZ26wSKOjo+bOLGUpHC7GN2hNxDNBOg9njtak4VQeG7wDn6Mdo95W776RyIbp8MxnkHrtreydeJwGezPVahlZrmA01Hr8latpIukZ9Bojja5ObCYnkdQMiqqQzMdY372l/gCfjgwv0HFN5xPoNHocZjdziUk89lZWbBh4zRtHRVGIx+MoilLv9ygIQt19ajabsVgs9XZWXV1dzM7O4vP5auo2ikI0GqWlpYVQKERjY2M9bqkoCpVKhXQ6jUajobm5VowvCAJGoxGdTlfPkoWay3blypVAbeV41VVXvWTj+NTOAwwFsqio9DaZOetwL8ojFAoFvnjzvyG6oKnXi95Uq4M0Wg3ojVryUnqBrN1iEL7jC1zYNi/Wv65RYiQm0+0QGY3LgES7XaRQUXkkaGTj9XdistoQ5Ao6zby3xKITOBhV6XbAUExBKwlYzTqEvgu5+L3fPyrjuEQNm83GwMDAcT3HZZddxmWXXfa82xsbG7n++uuP6xheybwmv62qqiAgoqo1N1wgOkpf89r6j39oZheyIiOJh5vvyhWWtW7AY28mnY8Tz0TIaJPoNAYK5Wy9trFUKdDS0FPPPFUBl8WLRtKilXTsn3ySVZ2bSefjpPIxNKKWbCGJw+xe8LDTSDoC0VHMBnu91MNp8aKRdLS4e5hI7Oaf3vjPi3jHTgwPPvhgvf7xiDs0l8uRyWSwWmv3vFwuEw6HcTqdaDQatFrtgsL6I3HJaDRKuVyuP4ALhQI+nw+Hw0GhUCAWi9Xdp0cEA8LhMD6fr14f+ZGPfORlz9Sn/TOMJ7TYvDXBAn8mw8RUgK6O+dDEwwfvQ9MgYLAYKOSKCz6vN+nJlfMUi8VFi/PIsoyai5CvgPXwrVVUFRVoMIs8GajUDbasguOCj+Ju7gTAuvnvmX7yF0CtXZbJoGV8/ccobv8Oqz1Z4kIDxbf8D+0bXrco17LEEseSozaQV1555bNkwF6pnHLGanY/PMHknhk89hZkpVo3UNliCo2o5ZB/O157C4qqMpeYZF33FoKJKWwmNy0NXQzP7MZssJIrZmiwNSEKIql8jN6m+ZILraSlUi0djinK6HUmpiMjpPNxHGY3GlGL2WBjLuEnX8pg0teK3XOFFP0t64mkZ2h0tqM5LGY+l5jEpLew8dyVGIyG57y21xKFQoFKpVKvOYTaqnF6eppSqYSiKLS0tKDVaolEIiiKsiA5JxqN0tnZWVfb8fv99ZViKBSqx8ONRiOpVIp4PI4sy7hcLmZnZ7HZbAwPD6PT6Uin03zhC1/gyiuv5JRTnr/G8YWIp9IYzfPCDgaTlWQ6sWCfilDLqM3Es2gNWsZ3TmHzWCkXKzh8NvLpwqImQTx48//whl6B6ZRaE7vQCkwkVdb4RPaEFUqyyK2HKqzwSKSLCpGHfgh/+wkAGvvWIX/kYR7/4w2YteA4/e/YctqlRM55O5NTg9g7VtHevpS1usSrk6M2kO3ttaaymUyG//3f/+XJJ58kkUhgt9s59dRTec973lMv9D7RaDQa3vept7Br634ee3grQkgkU0igEbUUy3l6mmour6GZnVgNDjz2Zg75d9DS0FNPuhloO5WDge24rI04zB60Gh1ajZ5UPobd5EZVVWRVwWaqXfN0eJgGaxNOq5dgYgqfo71ulDPFFJl8imwxVVu9CLXVqIBQN45Q696RV+JcfN7RiTG82lmzZg133nknhUIBm81GMpmkXC5TKpUwm814vbVkjnK5TDQaxWazUS6XCQQCGAwGSqVS/R6Xy+UFCTZ/6cpTVbX+/cxkMiiKgqIoLFtWc6GHw2GMRiM33XQTkiSxbt26l3RNfV3tDD58EJOrlhmdi/vpGVgo9LC8YTUPH7wfrUmifaCFoadGcTTa0Gg1qKpKNra4fVQzj/0IjU1gWYNIqqgym5GZy0LC3EPbNd8k/d1/5ur2APGCSoddgz8dxH9wB20rahOJlr6VtHzs1wuO6Wnvw9O+pL66xKubF5VPPjQ0xMDAAB/+8Ic5cOAA5XKZkZERPvnJT7Js2TJ27tx5vMb5opEkifWnraKp2cuylvW1NP7YGA22moyYqqrYTG6a3d20uHvob6lJzh1BEAQqlRKRVIBAdIRoapZcMUUo4WcidIDto/fT4u5esL/TWnugS6JmYQd5SUciGyRTSJItpGhxdZMvZciVMpQr86vyXDnJG/5lNT3LO4/z3Xll0N7eTmdnJ2azmdHR0XpRf1tbG3NzcyiKQiqVIp/P18WSq9UqTqcTQRAWiAno9fqaCslhNBoNc3NzqKpa13c9IiJwRLLumeUURwyqXq9naGhh940Xg9ls5qLTerDJQWxKiNdv6sJmsy7Yp6+tnwu63oikr51Tq9MSnowRnowyNxKiz3l8405/Sb86zmCkloBj08N4SsOZ35nhvK/vYucfvoYjN8GekMJEQuFgRCaeVxl/6vZFHeMSS5wIXlQM8pprrmHlypVs27ZtgV5lLBbjn/7pn3jXu97FgQMHTmgK8JMP7Gbfw9MEgzMISgiNBPGYFZPWi6wolCpF9FoDslJd0LNRFCUS2QjN7q66xJwkaVjWsoFSpUAoGUCvNWDUmXFavRi0JoLxKZrdtUzVWCZIs7sbSZSQleoCrdZiOYfT1ki1WkavNWI2WDEbrGQKSbaN3EdnYx82n4Fr/v0iVqzuf75Le00yMDCA3+/HYrHUhZgNBgMejwe/30+lUqGtrQ1JkmhpaeHgwYNkMhkaGxupVCqEw2EkSUJRlHq8slwuk06nMRgMxGIxjEYj7e3tzM7O4vF4KJVKeDweQqF5ZZtKpRZDU1V1gcv3pdDgdnL+mc9d83iEize/gZm7pgnPTuPr8TA3EkaURHxqCx+87CMv6/wvlpyi41RfmbGESkVWMXZtwuZwoCgK+on7uKhfh+Fw/eO+kIxBq5Kx+RZ1jEsscSI4agM5MjLC4OAg09PTz0pkcLvd/OIXv6Cvr48nnniCM88885gP9GjYv/sQj//fNDrBQLM7wYq+Wt1ZIJjhia1z9LecQig5jSCIFCt5Mvl4PeEmmYuilbTMxMYwaE3IiszK9tNqdXmFBD5HCxajg1KlwGx8ki7fCsaC+xma2YXV4KDR0c7u8UdodtWK/CdDB7EY7URSM3T7VmHU1x66sfQc/ugIVblCVa7isTaSlyK0WQe4/5eDzJwe44K31nRhZ6aDPHzLHqpFhf5NTdjcBiSthmUrXjsxnUsuuYTdu3czMTGx4P1sNktLSwsGg4FkMoksy5hMJjweD5VKpZ6EEw6HqVarKIqCVqtFUZS6rJwg1LrbH8lslSQJk8mEoigEAgGSySRarZZisYhGo6FcLtPT08Mll1yyKNf+3ouvZTY8gz8yTcuWNlp9J0YlRTz9WvY//hWMWoGcoqPnLZ8Eam5rARF/SsFnEbHpBTwmSJYEOk9/4wkZ6xJLLCZHbSB37NjBBRdc8LxZfnq9nje+8Y1s3779hBhIRVH41X/9GSnvIF+Kc9mmebdWa6MVVZpGVqo0Og+3QwodordxNQf922mwNaHTGFjedgoz0XGMOguJbIRcKY0kakgXEpj0FjLFJE6zF7OhdmytqKfF3UMkFaDZ3YfD4mF0bi9Nzg66G1dSqZaJZ0J14whgNtiJZ8M0u7oIJf14bc0Y9GaG9g3R37KOwT8n8bQcZM2py/nDtx9DSDs45N/Fg/c8zrLWDRh1JvZuGuft//D6xb3BxwlRFPnUpz7FL37xC5588kkkqVZTajab62UYDoeDWCxGtVrFYDDQ0NDA3NwcTU1NWCwWwuEwXV01OUBVVRkbG6NQKNDb21vPeC0UCmSzWWZmZuptsgwGQz1j9pxzznlZsnIvlWZvC83elkU/7zPZ+HefY7xnPXJkjObeM2ge2ISqqmz/6uW8aVktXDAaVxCAyZRK3r2W5S1tL3jcJZZ4tXPUMchIJPKCKjptbW1EIpG/us/xYmxkAiVtosnZSYtrGaHofKJDNl+i2bGaSGqGSrWWQViqFjHoLZgNdjz2FuzmWoJHppikUi3T37KOcqVIJBmg07scr72VJmcnyVyUdD7BVOgQs4lJDvq3Y9CayBQSGHQmmlydKKrKnrHHGAvuw2n2MDK7tz6Wmfg4vU1rMBtsdDeuJJ4NodcasZtcRFKzaCQ9sbk0iUSCXEjlwPR2mt3dbOx7HYoiky2mmd2mMHxobHFv8HFEEAS6u7vx+XyUSqUFbayOcGS1d0T2Kp1OMzk5ydjYGDabDVVVURSlvmJsbW1dUA5ypG2W3W6nsbGx3l/SYrEgyzJ79+5doM7zSmF8z2OMPPI7JvY+eVzP0735TfS9+TqaBzYB8NhPPsua3GP1cEmvS+Su0TL5MvS+8yvHdSxLLPFK4ahXkKVS6QWLfI+4q04Ebo8Lnbb2QDTozEyONhJLjqDVGIiF3Vj1zVj1MDq7B53WhHj4h58vZSiW8xh0JjL5BFpJj9Nac826rD7ShfiC85SrJSRRgyhJdHj7MWhNOC0eMoXkYZFyAYelgVI5D4KKKEqY9VaeHn0Ah8mNxWBfEKMVRIlIaoZ4LoLD5KJMhs6BXhwOB1khjMfehMNc0yi1m92EkiPotSpypcpriRUrVvDAAw+gKEp95XhEhi4ej9df5/P5epZra2srqqoyODiILMvodDqSySStra0UCgXC4XA9EzYWi9He3o5eryebzTI7O0tfX1/9bxGJRBgcHGT16tUn5gYAe0Z38lToYRRUBqzraMwVaU88hFEnkZt+moO5JCs2L4771zL0W1JVBZuhVlYjKyo6SUB3yrtoX3vWooxhiSVONC8qSefRRx/l//2///e827dt28aGDRte9qBeLPt2DHFwm590dRaP3FLLQC0bqZS1pEMDqKpIpDyDoijkShnimTAD7ZsIp2ZosDUxF58gXUjQ4V2O1VRT0s8UkuRLGbKFFFW5gkbSUpHLqIqM2WA9bCglnJaaMbUaHcwlpgEF8mDQmxAFCZe1lsxQLOdodHYwG5+o10QWSlnMehuiINLW0Eu6EGP1pW66+2olNevP7WXfPQtbJPW02Hndqc0MP7wd+VAA8/JWula/+vtFut1urrnmGh5//HF2796NXq/nwIEDGAwGjEZjPR4JtdXkkYxUWZZxu91oNBqKxSLt7e0cOnSIgYEBAoEAsVgtM9lsNpPL5bBarQwNDWGxWBZMVFRVJRQKnTADmUgmeChxF4YWLSKwN7uV/IEYNrfM1kwOiwKE74FFMpAmk5kpf62UyaiBuaxKq13CsOa14dpfokalUkGWa8phgiAs8Lr8JYut7vRK4KgNpNvtJpVKceutt/7V/S6++OKXO6YXxdD+MW65cRvZTAaL1MR0dBidpKcql0nk3KQL+/HYO2hy1IxOuVqkwdbMWHA/Br2JWDpItVLB427EYW4glg4xPLMbl7URn6MNn6ON0dm9lOVaBqrP3orFaGcmNv4sN2CumMRqdKKRtISTQXqb56XKfM52ZFWmt3kNY8FBdJIOq8lBg60JQRCIpGZodnYTmZjvOnLBW07nwJO/J52PYzO5qMhxNix34bE7SOfS9Fi8zB0MEW/24HK/MmpQXw6tra284x3v4B3veAdQSxK58cYb2bdv3wJZOKvVWi/4D4fD9YxqVVWJxWKYTCbK5TIej6de+hGNRmltbSUcDtPY2Egul6NYLGIwGFBVlWg0Sl/fiavbmw3PoHPPiyDoLBoOxiMc6PJh6W6mWqrAvUMsVoWs9oJPo/nV+/GZK1QVgWVuCKRVlL2/hvMWP1a7xPHhn//5n/nFL36BoiiYTCaSyeSz9rnjjjv4zGc+w+DgIP39/XznO9/hvPPOW/zBngCO2kBeffXVXH311cdzLC+JnY8NIco6DDozPkcboaQfQRDw/YVCzRFcVh+yWsWkN+OyNtLtHSAQHSWcmiHnyBLLzGHW22iwzTcy7m1ew0P7bmF5ywYsxtoKU6vRoSgKiWwYp8VLKOmnUq0JaBfKOcwGe72kBCCeCZMrZZCVMm5rE3qtkWwxTaVapiKXKZQyABT983Ewh8vOdV97Bw/fvY3owVEu6B/AY6+d/0i8rNHiYCYUfk0YyL9Ep9PxsY99jEOHDvGDH/wA++FrTyQSOJ3OWhnCM2a8R+KPXq+XcDhc12vN5/PYbDbm5uZoaGhAp9Nht9uJRCL15J8LL7yQjo6ORb2+WDLGHYM3kVYSmKoOqpKArjaPoxiqEGjQsay75qHQ6LUkej1/5WjHlu4tb8e54lzuu/4i+qrDaKVag+SR6uKKGJzMpNNp/H4/bW1tx02s/Ec/+hE/+tGP+M1vfsO11z67Ddldd93FO9/5Tn74wx/ylre8hVAoxPe+970lA/lSeabm5WJQyBVwWjyEU7XefUdqD5+pUCMJ85dZKGfRSgYMOnM9ttfuXYZeZ2Jsbi+rOzeTLSbJFJJYjQ6g1si4zd1LuTpf1G/QmkjnYpSrReYS06SyUVoauimUciiqTKOzg8nwwfo5EvkgzY5u7OYGtBod48FBunwDCIJAOh/HoDXhsvqoJMt85/O/Yu3pyzj17FXYbFbe9PbzCc8MEHl0EEfVxER4Fquplhk7lgnT2/3ajgktX74cjUZDLBajWCxiNpvrknPZbBa7vRbXTSQSFAoFTCYT+Xy+/j2MxWJEIhEymcyC+l2Px8Pw8DAajYZ/+Id/WPTruufg7RRb0uiQqJLBOubEEXUgUyWVTmNvTxALJKhWqmi0GoqlKk/se5TTBs5YlB6hzgYP667+BoY/XIVHSpGSDQgb/v64n/dkp1wu89/XX48lFqXHbOLJXJ6su4F//uxn67XCi8WnPvUprrvuOv7mb/4GVVXp7Ozky1/+8qKO4URyTDqzhsNhvv71rzMwMMAXv/jFY3HIo2bN6X1U5BJGnYV4JkRVqVCqFFHU+ZVYIhdlNj5JIDpKKBngwPQ2hL+49Eq1jNFgRRAErMZaJ45wKkA4FaBULdDdtIpiJU++VOsRGM+EaWnoRRRE+prWsL7nbCRRQ4d3GVqNnnAyQKVSqrtpvbY2ssU0yVyETCEJUPfnlyqFeqxSK+mIHlLYe0uan37pT5TLtaxbb0sTvW/dQmSZDeuWZRR9RsZ1OZpft26B+/G1yuc///l6jCSZTBIKhYhGo+TzeWKxGLFYjFQqhdvtJhaL1TNa8/k8hUIBr9dLR0cHIyMjddd4OBympaWlLje32OSFhasxrVXkso1v54qNf4vT7kSWFWRZITQRITwZIRyO82T1fv730R8tWsZt27pzUa6+kyc6P8Nk62eRk3rS8fgLf3CJl8x/X389f+ew8b61azivt5f3rV3Du+xWvnfDDYs6jnQ6za5du9BoNHR2dmIwGNiwYQOPPPLIoo7jRPKSV5CKonD33Xfzk5/8hNtuu43+/n4uv/xyrrrqqmM5vhdk45lr8I+G2fHnOcqVEoVyHkUpk87HsJlcSKKEKldxWxtrblFVwagzk8pHcVo8GHQmwqkZtJKOcrVEIDpKa0MvdpMbk8GKUVdbqeWKtf6R5WqRoZmdNFibCacCNLu6EEUJLTo89hbimRBmvQ2zwcaRcLaqqqTzta4eJr2NYGISu7mhHluUlYWdaI8YdznoYP/OITacXksc0ev1dPcfFgnoP7l0Lk0mE//1X//FbbfdxvT0NGvXruXss8/G7/fz61//msnJSZqamtDr9fWEmyPttNra5mv2FEXB7/cDtQQFvV7PihUrTsg1ecVmAvIwoiRSLVdp1M2P87TOM9mx7QnCs0mWn9GHzqAlNBFhbPsUq19n5NDYQQb6Vh6XcWVTKWafehK5UiUbi5I8dAirojCTy9PuDDI4PMzm/+/5k/WWeOmk02kssSgNrc0L3vdYrZjHJ0in04vWH/NI9vgvf/lL7rnnHjo6OvjSl77Em9/8ZoaGhvD5XvtqSi/aQE5OTvLTn/6Un/70p2SzWTo6Orj22mu58cYbj8f4joq3/v0FiJp72f2nWlF+OpdAoYpOa0CvMWI22Akl/WglHaIg0eHtAVVlInSAXClDb9Pqem/GkZl97J14nHK1iMXgqNUlZmaxGZ1IGi3lapEOz3KCiSko1npEHkEjapAVmXI1h9PiQaPRMREcxKAzY9Sb8Dpq+/Y0rSaYmEYr6dgXf5LBlkfoSq9htXIW4Yofi+AAQFYrGEyL61J5JrHwHIm5KVzNnbg8jS/8geOMIAi85S1vWfBeW1sbn/jEJ8hkMvznf/5nfb8jUnVHMvSeeYxKpYLFYsHhcNDV1bXoiWVHeOOpl/HgnvtIVKN49U1sWXdufVuztwWX7EXbpkVnqIULfF0eErNJqkUZo+34dPsol0r4f/1/rBDgUDBIh9FIrlREljScv7wfnUbDtokJdv7xj2z4i7/FEi8fv99Pj9n0nNt6zCYCgcBx7xF5hCOG+Nprr61rIX/2s5/lq1/9Ko899hhXXHHFoozjRPKilHQ++clPcv/997N582ZuuOEGrrzySr7zne8QDAaP5xifF1mWEQQBURTxj4UwaC3otQaS2Sgt7h7MBhu5YprZ+CR9zbU2VaqqEkr6aXS2Yze70Wr0deMIYDJa6PD1MxU+RLOri1Q+Tm/z68kWUhQreZK5CGaDFbvZRaOjg9n4OC3uHlRVZWR2NwadmSZnJ6qqkshE0Gv1ZPJJLNaFgtUqtbrGnCFBct0sO9UZdqT+jFpR+du9nyFfTtN9loWBNSfG/bfv8bupDt6MWQfxQQuFTe+hpffE1Qi+EFarlQsvvJA//vGPiKJIsVikra2NwcFBqtUqGo0GRVGIRCL8+te/RqvVIsvyosTyjlAqldi1dT+o0N7TTHNrE69bd+Hz7t+obyNRjlLKl1EVBYPFQCaRpSs/QNfK7uf93MtheugQy1EBgVg2yyPDI6xoaqTBYkF/uIH3ad3dPLxvLywZyGNOW1sbT+byPFcKzFguzykvINZyLHG5XLS3t1OtztdcH+mCc7I0vj7qq3zwwQd54IEH+MpXvsKHP/zhBZ0QTgQP3XYribEhFKD9lE2Ex3P4jDW3p9PiqRs9s8GGXjs/2xYEoZ7IU6oUkZUqiWwUp6WhVtsoiIzPDaKoMul8gmZXJwAWo51cKY1eY0REpFQpIEkaGh0dhFMBgvGperPkZD5KqVKgwdZENDVLRSmTj6UpF8t0+lYQTc9RquSJpGaoRmR0bWbKHTmww/rIRv75mxejKgoNnobFvq0AjO3fgXjoJtZ3186/ayRI+eD9r2gDCfC6172OTZs2ccsttzA9PY3f78flcjE9PV3XWh0YGEB7+EG/mMYR4N4/PopLX3Od7X5kFPFckcbm53dTPTLyAIVKHrPDiCCJDD05hlAVecMpbz5uY7S63CTLZZx6Pcl8gS19vaxoaiKUSvPAoSHanE5AJZEvHLcxnMzYbDay7gYimQyeZ0yqI5kMOY/nmLtXZVmmUqnUxfqPCL0cyWv44Ac/yI033si5555LV1cXX/rSl7Db7ZxzzjnHdByvVI7aQL71rW9lbGyM66+/nhtvvJFrrrmG9773vcdzbM/LoX17Ueam8NpqsmPxfbsQjFomg4cQBIFSpYDF6KjHDyvVEqqqUpUrzMbH0WoMjM8Nki4mWNd1FpPhQ1TkIgIiyVyMnqZVaCQt48H9C84rCAKZYoqZsQexmt1MhA6g1xgpVgu0e/qJpYN47LUHYCA2htfRSiQ9y5rOMxBFiVgmyNZDd2M1Omnz9qHTGFjZeBpN+zpJzgbRVg2s9g7wxJ8H0ejg7Deegvl53C3Hi+jsFAdv+ypv3NRVf29Vl4eHp8MsbhOml4bFYuHd7343QF17dceOHYyOjmI0Gnnzm4+fcflrZDIZKOrgcFWKw+xmenz2WQayWq0195YkidnpWc5/zxYM5tqHTFv62XrrTvYf2seagbV/eYpjgq+1lZG16whv345Jr2PF4axfn91GMJ2mz+elUC6zIxw+LudfAv75s5/lezfcgHl8gh6zibFcnpzHwz99+jPH/Fzf+973+NjHPlZ/faTJeCqVQq/X89GPfpRisciVV15JNptl48aN3HPPPfX9XusI6l9Wu78A+Xyem266iR//+Mc88cQTNDU1cc455/CTn/zkr6owHCGdTmO320mlUi95NrR765Pk9s/3npQVhUNpB4VD3np5x2T4IM2ubkKJSSqaQxTyMrmcgbVd59VXlJOhQ7S4uzno347P2UYkNUNf89r69nQ+Qa6YosnVedhVO4FBa2YmNk5P00psJhdVucLo7F5MBhsmnYVCJYtZb0dFJZEN4rY20+hsr491dG4fvU2rSefjhFMBun0r8UdHMektaCQtRTlDk70HAE1Tin/83GWLql4x8vgfCT39ezb0+vBHMoiCQCxdYNayhsuv+dgLH2CJ56RarXLHLx7C66pNoGRZxtyqsGHTvKG74+lbOFjag1pVEFM6duzbzvqL1lDMFlEVFW9XAw/9/EkuP/8K3rHl3cd1vKqq8ugnPsbZvfOdY/YEAqw97OJ7emqaU//z+GWsH4vnxKuddDpNIBCgtbX1pL0HJ5oX7Sc1mUxcddVVPPLIIxw4cIB3vvOd3HfffTQ0NPD2t7+dxx9//HiMcwEqMB2O1l8n0aDkxAW1j0adhWwhRb4SxyJupMN1Ppv630AqF2MqdIixuX0gqIwHB3HZfPgcbbS4exacx2p0MB4aZDY+RUUu47E1MxMdYXXXZjz2FpLZCIIg4rA0YNJbsFvc2EwNxLJzNDk7WNG6iapcXnDMIxmqNpMLk97CXGUQu9mFx96CUWehUp5PKslMSYRDiztTD83N4LGbeOrgLD3NTvpaXazq9KBJjC7qOF5raDQa+k5pI5ScIRSbpaRLsP7UNaiqykN77ueHD3ybbbFHMTcZiESjWNbo6FjVRqVYwdflwdvVwPCTYyAoaE3aFz7hy0QQBBI2O5PR2u8smsmQfYbOckFdnDKTkxmbzcbAwMCScTyBvKxIa39/P1/+8pf5whe+wB133MGPf/xjbr/99uPa7mou4Ce0Yysui5l9o+PIikK+XKWY1WPFjVaqZX0qqkyumKGvcROR9GxdAcfraGUosJuWhm4sh+OUM/FxoukgDbZGArExGh3tSKKGkdnd9DbVknvGZvcjqzKdvpWY9bXYgM/Zzmxsgkwhic/RRrGcAxRWtp1W70WoAsHEFCa9jUBijOHWp5jU7+H0zKWoYhVd0Y3DXlNIMehMC+Klqq6Ew+k4bvfyubDJMWZjGRpdZjRSbf5kMelw6lKLOo7XIivXLGPlmmX1OszH9j3EIwcewLJKR9FSYm57iLnRME19XgRBwOww0dBWU0gSRRGb14bZbmbAvWZRxvumT3+GW79wAzt27iSYSrGurY2RUIhksYjzvPMXZQxLLHEiOSapSBqNhssuu4zLLrvsWWn1x5pgIIBVr2VyLoZep0VAYEWnF71OxxM7HyeZtlOuZqkKEM8U8Dlbn+Wi1Gv1deMI0GBtIp2PM5eYxKy3MxTYSaVaxutoJVNIUK6UcNuaMBssCwQIAOLZECvbT2MuMYkkSETSs7itTUhCLQGk2dnJD+KfpOLOo/RW0DfqEfUioX2TbMm/Hc1fHE9vUymIUSSdwHlvW3FUbutjRT6boZKe4bx1newcWZiZnMhVFm0cr3UEQeC2bTcTcA2T0sZRYmai0wlalzXXsp+DKSxOM4qsLBCIFlQ4y3MByzsXJxosiiKXf/ZzhCcmiN31Z5RkiglRZNk7/46OZ7hel1jitcoxz9U93pmBJpuNP+3YDapCR2MjqVwOvU7HTCTKugEHJoOBUlni4SfztHv6mYmNo9MayRUzmA1WYpkgeo2x3lEDIJmL0mBrJltIkium6fAuR0XBanTy2P476G1eg0FvIldMIwgihVIWo96CPzKK1eAgnArQ6OwgkprBY2/hoP9plreeAsBwdBfyBXn0Fg2goRgoYmg1EPfN8kfdf/Gm8X8hmFBwWryUpRTNy+2sPLWbTVuOTxLGX2No9xM0WjVMhVJ0+uzsGAli0muIJPO09i1+l5bXMnPVKURJxGAxUCnKLD+jF1Gaj3jEAgmMdiMHHhnG0+FGLcBG+1lcfNqliz5Wb1cX3n/6AKqqsvIk6+awxMnNq6qYJRaJ8PBvfsF5p6wDYGhqmgaHnXQuV1OjP5yarNfpaGsukY25KJZzFIppqnIRfzRHh3c5bmsjkdQsgdhYTTFHb0USJSRRolDJYqge1kWtlulvXUc4NUOfdQ2VaolkLkoqF6NUztLuW0GpnEcURGLpIC6rD62kw2tvZWh2Fx5bM0MN29Ba5m+zoBNQVRVtxEir0Mde4VG26N5C3HAQR6mX/LCNJw/OkQhnueiKmqt6YseDyNkovjXnYXUev9KPXGA/FmMtvjU0HUdVFRKlCk5vC75Nbz1u5z0Z0WMkL5fQ6CSUqrLAOEoaCbkqo8oK3evb0eg0nCO8kdXLFse1+nycbK2OlljiVWUg77359wy0tzIXjZFMZ0nns+TyBQbHJmj1eWl7RsZ8uSIhChJuaxP+0igdnuXMJiYIJwNoNDoyuTgdvhUks2GsRgeVapnZxCSCCnl5Ard1BElWMCldaDIaDk4/jcfRikGrR7LFcetPRxI1FCU9gegIVpOrHv8UBAGNTeKP7u+SmkmgrwiI2toDUM7KiFEdl0U+hE/fhmKVGQ/vx1Jys9vxMBMN+zGWLaSfuoiLrjiT/b/+d/oGv4leA2OPrUD5x1uwe5qe6/a8bJxmHQ/syaFKJkRZwu4w03nxB2lq7zop9F6PJ5OzE+wJbkdCw5k953J+zxv48/AtJINpGtpcZGJZrO7DZUuzSRokL+4+K6qqYphysOrcV3YN6hJLvBZ5VRlIrUaLP+jHbrEQT6Xpam6mXKlis1pIZXKMz8whiiKZlJZ8uUxrx1Ok0lCOZCki0d4ZIx1ZgYCJUjmPUWdCtPgYjd6DzVqhs1tLLBnjtDU9uOy1ThDTs34EdRV6jZFgYhqd1kwiacXoyCArMrJSxWnxkSkk6o2VASKWacqnpFlZPo1Du7Yi+wrIBZlqtMqAZQCfvqa7KYoSklnDuLKXPafeB5JKeKbEr8SDbPv+n3jfwZ2sctauv6dykJGtN2F/4wePy/0dnlVxelYyE44iSXYiyQrn9Z8YndLXEsHoHLfP/A6dpzZJ+u2eCd53xr/y/i0f4lv3fZFMNUl4MkV4KkY+lUdF5S2b30Eun0ZAZOM5m5ZWb0sscQJ4VRnI0y94PTd9+xvodTqMeh0WkxGTwUAwFmc8MEuDw05FrhJO5Dh/c02Kq60RrNYy7Y0CmbyZrbGHWd7ZisFRZsY/gqif4YqLa4k8/lAYp8ODyz6vYNHW5GB0KIFZb8Nrb2U6Okxf83oksRZrTefjjMzsZkPveYSS04T008Rtswwv3wrAqG0XQrOCWBARdALOSDOZSBIs89eVUROU7UUELZTmyuhb9VQTVYZSQ3zeqOPssopTV3tAqtLx02ZVK1X88RjdLbVavUKpzO6tT7LutM3H7ZwnAyNzQ3XjCKA0lRmfHqO/exmva7uEm8Z/jtVtoVKs0LqskexghYH+gROuVrXEEic7r5pfoCzLPPzHP2AzGYmnUiCI9Zhjo9uFTqthLDDDTDBMV/tCd6CqqkzMBkllslgtAsHYHOtXenA3+nE5pAWzc4/DTiyVrr8en85g0XtrLwSQBLFuHAGMegsaY5JI6RH0hjy7LX/i0CmPo1pl1KJKRS2iFBT0zXoMTQZKpyeZzo7xh/yN7E09zsHiNrb33YmY0iJnFRChmqoiaAT0jXoqKyxcq9ioKio35VpoO+fvjsv93ff0NlLRKNpnaCwa9TrSwZnjcr6TCYfRRSU/nwVcjldp8tQmIWuWrePi9rdixIzRaIIxPZ+4/LNLxnGJJV4BvGpWkE/ddw/tJh1CR801eXBiasF2r9PJQHcn0VSKcCxBNl/AYjJSKpeZCUdY1tkBqJy+eoBoMsVsJEpLk8TBYRlFURBFEVVVcVgtRBJJ/KEwwWgS/0QbXV4DsiIzGTpIu6efp5P3orpkmovdpIIxNq5z0NVs5VBgBNlTohwqowoqygxoDTrKuTI6RUcpWGu4LKxSmPMNMacZopqsYmg2MDJxK1fepKEgy9y2UUSzdn6Judtr5tScnnK7QNfkIU4ZOOWY39/A4B7avA1MzMzV31NVFa3J8lc+tcTRsLp3DcGdMxyK70VCw9nei7A+Q2fzjJVb2KyehaIoi64Pu8QSSzw/rwoDeWjPbiZ2bkOjKsRTaVx2G+lslkQ6g8NqYTQwQ3tjLUOnwW4nXyiSKxaJpVIkMznsFguFUok2X20l2OCwMzzlx+d20tig8MQuP52tJuLpDDqNhgang6EpP0a9FqddJJqeRQVMlixb1Zs5cN42BIPAzqTIZnU1XtcKYukMvc0tvCu0hZ+1PkQhUcK4Xo8gCmgUE9mhLOY+M6KmtjIozhYxNBuQ0zLChMCnntbSrEr87zoRu6wQmcpjbDciCALVTJVKhxFBAZUXpQx41AiihFGvp9XnZXI2iKDV4utfwbmve/5uE0scPRduuIQLueR5tx/RX11iicUkEonw3e9+l23btmG323nb2952UrSxOlpe8X6cRCLB3jv/SJe3AVVV6W1roc3nxe108MjOXdz60KMk0lkspnkFmnQ2h0YSKVeqOKxmLCYTpfLCQnetRoNGkjDbslgsVVp9Htb192KzWHhi7z6WtbexqreLprYwze2T6Gy7uOR1TkLdgwiGwy5Zh8KMJ1g3vjazidO6V7Au0YmgERDEwwXeYk1V54hxBBA0AqqiQlHAO51lparjBxsVnrjESG6DGWObkcJgFs2BPJaZMm27Slx9pwfh6UFepHzu0WG2MjIzx0w4gqyqaCWJUj63aJ3rl1hiiYWk02kGBwdJp9MvvPNLoFwus3nzZiRJ4oMf/CBnnnkmV199Nd/4xjeOy/lejbziV5A3/c+P6TsstyYIAmZjzRD2trZQqVSxmYxki0XCiSRep4N4Ko3JoOfA+CSnrRogFE/Q5vMy6vczG4nR7HEzF40TSSbJFQus6ukmlc0yNRek2dNAOB7HbjITCIdp9jSwvLONwfFJBCnD47v3Yms0EidfH59aKKHY5g2WqqpkZnKUdWX0vnkVnGqhSjVbRXO4JlKtqMh5Gd2MiXSuRFCQCTTOx0IFUeDCaQ0f2K3hUEWmVxIwSEHkvV/kyWiUMz760WN2j5+49y4M0Vn6WpoolkqEE0maXQ7UYpbtDz/A5gsuOmbnWmKJJf465XKZ6z/9FSJjBUw0kCeKp8fIZ7/wCXS6Y5ekp9Vq2bNnD2azuf5eOBzml7/8JR/5yEeO2XlezbziV5AWUWVwfBKASrXK+MwcgVCEydkgGkkiXyxTKlcwaLX4Q2EkSaSrpZlcociuoVGSmSwAvW1tWM1G7tv6NHqdlk0rV2A+nORjt1ho8Xh4dNceLEYT/Z3tqMBYYIZQLE6hWMRps1KuyrxVvxn3jBk1rtAx7WKLsJzfjzzM3TPbSeayfGPXrQytC2EeMJMfz1PwF8gcyKBWVIqBIqVgiYK/gCqrtf+3pgm15vj3s8qI8SrVTJX8ZJ7yviztE1Wm5TJUVQyH3W+SIFB5ausxvcfpmUA9Oceg11Ms1wTWBUFAKZf/2keXWGKJY8z1n/4KlvBKVnvPp8e7ltXe8zFHBrj+M189pucRBGGBcQSYnp6mqen41Fm/GnnFryBT+SJWk5EHd+xCkRVed+qGetbp0LQfk0GP2WggnsnQ2dQIwLbBg3S3NqMoKhpJYjoYwmoyMTQ9TaWqEE2kUBWFQmn+4V+VqzQ47JQqZSioVKsy2UKR2XAUUZTYvKaL1b3d7Boa4T/63kmlKjObjvIjzd3EzysyFSuQ2Lacs40fo/XJ/Ty28reI3SL5sTyW5RbkWZliuIiuX1d3vWaHsmgdGoztRhLjRaqJCuVYGVVWef2kxFvTWtDAnsrC5rTiMfgCK4pCNBLB6XIh6Q2QL9W3BWNxIokkHqeTc89eikEuscRikU6niYwVaPTaF7xvNTiYHCuQTqePW3ePu+++m9/+9rc8+OCDx+X4r0Ze8QZSh4yiqJy1djX+YGhBSYZeo0UURZoa3Nz71NOkslkKhSKnrFiOVlu7tKm5EE0NbsYCM6zp7UUQYHjKTzBaolSpMjUXRBIl8oUiTquVFm+ts4bLZmPnoWHO2rCWydk5QokEkiDR19bC43v2YTQYiFXSxNcXEQSBFRObWW45FYBl0gYi4372NzyAZJRq7lStjE6jozhTRC2rqKqKqBXRNdTcsGqPkWpQxNSoJz+ex364s9BspUKTRsNoqYQGyDc10nvF5UwcOEDXwEsTrU7G4zxy06/RlfIUEZnLl7GUsmg1GirVKqoKWklDsVhCoz3+rZWWWGKJGn6/HxPPLSdpUhsIBAIMvMTf/V/jvvvu4x3veAe/+MUvOP3004/58V+tvOJdrLFYnN62FrQaDaIoLUgayReLtHgaGPHPYLdYyOWLtPi8deMIYDLoqVRljHoDlWqFeDrD2v5eGj0eiuUyVVmm1eehqsiYDPOJPqIo0uh2o9dqWdbRTqFYRlEVZiJRqrLMqp5OWhwNrAm00RCyoFEWxga0ZR2ZAxnkgkwp/P+3d9/xkZ31of8/Z3rvoxlJo963N/cKxgE7pgQbEuAX4xCbEJILNxTjQIhNCyWYm9yQQi71QoBwMcYYMK64rne9vWi16mVmNNL03svvj5FnLVvgpt2VvM/79fLrZZ2ZOc85R6vznec53+f7FFC71Cg3KSnFSsiNcpRWJfyOhU9kGhl7+yEqVSjWatiXhj8lSSLt8zP73ps4du0f8uin//4VJewcffJx7HIw6nQ4dRqUyShGnY5cLk8yk2F7fy92i4lcocChPU+/7P0LgvDKtLW1kSW84mtZKYxnacHq1XTvvfdyww038P3vf58bbrhh1fe/nq3pHuTxg/tRUG30GtvdTZycmSVfLJHKZGh3u5lbWMRuNqFWKlCrVFQqlcZUEIC5hUXMegNINRLpTGM6iN1soslmpc3VxBOHjqJRq5hZCGAzG5EkidnAQmMfAJVqBb1WS7vbhc1kYmZ+kZ7mFjZruskW8vxL7bfECjuxql3EiiFGzHswbjBSWCigdtd7iZJMQtejq29zqdk5XGbCXqZkU1CKFpFpZFRyFYrhIhO1Gp/dCFcfqlIqVOlVq5EkiQ6ViolCAbdCQfSHP2T8zdfRf/75L+u6VislnjuhIJPP06pU0t/ZTr5QJBiL0eNpJZPL4/K0vYrf4Jnhm5wh5Q8h16vp27FZlGUT1i2TyYSzR0sqFMeosTS2p/JxnD3aVR9e/fGPf8wHPvABfvrTn/KGN7xhVff9WrCmA2QmGqHN5eLo2ARb+nup1mpk8nlsRhNatRqL0YDVVJ9wncsXcNttHBmdAElidmGRTC5HDTDrDWjVarLPWREdQC6To1Iq0WnU7BwaoFKt1gsERKJUKmXMhvoD7EQ6jc1kIp3NNgKrPxRuVPLRqTVsNzr5b+uXMeWchCp+1NtOhaDnrulXLVSR5BLVbJW3jcoxT5Tx6YuE5BXu7asR7Vdh2mKiGCsy0waPK/O4nqosu+krJAmDXI6/WKRcKPBytQ1tYuyR32BSq8jlCyiVSkxL56pRq5BJS4XVq1UuuPSyl73/M2l2ZBzliRCdWgP+mQX2+IN07BiiVCjS3t0pgqWw7nz6C7fyub/7R2Ymc+hqDrLSUhbr5z++qu1EIhHe85734HK5uOOOO7jjjjsAsFgs/PKXv1zVttarNR0grS2t7PlNGJkkcWR0gnKlzM7BgUYZrpn5Baym+ooH5UqFYqlEsVJCo1LjttqpUS8KMOULUK1WmQ9FUCmVdDS7SaTTqJaGYtVLqdNymYx2t4tcvkC7u4kpf4B0No9Wo6bZYce3GAKgWCoxnvGznb7GsRbVFYqGHEpzCQ4VKKdVKAwKVE0qMqMZdN06KvkKlVQFXaeO7ESWgAW2RxV0x6FSq/GTzTk0rfWgq7KqKI9k+NQhDUF5aVmQLddqhMplJqwW3nLJJS/7uvYMDqHWagnMTFErlclNTC57vVqrEk+lSRTW3iLJwYVFTvzqSZQ1CAQX6bG3AjWOx0+yvXcDlWicn3/lPzHqDFjbm3njLX+MUjxHFdYRlUrF577yKZLJJD6fD4/Hc1oSc0wmE4899tgLtou/l1PWdICMzM+zra8XhUJOpVrl6Pjk82pU1hif8xGKJ8gXC4QTCQba29FpNEz4/Ax2tpNMZ1ApFRTLZZpsVvRaLaMzc8wGAjisFqZ8fjKFAt2tzeg0GqrVKsF4HJ1WQw3QazWNIBxOJKhRYyYQQFNTcvDkWKMH24QZuVVO0pug0g+VWJFisD5sqnKpyM3kKCQK2M6zUS1VqVHj+xfUKBwqYM9K7OmBtFPOc5OuyxY5d3eVeM+UislikXy1QqEGuWqVSKmESiEnn8+j0+le9rX1dHTi6egEoLN/kHv+7Z9otlkJLpXZ0+gN/M9/+Mor/t2dDqVSiWe+ey+tVgfFUoluWzMdTc3oNFrKlQpHJk/SZLVx2Zbz8IcXkKdK3P9v/8U1f/2nokqNsO6YTKbTkpDzLKVSyaWXXnra9v9aINVOS1mW3y2ZTGI2m0kkEi/6rejB//ouunwGqA/37T5yjA1dndgtZmq1GodGx9k+0IckSYRjCUrlMs3OpWWqFhZpd7uYDSzQsTT9A2A2sEBrk5PhyRmGutpRKZX4FoPki0XUKhX+xRA9nlacNgsAU34/wWiCaCKB1WxGJZfR0uSk2VFvZ9zrp8VhZ2YhwFcLPweHDGWTktJiiWq5Sj6QR2lUUs6WURqV6Hp15OfySKp6pZ1ivIi2XUtuIoeklFA6lKidasrpMtVcFXusyrfuqn+POZLLka5UuEivRyZJjOXzFG+4nnd89auv+veSz+d55tGHSSdTODxt7Dj/AhSKtfH9KRIMEfYGOPybx7Er9VyyaWejNz0yN8lQew+zi37KlQo9Le0AFEtF9pw8glVvImlRcNV73nYWz0B4uV7OfUIQTpe1cQf8HeQaPeQzJNMZYqkUuzYMshiJ4Q+FKRRLWIz6xo1Sp1WTec50QZkkI5nJLlt5A+rPHU9MTeO0WogmU2TzebpbW/AuBmlzNVEplxvBEaC7tZV4Ms21l15EIBQmkck0giOA3WzEu7DIxq4uvpC8ka+Hf8l8OYa6pV6HVWlXkp3IItfJqdVq5Lw5JLmEurmedKNqUpE8lMS0zYQkl0geS1Ir1FAYFaicKmTRGj6jjmi1wkwsxsUGA7Klc+7XaHjwvvuofPnLr7iHVC6XGT50EJlczmVvvHbNPbObn5olf2CWDoMVbfdmxrzTy45RKa//Ew5Ew2zp6m9sVylVtNpd9LS0UygVGT88TN+2jWf8+AVBWL/W9DSP8/7gjYxHk8wtLNLR7EarVtPZ4sZiNLClr5vn9n21ajVzi4uUK/W5E9ValUQqzaTX19iWzeeJJVN0e1ppcTpw2220NjmZ8QcalWRSuRzexWBjv3MLiwx2dQDQ7HQQS6YplcqN1xOpDHqthgmvn2ajjWsUO+rPC5eKASh0CmRqGUqzEm2Xlnwg36jNClDNV9F4Ti3PZdpsopQogRxKiyVue+uXuHrfM+z6t3+jSaUkV1te1s6cTPLgJ257Rde3XC7z6+99i9SRZ4gd2M2v/+t7p6fO66sQH/PRYqivGN1ksVGpVpZN9fEGFxj1TrOte5CJ+bnG9gn/LA5z/XNqpYpKZnmCliAIwotZ0z1InU6PXiGjJF8ex6vVKiemZ1ErFRwem8BmMlIql9nS282RsQlcNhtOqwWtWs3YnJfdR4/T2eymVC6TK+QbJeYA1EolI7OzGHV65hdDdLY2k80XODo+icVoIJJINqaGALgdNrzBIAqFgmKxhFGvw2WzUq5U8AfDyJCoZJZPcJSpZfXVGlRyNG4NxVARTauGWrVGcbGI3CynGCkiSfUhVqfKyTbVNj74hg+yfWA7AN3nn88+uYJAuYRKktDJZPiKRaxyBfn774evvvwyVMMHD2CrlerHJkkYMknGR0/SPzj0sve1mmKxGBqNhgf+3z0oFjN0bzo1jcWkM7Bn5AhKuZxYOsWOvg2EElH8kUXCyTi/2P0IzTYHiUya3tb6F5v58CLh3LlVMm/f6D5+cOQHSEjcuP1GdvTtONuHJAjrzpoOkJlMhkQkSiKVacxtzObzLEZjDHZ1YNbrGZudI5nOYDLoKZXLtLubCMcS9c/nc9jMRpQKRSPIqVUqxma9DHTWn1UdHZ9kqKuTzmY36WyOeCqNx+WkUq3Q4nCgUioJx+I4rBa8i0EUS0OZhWIRl82GUV9PkFHI5cTTaR5SHEaukZOfz4MMKqkK+UAeXaeOQrCAPCNH0a4g581RzpQxDBgavcnCYoHcdI5PvP4T/Onr/3TZtZAkCYNeT3+pxMFsFoNcjk6S6FWr2Zt/Zb0jmVy+LDu2Qq1xfmdDpVJh/90P4iqq8WbSKIIJtvQMMrPgo8PVynwkiMNiw2Gy8MOHf4nb7iAQDbGhvYdQIsbcgheXrQmVUoVGpWL/2HGsBtPSSi5ra+j4dPIt+vjIYx8hro4DcPi3h/lv23/jsrt+/wcFQVhmTQdIajVC8ThymUQN8C2GUCoVXLBpA3uPn6CrtRmz0YjLVh9KOz45zdR8gE1dXXhcTvKFIodHxxvz+ur7BKvZxMj0DEqFkkQ6w5a+HgAMOi2xVIq5hUVqQDAWI1coMB8Mw4wXi1GH2WCg3e0ilclyYrq+YgjAfCiMXqOiN+Rm2hVG01LvpVa0FWQaGZJCohQrISvJkBflqBwqkFj2PE1SSaiMKjK1zIqXQ3vhhWifeopdOh2zxSIVYLJYxKjXUy6XX3ZSzcbtO/j1iWMYcykqtRoVRzPdff0v/sHT5PCju9mia0HSS7itDiRJwmowoVNrmAp4SWTS7OjbwPDMOO96/R+iVWvYM3KYR47sIZ3NYDNZuXzLLvSa+peWg+PDjaSdPYtjZ+28zrQR30gjOAJE1BFOzp0UAVIQXqY1HSC//0//yAUbB0llcygVcuyuep3USCLBQEc7M4EA2/pPzUUc7GzHYjTgWwxRqZZJZXNcuGUj43M+pvzzKBUKkukMeq2Woa5OoF6dx7cYwrO071QmS7PD3pi+USgWmfL5aXE6yRYKbF7qiRr1Ogw6LY/sO0hfuwezXk+L04FSocQTbmIqEWHUvEhcilMr16ikKijMCjQD9cCZHk1Tq9XIL+TRuDXUajUqyQoqk4rX9b1uxeux84v/wLGvfIXYM/uQeb30qVRIkkSmWCAUCNDc9vKq3shkMv7w/7uJ0ZETKBQKevsHXtbnV1M0FGFq3zAbt56a16lTqUlmM9iMZjwON3JZkHg6idNia5QFvGjDdo5Pj+GrVul0tTI576VYLrGrfxNatZZwIobNaMbR13G2Tu2M62/px3DAQFpdX8nGXDDT19r3Ip8SBOH51nSA1C2tsl4oFglGY6hVcaA+5aO/vY30ZI5sPt+oaBNPpQBodtiQyWSNZBrpOT01uUy2bLRNpVQSSSZobXIQiieo1mqNqjJQH5K1GE1UqhVkMgnfYgiFQo7bbkOlUNLX7qHN1bRsf21mB0/lRoi31Y9Xh47MZKZRBKBWqaEwKdA0a6hkKuT9efKBPCjg3T3vZqB95UBlaWrisq9+lbtveAfNgUDjnOZNJra3tLyiayxJEoMbzm52p29yhuLBOTx6KzMLPjrdHqrVKqFEjJhvlrYmN7OLfpqsDtL5HA6TddnnF6JhXGY7g23dAMws+Imnk1SrFQ5PjKB1WnjdNe84G6d2RuXyOT5916fZF9iHKqyiv7kfq8PKn533Z7Q0vbJ/H4JwLlvTAbKq1TO3sEhnsxujXs/BkVGGujtx2az4gyFam5yEYnGKpRIqpRKVUkkylcFps+C0Wojr0+w9doJqtYrRoMNiMNDstDPtD8DS3MjM0ioe86Ew+WKJjmY3J6ZnsRj02ExG/OEIVqORcrXMQEc7kiRRrlQZnZ0jk82jkMsZmZ6lxWlHr9UST6XJV0qMGxdQc2rBZEkuUclVkGvlVLIV5Ial9R31cuR6OaVEiQusF3DHu+540etizedJVSrEKxWq1FBtv3TdToRPxhMcvee3uLRm5sOLOExWJufnqNVqOExWDo4dR6tW47I52dTZRyqbYf/oMSwGIxqVmn2jR9nRvwG1UsWRqVH0ak19zuzwQQbbetCo1bg3dD+vwMRr00e//VF+Pf1r5EY5uiEd4XSYz3R/hks2vPxqS4IgrPEAqTMYaLfVhzpNeh2dzW4WIlEmfX429dR7C6lMhnQuTySZYsdAH8l0BqfVAoDFYMDtsNcr8VQqKJVKZgOLeBdCSJKEQi5vPFMEKJcrTPj9WI0GPE3O+vJagMfl4NjEFIFwFI1aRTqXIxSN0e1ppVQu47Ra8AfDLEZjtLub0GlV1KhRLVWRKWX14dNMhXK8TDlRplKsUM1UUQ7VSzqVYiUUCSUfeseHX9KNXHH+eTSNjyNJEjlJQnnNNat/8c+Q/T+9ny2tPThMVobae3hw/1N4mtwoFQrK1TI9rZ30tLQTScYBCMYjXLntAuaC85QrFbZ2D+ENBXCYrejVmkbmaiKbYibgw+VyMXTJzrN4hmfGz/f+nEeKj2DYYCA3myM/n0fTouEbB7/BDReJFRqE3+3w4cP89re/RaFQcNVVV53W6j3rzZoOkPWagKfmHCpVSjY1d+FdCGJayh6NJVNkclmsBgP7TpzEbDCsuK9TQbBMi9OBw2JmIRIlk8023jPln6dcKuNssTDln0elUFIul5n0zWPQ6ehsOVWRR6VQ0OKsr9s2G1jAqNehlMuZ8vmxmSz0ql1MyurzKUvxEtVKlVq1njGqdqnJzeZID6dRKdRco3ob77zmRuJjEWbtXjq6fv+zxIs+9SkOud1UvF70u3ax6a1vffkXdw2YGZ9CliziaK0PmdbX9mxCo1Ijl8nI5HM4zBacFhu5Qp6njh0kV8wjIdHdUr9GuUIehVzB8Mw4F288NZVhR+8G7j/wFOadPedE7/Hr+79eX0IN0HXpyM5kKSfKBFKBs3xkwiuVTCbxer20tbWdtmpCH/nIR9i9ezeXX345kUiE2267jTvvvJMPfOADp6W99WZNB8jL3/xWHvjmv9HldlEolSiWSshlMuTPmRcZS6doc7twWiwgSTTZLATCEZoddoKxGFBDozq1VmOlWsVhqa/W7bbbGM9kefzAEUqVMsViAZvFwmIkSnfrs89snEz65pE/r8LMczNj6887S8TSaXZtGCKVzfKm6HYi2TT3Vp6h0KlArpFTCBS41HYpM5EZaIZN5k3szF9KX9MmACx6OxPH5l40QMrlcna9//2v+LquBQtzPqZ/+RTlcnnZdpkkNTJP88UCRydHGZ4ZI18sccnmegDcP3ac2FgSg1bH9IKX3pYO9Bot2XyukbwTjEfZeMPr6d14bnwbzpayy36Wa+SU4iXy6TyxeAyrxfo7PimsNcVikX/80tcopWo4rc2EYr9AaZT4+G0fQaVSvfgOXoabbrqJr33ta42fN2zYwBe/+EURIJes6QDZ5HKjau3iV489zObuTrpamokmkgRCEVKZDIViGbvFjM1oZGZ+AZ1GhdVoJKss4FsMMe7z4XE68QeD2Ez1dR4Lz1uhIp5Os3PDAHqthil/gKNj42jV6mXFAUrlEpJSSWGpXmsinSGzNPewXK4QisUJhCPsHBqgWC7T7nZh0GlJhUKU+qR6YhCgtWi547o7aF8KAAC/+enjZ+BKri3lcpn9v3iESiqNJEk8emgvkkzCYjRRq9aIphLYjGY0KjXpfAaHxcqGjlNZmLv6N7Fv9DgtNicGrY5WR/13dXJuqj6cLQPLrl4Gz5HgCHCV7Sruyt2FXCOnGCqCHHLzOWy9NlTK1b2pCqfXP37pa2zvugzLc5LRYokoX/3y/+KTn/7Eqra1ZcuWF2zT6/UrvPPctKYDJECtUmLX0AD+UJhssYheo+X8TfVKL+NzPtrd9QzS3rZWDp4co83lQqdRU67o2dTdhcNiZnTGy+4jx9Go6zeKSDyB3WJmbmERnUaNXru0rqNGzaXbtlIsl8jkcui1WirVKvliCa1ajT8YIhiLo1QoKZZLzC0sEkmkUMjltDjsFIrFRmF0m8lEv6Tgj/R/xN3hu1FUFXxw8IPLgiNAe78L74koRq2ZZDZG367Xfrbh3p8/QKfGRu952ylXytz95EO8/dKrG4lGJ+emsBnNDM+M09bUgl6jI55OYTXWh5nSuSwuqx2j3sD0op8We1N96FqtJqKtsPWayzCeYwWuP/H2T/DTz/+UNGlkWhmSTMLYZuR/bPsf4oa3jiSTSUqp2rLgCGA12ygmqySTyVUfbt27dy/33nsvXq+Xo0eP8q1vfWtV97+erfkAObhtBwfv+Sk7BvuXzVcEGgHvWTZPO5OxFPloGKvJ2HhGmMnncNmtzMwvsH2gj2gqRa5QxLS0KsazSuUybpcNgEA4wkxggUQ6w8buTg6MjGExGulrb8NmMvLEoaPEU2k2dXeiVCrI5QucnJ1btnKIVq/ns+/4GH9y8k9ocjbhdDh5vg1bBrDYAgQXw/S29tHkbnrBe15rcnNhdg7VS+gp5Ar6WjuWZeFWqhUOjB2nUqlSKBXpa+1gwj9LKBGhXKmQyqbpaq4PQw+1d2w7+PcAAEBjSURBVPPE8f1oVWr027u59IqLzso5nW0Gg4Fv/uk3+fq+r5Mv57nQdCHvuOgddLd1M+9f4PBTI1RKNTRmBVdde+k58Vx2PfJ6vTitzSu+5rQ24/P5Vj2JRi6Xo1ar0Wq1RKNR9uzZw0UXnZt/R8+35gPk1p27OPjAr4mlUsTTKYx6bSMRJ5XJkC8U0KjVxPJFLn/LH9HW1c1d3/pPXLV67c1sPg+SRI+nFYDZwCK9ba1EkynS2RyBSBSb2YxOoyaVzsDSyGqzw06pXEarUjG3sEivpxWr2Yh/IUQyk2FDTyfhWJxcoYBSqUCrUaNSKJkPhWlxOggnEnguvIJ7f/wQqqqBifICg+e1M7DhhRO2WzzNtHhW/qN4MYlQiKNf+hI1vx/lrvO44CN/s6ZvfpNHRkinU8tK3BVKBdK5DAZtvacTScYx6gzs6NvIwfETPHJoDya9gVQ2Q66Q59oLrmAuGGDcN0Mik2LA040/H2Pjhed2vdFLNl7CJRtfOKXj4BPD2LTNoIZaucYzTx7kwst3nYUjFF5MW1sbodgvVnwtFAvg8XhWvc1du3axa1f938Pjjz/OlVdeyZ/8yZ/Q3PzK7kmvJWs+QAJ0bt1B+uRRNvV0s/f4CVxWKzK5jBrUh1XdLsLZPJapKexNLt5205/zzG8fopBK0tTaRsflV7MwNUFq2ovdaiIUjzcCZmuTg6ePHqfd7cZsMjTmVy5GYxSKRfyhMHqNhmIpzvT8PBaDgcHu+lQCh7k+TNsoLCDVmJlfYHQxxNtuuplEuIhD17p0FmZGD82tGCBfjcN33EHTw48AUD10mIMWM7tuvnlV21hNkwePs7GjjyePH2RX/0YSmTR2k5VgPMqYb5ZUNk0ilcBlsXNseoytPQPIZXIePribVoebDlcLv9zzKFa9CZVKicfhxmW148LO7Ogk/VvOneeOL1U5X4N67hKSJFEqnloNZd4XILgYwd3ixN0sStGdbSaTCaVRIpaIYjXbGttjiShqk2xVh1cLhQLj4+Ns2rSpsS27lNWvec6CDueydREgC+EgNnM98/SCTRt48vAx5Ao5OrUag05PrlBgg6cZaWaUhyZHed27/pSL3vDGZfvo37yFsG+OVCi4bHs0mUKv1RJOJFDIFeTLZU545+lw2ImnUyjkCoa6OjDodJyYmkb9vISHXKGeEBRPp2lrcuJo6+DtH/gfADz50DPLSmTXqqy6ysRk4/9lkkT5OT+vNVNHRwhNznHZxVdTqVaZCviIpuIMtfcQT6dYzMUpq2So1RrG/DNcvfMSFEvrPV6142KePH6AfLHAUHt3I9PVG1ogkUkhl8vQ6MUN/rmerc+rNdev4XzQj9c/TeeQm3n/PN/82n9ht7lQq9V452d4981vX/UvcMLL9/HbPsJXv/y/KCarS1msAdQmGR/9xN+saju1Wo1bbrkFl8tFb28v8/Pz3Hvvvfz93/89VqvIeoZ1EiCfz2rQ09fZjkqhoFAsEk2mUCvrc8Dscjixfx8XvO6qF3zOaHfSpFZwcmaWWq1GMpOpTzbv7wXqaz9a9UYM5SqFSJAejwebybi0PqTEhu4unjh8FLfDhl6rbWSzKuQKWhx2FCoVfbsuaLTX1tPMiadnMOvtFEtFLG7dql8LxeZNMDsLQAlQr5CVthZUKhXGH9yDVqFm78gRFHIFuwY2UavViKWTpLJpmvQWdvbUe4CPH91HrpBHozpVjSiRTlMul9jed6qX2OZ08+Tx/eRLJZqqHdhdTegNr+2klFQqzeToNCq1gqFNg1QqFY7sP04inEWhljDYtBx9agyD1oxKL6d/Wxv3/fwRWm1dbBrYxvjkKP/+9P/F09zO5sFtAPR3D/Gtr/8Xn/jM/8DutP/+AxBOK5VKxSc//QmSySQ+nw+Px3Na5kFqNBqeeuopHnzwQYaHh9m4cSOf+9zn6OnpWfW21iupdoZXyE0mk5jNZhKJxEv+pY8PH2fi8YcxqRQsJtPMLCyys7sTbzCITCYjmU4z1NmJQlFP9FD0DHLBlS8MkJl0mr0P3Ec+mWByappMJMhlO7Y1Xq9Uq4yliwwYVMwuLNLVcmoMfm5hkXa3i0Oj4yTSaXo9HpQKOYNveitKuYxYcBFHq4fu5xX8nvcF8M8toNVr2LR19ddZzKbTHPmnf6Yy70d3/vlsf+97l60QslY8fddvUCyk2djZh0wm4/j0GEPtPY3knJ8+dj83XHGq11+r1bj7yQf5wwuuxBdeYG7Rj0qpor+ti0qlgttWT3gKRIMcnRxlR/9GnGYbx3ML7Hr71WflHM+E4WMn2PPwYaz6JkKRRdQaNXqdgXQqTXdnHwq5gsPD++hu7yeejCLJZEzPTbBzy4UUCjmm5yZpdbeRy2WRyeVoNBq0ah1mk4VjJw+TK2X4n393y9k+zVd0nxCE1bYuAiRAJBRiwe/j0N49RMdHUMjljZ4fwNicj15PC+MLIexNThydvVzyxt9dgq1arfJ//9dXaVHL0GvrD2ii2Ry6zj40QR/exeCyIuSzgQWKpRLecJQrt21GkiSikpI/vOnmNVkHdWLvXrI+Hy3nX4CjbfUf7L9UxWKRY796HGOyQiqTwWQwYtHXywfuPXmE9qZmoskEcrmMDR29jaWqEpkUqWyGuWCAHX0b0KjUJDPp+uLI4UWalwJkOBHjoo3bGZmbZKi9hxPBWXa897qzdr6rIRqJceLQGEgS3YNttLTWv6gdOXCc+ZEEZqOVUCRIIOhly9BOxqdHUMiVhKJBqtUqep0BhVzOUN9mAMqVMifGjoEkoVaqiCUiuJtaKJVKSJIMu9VBIhkjm8+hVqm54q07aO94eSvDrDYRIIW1YN0MsdqdTiw2G7t/9t/sHBpgLhAkVyigVdeH4GoKBcenptEoVUyPjpFYXGB+9ARN3X1cdu11L8jslMlk3Pg3H+Oe73+PeGQRrdFI3+VvwOp0sv/n09RqNdLZLAadjumFRRbSebqHhvjIx9/JyKEDgMSbLrhwzQTHWq3Gwe98h/LYGPORCO27d6OrVBlxNdHzn/9Jy8DZWcpqYu9RNqibkJrqvdqD48ONwglKuZJ+Txc/f+ohhtp7ODQ+QpPVTqVaJZKMYtab0Gu0jWFWk97Ace/k0lJWGvaNHsOg0zMV8KJWqqhWq+RVZ/T73qrL5/M8df9B7Pp6UDz02BiaN2rIZjPsfuAgdquTSCxCp6ebxdA8Tx94gi1DO1gI+tm5+QLkcjmRWJjAor+xT4Vcgc1io1KtIpfJsZisuJz1/efyWRKpOHKFglqtCrUasUj8rAdIQVgL1k2ABPDOzdLT4sYXDJIvFUhnc8wEFuhuaSadTLBzsB4Exud89CyViqsGZvnWF27n9e98Nz0Dy4c4ZTIZf/TeP3tBOzveegOzI8OEImG07V1c90eDWGynMsp2XXbFaTzLV2bv179O8Z/+mUythqxabSwB5lgM4rvrZ7R88m/PynHJqrVlQ74GrZ5mmxNJkrDojfxi90P1gvAOFwNLw6f+8CKPRHxsKDVjN1uW7U/uMDBcixI8MMmbtl+CXC4nXyzwyKE9zMYXueIDf3xmT3CVTU1OU0hVODSzH51ai1qt5aff/TVylJiMFlrd7dRqNbzzM5TKZeQyGXqdHrVa3fiyZrc6CARPBcj5RR/haBi5TEaNGhv7tzZe02p0RGIhNCot+iY9Tx94gqv/WMyBEwRYZwHS7nByIJ0hnclh0GmZnl9Aq1by6MEjdD0nRf3ZXiXUg6BJLufI/b+mu3/wJT2fa2710Nx69oYlX4nQI78lWy5hkivI1WrEymWsiqVfr/rslRqzdDbje/IkHpuLarU+8f/Z34FWrcFlceKwWNFrdSzGIuQKOVrtLjZaW0hns5hKeg5PjqBWqsnmswy2dhAt5lC2tDQCgkalps3pJizl0elWPxFqtZ04OsrYoTmq1RoWl5bXXXMpkiSRiCc4uPs46XiRLYPbkcvlTM6O0+7qwmS0UK6UmZufoaO1i0w2jcVsJRoNMz49+oIanbl8hif3/RalQk1fVz9bN+zg4LFn2LphB3Pz03S11R9P+ANe9Hoj41MnGerdhEanwe0W2cCCAOssQBqNRiI1GYVCgUKpzK6hfmQyGRu6u3j66DD9S4vG54qFxmcq1SqVagVttUw2m33Nlt3yzc5ynlqNXlYPGkdzWWq1GvmtW9h5441n/HhmxieplMso5QpGEgG8CwHMeuOyaS8PH3qaC4e2UalWeOr4QTZ29mI3mdk7coTz+zfhDwfpbe3gkcN78Dhc7Oyvz9cyY+RR7yw8pyqfSqkilYqc2ZN8iRLxBI8/+DTRYAqjSU8lL9Ha1EEsHiEwFeOn3/oNWouCak4iGkjT4mptBP+ejj58gVlMRgsKuQK5TEaxWCSZSlCrwc6tF5DJppmem+DE2FH0OiOBRR8tbg9NDjfT3kmUChWSJNHi8lCuVGhyNDPnnyGby5ArZHHSxI5N53Pw2DNc+YZLz/LVEoS1Y10FSIDBLduY3fsklWq18VxRLpNhMxk4MT2DSaenVCrzxNFhPE471Gp0NruJSsrXbHAE0Dgc6J+zdFezQsmxUok3fvazWJwvLHF3Oh341W/prZhQyOQcnDjBG/q38vSJQ/S1tjMyN8WjR54hlIjwpp2XcXJ2kpoEzXYnFkM9GePijTuY8M+SzKbJ5HNcvGE7k/Nzjf1PB3zMBxZ4IPcEbpuThXiETDZL32Vrb93HcCjMr3/8GL3tQ9g9cHz0MK3u+hzORCre6MlVq1X2jD3B1g07icZPBfparUalWp9AWygWiMTCVKpVatSQy+UkknFSmQTtni68/hlCkUUsJhvtrV0ADPVuYtY/jdFgotnVytP7H8fT0kGxVESvMzDYuxGoJ/IYLUb6NnSewasjCGvb2q1J9jtcevUbKVdr5AvFZdvTuTwqhRKokSgU+fCX7uTCG95N+5Yd1Jrbed0733V2DvgMsV1wPrHnLB2VqFbZoVLxs7dfz9zBQ2fsOGbGJ+mtmFArVcjlcnb2beThg0+TK+b5zf4n2dzVz5Vbz+fSjbsYnp0gEA0hk1hWgEGSJOLpFC0OF7OLfhKZNIVSkUgyzvDMOC32Jt599Zvp83TiCy1w9Y6LMej19F+8/Yyd50v1zX/5Ab3tp559b+jbwtz8DABy+anvpzKZDAkJnVaPTCZjITRPOpPi8PB+SqUivsAsJ8aPYjXbKZfLZPM5gtEFqtUKnuYOCoUCC8F5tm3ciVqjXnYMlUr930Vg0Y/JYKaqzFMqF5hf8FKpVChXyuw99ARvftfrcLeI4VVBeNa660HKZDLOf8vbeeAH32N0Zg6dVkMynSGfL6Dd2sP2Cy/lnf39SJJE7+AQvYOrP/dwLbIvBnkmnWZQp6NKDYdCgUEmIxSJMP6pT9F+36/PyHFUypVGlirUC8U3We1s6R5gzDtNMptmbnGeGnDhhm3UajUOjZ9gZGaCJosNpULJ4cmTNNudNNucZPI5IskYqUyavSNHUCtVDLZ1A9DV3EaxXGJmwY/H4SKRiGMyn90pAaMjY8z7FpEkiT1P7kNWUTE+PYrT5iQajyBXKJCAp/Y9ikatpa2l/lwgkYpj0Js4MXaMjQNbyBdyHDi6h51bLkKj1nBs5DDpTJrNA9tQKJR0tfVwZHg/VoudUGSRQjGPTqdHkmTEkzGyuQw6rZ5INIRvfpZ0Js3k7DibBrdw9VsvY9/uQwzWNuFf8CJJEhftuIJwKEKT67VfLF8QXqp1FyABNu7YRc+GTfziJz8mOD2JtdnDjmvevCazS88UyWZDI5ORrlTYuDSv83A2i0EuY2FqiupzhqRPp9Csn8DkAkatHovByMjcFFduPR+AZDaDUqFEq9bQ21oPDJIksaVnAF9oAV9oEX94gRZbEx5nfVWUZCZFq8NFNp/jim31KkVHp0bZ3NW/dD4SlWoFCYnkXBDa21c8rtNtdtrLvf/vfmw6N7ValXAkhF3XjEIhx2FzkkwnsZis2KwOaO1idHKE7vYeZn1TRGJhdNp6Jmo2m2F47CjFYgEJGc8c3o1Ba8Bhb8JgMKBQ1CtGyWQyNFodvsAcFpMVp92FSqlmYnaUvs5BkukEEzNjSIDZVM/AbnW1kk6nufv/PoC1WYdKnsfTXL9e2XwWvUEER0F4rnUZIKFeJumdN950tg9jzdjw4Q9x6O67SaTTHM9mMSgU2BRypgqQlKQzEhxnRyfozmqJGC1UqhUC0RDpXKbxulKpoKvZw1TAS6lcQrl0s09lM2jVWlxWO13NHn6x+2ESuTTVapVKtcaTxw7w9sv+oJH9uqV7gOHZcSqVKuFEHJNOT7urhTxnp4LQwT1H+PXdv+WCbZeg19Wfc+fyOfQ6Q73SUyqORq0lnU3XAySg1+lQKlV0eLrRqLVYzDbUKjUnJ4bpau9tLHI8OnkCu9VBoZgnnkwuazeXy6JSqjAsFV7I5bNQg1n/FNQkPM1t2Cz19mZ9U1hNVpwOFxq1lomZUYLZEygVCpz2Jlw9Jjo6z86XC2FtGBsbY25ujksuuQTt0pfsc926DZDCcha3m1alkrhMYtNzpjpEyxVGq6ehSvoK8tEUtVwOi8HUWNzYbbHz20N7uXzLLlgq2tTl9nB8ZhyHyUqhVGTMP0Obw41Zb0CSJDZ19pPOZ9neW6+5ajOaqFQrjcLlxVKJkdkprAYjKqWS8wY3M5MM4uw/8zf4arXKUw8fxGlzNoLjQmieYHiRwX4Hbkcz0XiY+UUfOm19mbZarUY2n238v29hjlQmhUqpBEkiFo8QiYdRyJXML/pocbXitLuwW5zsPfgEVosDpULJQO9GFoPzAPgXvLibWlGr1CTTCSZnxxrBEcBhdxFPREmmEmjUWrrb+zh8Yh9d7YN07bTR0yvqb641yWQSr9dLW1vbaa8mFA6Hed3rXsf8/Dzj4+P09va++IfOASJAvkZIkkS0WkH2vEIyGklCl07zwPU3QEc7l9x+O/qllVFWQyKRIJVIkgvF8R44QTmdo9nWhE6jQa1U4bY3kcimefDgbhwmK0enRun3dGIzmnjs2D50CjUatQalXM7jR/dTKBfY1NGHcmkOZzafI18s8MSxA1y09Mxy3D/LO654EwAPzx9n1lbBff4OLPYzuwJBqVTin//h38kmi5jNVkqlIt7AHK0uD1dcdBUTM6M4rE5sFgeBRT9T3gmSqQSZbBq5XMaJ8nGKpQID3RtIphP4F3yct/VCANxNLcz6pmhxtWIyWgDQanXotAZyuQw6m5NgOIBBb6wn/dRAvVRxKJGM0+pqI5NNo9fVg3IkGiSTyzDQXf/SEY2HaW7yoFXryOcKLzg34ewpFot85rZbWTw5jKZcIK9Q4xrcyO1f+soL5ruulr/8y7/kXe96F3feeedp2f96JQLka4ikNyAlU/iLRVpVKoLlEslqFZdMhuzwYZRHDvOLY8f4kwceWJWC5mP7jiIbDVLIF8iV8mxp7sa0dEMenhlnY2cfo75pbCYL/Z4uTsxOUCyXeOLoPs4f2sqmjl56WtrRqjUcnDjBUEcPbU43C9EwRyZHGWrvwRdeYFNXP7VajblggCOTI1y59CzSGwzQc/4WBjZvfNXn8nKVSiW++y8/4aKtV1EsFTl47BmePvAEWzfuRK2uVzHq7RzAOz9Le2sn6WyartZuQpFFml0txOJRtBotG/rqczsNeiPZ5wxHQ32ld61meeGDcqXC9k31xW0DQT+LoQCJdJJQeAGr2YbRYKJaq+K0u/AF5oglIiTTSfwLXtQKNRqVmnKlwkIwwGUXvI5INsCufjH3cS35zG23op46wZBRDdS/9KSnTvDZv72Vz9/5T6ve3o9+9CMikQj/8A//IALk86y7aR7C76a+9BI61WqilQp7MhkWiiUqtRpWhYJWpZImhZKNc15GHn30VbdVqVTIHpvDY3eBBBqluhEcoT50eN8zjzM6N0W+UGB4dpxgPEoineTqXZeikMuxGs1ol4LJjt4NFJYKPLhtDlodLp44up9ANAzUe8gdrhY2dPRyYmaCyfk5JmMBBs9CcAS492f3saF7G5IkoVap2TSwlXAshEw69SclSRKSJBGKBOtrjRZytHu66G7vY/um84gnosv2KZPJyBfyACRTcRRyJdl8htGpEbzzs0zPTWDQG4gnY4xOnqBUKqHT6tnUv5nOti4m58Y5OTFMPBnlmUNPYTZZqFEvonD1ZdcyNLCZTDaD3eqgtbMJuS3HldddgFq9fFqIcPYkk0kWTw6jf171K4NaxcLJYZLPew79agUCAT7xiU/wzW9+c02uAnS2iQD5GvLur32NYYuFdqWSXToduVqNaKVC13NugEpJopx4dX9khUKBx37yS5S1+h+UQasnkUlRfc6zznypiEGj5S0XX0WpUkajVEOtxkIsQrVaRfodCTWxVJLJ+TnypSJ9nk4yuSyxVAKoT2YvVco0250Y9Qa6Lz078x5np+fwj4WX3VBkMjn93UMEFv2UyyUADh/fR7lcIptLo9XqSKbitLg8S++XodcaODZymGB4gUKxgC/g5al9j7J7/2M8vf9xFkMBMtksxUKBcDRELBGhWCqSSMYY6NlAe2snPZ39JFJxnHYX2zbsRK8zMNC9EYvZxujkMOl0kt7OAeYXfeTzOWo1yGQzeHqaueCynRiNhhXPUTg7vF4vmvLKQ97aUgGfz7eq7d1yyy189KMfpbu7e1X3+1ohhlhfQyRJ4oP79/HET35CPJ7gitddiVan44n3vpeNPj+SJDHf28sFV77y6TBTR0YYu/9prtx8HsdiY5QrZVxWOwdGj3Hfvidotjkolytk8jnaXc2MeqfpcntQKZW4bU6eOPoMdz3xAH94wRXMh4OY9Qb0Gh2PH92HUqFErVLT09KOxWBi38hR2pqauX/fE2ztGUSpUDLY1s3R+Um0O/vp7zs7f9S//dXTbBnawbGTh9g0sI1KpczY1AkctiY8ze3ML/qo1aqYTVa62uvJDsOjR6jWatRq9eLtiWQctUZDf88QqUySk+PH8bjb6GzrYTEUwGyyoNPWk34OD+9n28adSJLEYihAPLm85ymXyxvVdsxGM4VCnoGeDQyPHqVQLLIYCmAymDHojbS1dHDs5CGuWpp6I6wtbW1t5BUr9+hzSjUez+rViL7nnns4fPgwH/rQh3jooYeYn68nfO3evRuZTCaCJiJAvuZIksTlf7x8RYu33ncfw3fdBaUS5193HQaL5RXtOxqJktg/jgIZE/5Z1EuT+qfnvWztHaLf00k2n2Nm0U+xUkIhV1Asl1AplURTCYKxCJ3uNkLxKHc98SBatQq1SkW1VqW3tYNkNk3b0vxHu8lCh7uVqcAc77zyWnZPHKXZ0cp4MULnG8/H1db6ai/VK1Iul8mnS8jlCqxmO4eO7cPV1IzL0Uw2l0aSJFrd9aWipucmmJwZQ61WU63WMJssHDi6F3dTM/FEjE2D2wAw6k3odAYyuQwymYxKtdwIjgAW06mVZFzOZqa9k415ral0kvnFefq7BwFYDC/Q21lf1aYeOMuEosHG8lb1/Vmx2c5sQpPw0phMJlyDG0lPncDwnGHWdKGIe3DTqmazyuVyBgcH+cpXvgJALpcD4Bvf+AaACJCIAHlOUKlUbH/Xqy+1Fw2GiEZjDLR34TTXb9pT814WNGH6PZ0A6DRaVAoll2zcwfHpsUbh+GAswmB7/Q9usL0b9ckj5IsFiuUSZp2BcCK2bBUWAIVcTm9rJ789vJehN19G95azXxXp4V8/Tj6fZfeBxykUCnia23HYmlCr1Bw4vo+Dx57BarFTKOSIJ2Ocv+0SZDIZnuYOZryT9HYOsnv/o7idLcv2q1apyebSAEiSjEKx0MhKzeUzSJJELp+tP89UKDhwdC82qwOlQkFf1wCpdJLh0aP0d9dXrAlHF4knYihVSkqlDMVisZEBWSgVWFwI0tziPrMXT3hJbv/SV/js397KyMlhtKUCOaUa9+Am/v6LX17Vdq677jquu+7U4uITExP09fXxve99T0zzWCICpPCSVbIF0rkMsVSCRDqFTCaj3dXMoYkTy95XrdWH+45Nj9HiaOLhg0/jtp6akydJEjq1FoNWz8bOPgDmI0HGvNMUSyU2dvaxGIugVqqIJOOknMo1ERyffnIPJw5Ocv62S5AkiVgiyt4DT9YXdJYkCvksF+64DJmsXu4tk8ksK9Agk8mZ809z+YVvIJ6MMTJxnMGejcQSUeLJKLValT0Hn6S5qYVjIwcxGS2oVWoMOiOjk8PIJBl93UO0utsYmx5BIVc0ipLrtQYCiz6mZieYm5+l09PNhTsvpVwp4w/MMeUdR61UI5PJsFucLPhFgFyrVCoVn7/zn0gmk/h8Pjwez2mfBwmg0+m46qqr1sWScWeKCJDCS7Lvsd20LFTQabT0e+o35ROzkxwcO4FJb2DvyGG29gwRjEdQKZTsHj7IO6+8BoVcQTqXZffxA2zo7EWSJNK5DIvxCL0t7YQSUZKZNA6zlbamZhYiEe59+mHcNieVapV8qch17/uTs3z2cPd//RqrqgWXw91IzrGabTS7WglHg0gyGVqNrvFaPBGltaWNdCbVqHSzEPRz3raLkSQJh9VJMLzIwePP4LQ1sWVoB5lshrGpE6jVGnq7BlkI+unw1Hvd3vnZRt1WuVxOS5OHfUf3UK1WqFFj1jeNRq2hWMzjNDRjtzoaNVqzuSyDvRvxBeZoa+kgnU3gaLKtcJbCWmIymdiwYcMZa6+lpYWHHnrojLW3HogAKbwkow88TdJix2owMeGfJRANsaV7gGQ2Q7+2E6NWz3w0xMHxYarVGkatvpGpatDqaHM1s+fEYXLFPEq5kqu2X8TjR/exsbOPnpZ2ZgI+pgNeels6UKuVpDIZ7CYLarcVg+HsZlo+eN8jpMJFSupAYxoG1Key1KixddMupmYmkGQSB47uxWKyodFocDtbWAjOE09G8S/4aLK7lmW+9nb2c3z08KleoE6PVqOjUCiQSMYIhhdIZdL0dPQRjgbxNLc3Pl8o5rFbHEu91ThXXnQ11WqV/Uf3UK6UmPPPYLc6cNpdzPimePKZ3+JyNjMfnWVwRxdtHetrQXBBOBtEgBRe1JN33cfrNp9PtphvJNGUKhXMeiPhRAzL0rY2p5t0LkuXuxW1UsWx6TGG2rupVmscGT9JX1sXTouNaCrJfGSRZpsTh7meLNLZ7CGUiCHJJHpa2hlf9KJuttJz6Zazdt4Ah/cf58T+GYZ6NhKKLiJJsP/oXhxWJ9l8BpvFjkKuoFQusnGgfqz+BS+ZbP15oruphWQqgdKjwmaxMzEzSm/nAJVKhRnvJAbt8uCvUCjpWOqhNzd58C94OXB0Dyqlhr2HnqS9pYtsPku1ViWVSeK0O9kytB1JkurLi20+n5GxY5TKxUYVnU5PNzJJRjof483vvk7MexSEl0gESOH38s3OMSTZiJWSOM2nMh/1Gi3xdIpKtbJspZBKpVx/Jgds7urnl3sepcvdSpUqO/o2NHpAhydPInv+xGStkrJdR8Zj5vJ3XHJmTvBFPPPYYexmO+FokK62XgrFAoFFH76FOSxGa33txqCfGqdq/FWrVVpcHmb901CrMeufob2lg/nFHBaTjaMjB0kk4+j1RrQaLcdOHqK9pQv/oheX49RzQZPRzLHRQ/R1DSGXy7FbHXjnZxnoqQ+7edxtHB7e31iAGaBSrVKlhkKufMG5OJocIjgKwssgAqTwe9WWCoy32JrYP3aM8we3Nl7bc+IgzXYXTx4/gFlnpFAqYLecCqKSJDHg6aRUKdPT0rFseNGg0aJUKFmIhXFbHfgyEfquvQh3+9oZ+nvkgceQqgryhTz5Qg65XEE6k2KobxOdbT2EYyEWQ/OUKxXy+Vzjc5VKGYVCQSqdJBgKYLM6kcsVVKsVpmbH6GrvxWS0kMtlicTCOG1NROMRFDIFvsAcdqsTqPdEW5o8zPqmaLK7CUUW6e8+layk0+rRaQ2cGDuKUqkim89SLpeolCtEqxEMOj02q5M5/ww2i51YYeGMX0NBWM9EJR3h92rr7GBvoF4QwGa0sG/sOBP+WVRyOe2uVkw6A7FUgnZXM+cPbSWbz1MoFqnVahybHqPT7UGtVBFOxAjGIkA96OaLBZptTqalJLPNEo7Xb11TwfHxh/ZQjekwGy2USyW2bzoPT3M7xVKBSqUCgMPqREJCrzNgs9jZve8xjo8e5ejIYY6eOEhbcwevv/RNGAxGDDoDHZ5uzCYrs75pLEYrQ32bMOiN6HV6FAoFJpOZQqHA0ZOH8M7PotfqqQEtbg+lShG5TM5i5FSQi8YjmIxmNg5spb97iO62HrraenDYHGzftAu5QsnhE/tZCPqZD/rZtKv/LF1NQVifpNqzXYQzJJlMYjabSSQSZyR1WXj1arUav/ruT0jOBFAjw6w3EksnuXzLecRSCTL5XGO6BsDMgo+5YICLN25HIVfwxLH9ZCol7G4n1WoFTYsdc5MNpUZNz8bBs3hmKzt66DiHH59AqVAyOnWCqy+7ttH7rdVq+Bfm8DR3UK6UmZwZZ6BnqPHaA4/+kjZPJwadkfbWzsY+h0cPs3FgG7O+afwLc1y86wrC0RBKpRKj3oQvMEcmmyYaj9DibqWrrZdZ3xRtLZ2N4esDR58hm8tgMVuwmm3E4lE2Dy0vt+edn0WSwNNcz3jN5bMcHnuGy99wEedddHZK870S4j4hrAViiFV4UZIkcd2f/TG1Wo3jTz7DwrEJjAoz/2/vQ7SbnFy6aScT/ll6W5duysUC2XyWUd8MyUyKwbZuvKocF1//prN8Ji90cO8RYsE0CpWM8y7bSqVSYfLQAl1tPUzOjuG0uyiXSyiXFjCuVMoshuu9uFA0hM1sb+xLkiS6O/uY9k4x0L183qZ86ZlguVzCZLRQqVTI5bPYre2MT5+kr6s+wX9k/Di1Wo3puQmqtdqyeZQup4sWVxtjUyPkCwW6O/sJLPqxWmyEo0GyuSzNTa1MzY03AuTM/Dj/85N/gVwuP63XURBei0QPUnjFCoUCD33jx2xzdaOQywnGIvgjQbb1DDK94GMq4KWvrYu0usYl73nzmksQOXzgOLGpImpVfUWRVDVEqhCnWdOLLzCHp7me/HLw+D429m0GSWJ8eoRNA9tIpZOMTZ+kWMhz0a7LG/VVC8U8xVKBqbkJdmw6D4PexMTMKOVyGa1Gi9vZQnxpCodSqSIWj7JpcCtGw6m/hUPH9yFJMhLpON1tPbS1dAIwPnMSjUrLQtBPs6uNWq1KJBZGrzPQ1zVAPBVjem6CWrVGoZBHZZTzvr96N3q9/gXnvtaJ+4SwFogAKbwqpVKJPb9+GEW6TCwcQV2VoVArse/oo2NjPwqFAq1We7YPc0VPPLAXea4+iT+WiHJ89DDbNuxiYmYMnVaHZmkprmq1xujkMHZrE7l8BqvFDtQY6NnIvQ/9jN6OPuxWByqlmmq1SiabRqlUcfzkYWxWO6VSiaG+zThsTpLpBLl8rpGtOuefRaFQ0OJqXWqryqN7HqLV5WGgZwP5Qp6jIwewme1UqzX6ugepVCscGznUSOZ57lDurG8ar3+G9h4Pf/Lnbz1zF3OVifuEsBaIIVbhVVEqlVz21rU3dPpSqHRKSpkqocgiKqUKp83Jk/sepa97EI1KTSA4T2dbD05bE+2tncz6pjDoO4knoqjVWvYefIJN/VuZm58mlU6iUqmwWZxIksT03ARXX34t1VqN4yOHqdWqeOdnCUYW2Ln5gsYxtLd28NATv0GSJDRqDePTJ7GZbY2pHBq1hpYmD/NBH+dvq099UcgVDPZuJJGME4wsLguQ5XIJuVyOp0uUkRNeXLVaXbZMHdQrNYm1IetEFqtwzjr/ku1UdEky+STlagWNWk+ru43ejn48zR3s2nIh2aUJ/3K5nEqlQrVWpd3TRbVWoa2li0DQT6enu74UV+8mejv76enow2lvolwpo1apqdYqxJMxgFPzI5eEIkEsRgtz8zPsP/w0Q72bUClPDUWHokFiyRjlUpnnDvZUq1UUCiWVpUQhgFQ6iW9hlqGdPVx85Xln4hIK69yNN96ISqVCo9E0/vvOd75ztg9rzRA9SOGcJUkSV7zxYh4uPEnIl0SpUFIo5vEF5mh1tzWq0zwrkYzR3dGHd36GrrZe8oUckgQdnm6OZA9gMpiBejar2WTBOz+LRqMlFA3idrZSrVYJLPqZm59BQkKSJELRILu2XQjUl6oqlYv0dPQxOnkCg86IQW9k8+A28vksT+9/nGZXKy5nC975WQZ7N5LOJHE5mzk0vA+3s4XXXXMJF16+66xcT2F1JZNJvF4vbW1tp3WY+dZbb+VLX/rSadv/eiYCpHDO693cwcz4bmo1OG/rRZQrZcamRshk06jVGhbDz1AsFtCotYzPjGLQ1ZNeQpFgo5h4qVIhnUlTrZYJx8IYdAYUiiLDJ49gMdkpV0p0tffS4emiUq2gUqqxWmyolKfW/HM53PgCs9gsjsbCxhdsvxQAjUZHu6eTVnc7R0cO4bA52XPwCYZ6N1EsF9FotGhtcnZdvO2MXz9hdRWLRf7x85+jGA3hNOgIpbOobE4+/nefbixZJpwZIkAK56xQKMS8f4FirkA8GeOiHZcDLC0j1UkiGcfdVF+38djJQ2we3E4yFefE2FGam+pFDZ6dkmE1WwnHgmSzaTb012uyNgHlUhGlUk1Xe0+j3V1bLuT4ycPEk1EkSdZYzLhcKVOr1fd5/OQR5LLlf56VahVJkrBb7bS62whHg/ijM1zy+l38wYYLxFSO14h//Pzn2GYzYOk49Rw5lkrx1S98jk9+5nOr2pZcLucb3/gGX/va12hqauL666/n85//PEajcVXbWa9EgBTOKeVymccffJqxozNks1nMRivJdAKjzkytVmskJzz7jO9ZBr2RfD6HyWihtbkdX2CWWg0eeuI+dmw+j2wuS1tLB77A7LL2dDo9Crly2QLI2VwGvc6AXmcgnU0x659GQmJydox0JkUg6KOnawCNSsPU7Dg6rY58IY/JWB/CfbaSj1atZWh7N0ObB87EpRPOgGQySTEaWhYcAaxGI4WJGZLJ5KoOt37ve98D6v+mDh8+zHvf+14WFxf58Y9/vGptrGciQArnhJmpOU7sm8TnnceoNSOXqWhymOlo7aJGjdGJE4xPn6S3c4BiscDY1AibB7cBUCwVicTCKORKKpUSiVSSzYPbODS8H4vJSq1WLyBQzwaUGmtApjNpajVwOZs5PLwfl6OZGjVKpSKZfJZUJsXWDTsaxyiTSYSjIexWJ3ZLfYHp7o564YFwJEi5UiEcDeFyNLMYXkCmlNHe23oWrqZwuni9XpyGlRcsdhp0+Hy+07JGpFwuZ+fOnXzlK1/hbW97G8ViUQznIgKkcI448uQoTnMrM0UvrV1tKBRKarUau/c/ypahnSgUCno7B5hf9BGJhti2cRdz8zPIJBle/wwXn3dFY1/HR48wPHaElqZWqrUa49Mn2TK0nRnfFJlcmqnZcfR6A6Vika0bd3Lw2DNsHtxOrVZlxj9Fp6cHQzrJjHdi2TFWqlXkMjkymWxZj7NYyONyulEqlSwmfEwtxmjvbOWNf3gpLnfTGb2OwunV1tZGKJ1d8bVQOovHc3rrFVeXhvHFNI86ESCF17xSqUS1XJ/RJJfJG0OnkiTR3trN1Ow4kViYJocbT3M75WqJ+UUfHa1dZLJpkunEsv3l8jk29G1GqVQyMnYMnVbHQtBPMBJk28adlFqKTHsn0Zl1zPqmGejZwKx/inKlBDV4ct9v2di3haG+zUzOjGExW0lnUigUCqq1+pw0/4KXWq1KLp+lJlUY3NTBzgu3im/1r3EmkwmVzUkslcL6nOeAsVQKtd25qsOrmUyGm266idtuu43+/n6OHz/OrbfeyvXXX49S+cLl0s5FIkAKr3lKpRLVUrW1SrWy7LVKpcyWDTs4dHxfYzmqmr5APp6vT9NQa3DamogloljNNgJBPxv7N5NIxqlUyxiNZkYnhtFqdVxx4RuQJAmtRofL2Uw2l6W7vReAvq5Bjo8eYbBnA0N9m5maHcdqsdPd0cfh4f3IZXKyuSwtrlZS6ThyU5nr3/VWDAbD809HeI37+N99mq9+4XMUJmYaWaxqu5OPferTq9qOXq/nT//0T/nrv/5rhoeHcbvdvP3tb+fv/u7vVrWd9UyUmhPOCZl0hoN7jjN2ZJZUOoHL0UK1VqHJ0YxOo+PQ8X3s2Hw+AIu5aUpxOQa9EYvJSiwRZWJmDKvZxtz8NP1dQ1jNNvQ6A7VajacPPIZapcVhc+Jp7kAulxONh0mmEnS2ncpenZ6boGspYEJ95Y22lg5m/dN0tHYxFxzn+puuRaFQnPNDXOI+Ub8GPp8Pj8dzzl6Ds030IIVzgt6g57I3XEAul2VhUkk4ssjWTbuQSTKOnDhAW0t99YtkJsqFV+zk2IGTBKYXGJk8RkdLD25nM20tHTisTqa9E41C5pIk0eRoobezn1qtxtTsOB1t3cx6p6lSw2ZxYDKaSaTilCvlxvHUajWiiQiFcpZiNU9eEeVNN1whhraEBpPJdFoScoSXTgRI4ZzyB29+HSePj/KLn93HXff9ALvdzlve+UYSwTylWpK+ja00t7ppbnVTLpeRy+U8eO9jLM5kSGdSWMxWqrPVZVNCatUKiWQcs8mCTC5jIehHkklsH9pJJBbCOx/HNz+LXmcgl8+iVmmYT0zx3g+9Ha1We873FgVhrRIBUjjnDG4aYHDTi88dVCjqfx5/8JYriYQjPHDvIwSCMirVClOz46hUaiqVMk6Hm2Q6gdlkoVgskcvVg6BMJsNpdwFQLBUoFPL4F3yE0wE+fNv7xcR+QVjjRLFyQXgJ7A477/qzd3DV2y+iUq2g0+lpa+mgs62HfD5HNpdmdPIESoWCSqWKUqmiXC41Pl+tVunpHCCbT3HDe94sgqMgrAMiSUcQXqaR46Pc++OH0Kp16LR67FYHhWKefCGPy9mMXK5gcnqUaq2KSqmiLBXYsKsPh8PKhk1DZ/vw1wVxnxDWAhEgBeEV2vP4fkJTWXL5LL75WSxmGzK5hFKupKu9j2w+i6NHzbZdm8/2oa474j4hrAXiGaQgvEIXXr6L6dYZgoEg7j4zWl09GI6PTJGKZ2hzmBnY0He2D1MQhFdIBEhBeBW6ejrp6ulctm3DFlE8XBBeC0SSjiAIgiCsQARIQRAEQViBCJCCIAjnML/fz8c+9jGuvvpqPvzhDxMOh8/2Ia0ZIkAKgiCsQclkkuHhYZLJ5GlrY2Jigh07dhCPx/nwhz/M5s2b+cAHPnDa2ltvxDQPQRDWnHP5PlEsFvnnv/8K8rkiHrkTXyVEpV3Fhz9766ovd/bmN78Zs9nMD37wg8a2XC6HVqtd1XbWKxEgBUFYc87l+8Q/3vZ53pjdik1naWyL5OI8qD3Kx770qVVrJ5/PYzKZ+MY3vsFTTz2Fz+djy5Yt3HrrrTgcjlVrZz0TQ6yCIAhrRDKZRD5XXBYcAexaCzJvYVWHWxcXFymVSnz6059mx44dfOhDH+LYsWNcdtll5PP5VWtnPRPzIAVBENYIr9eLR+5c8TWP3InP51u1JbCeHa696aab+OAHPwjAZZddhs1m49FHH+VNb3rTqrSznp3xAPnsiO7pfPAsCML69uz94Qw/ATrr2trauL8SWvE1XyXEmzyeVWvL7XZjNptxu92NbUajEb1eTywWW7V21rMzHiBTqRRQ/4cgCILw+6RSKcxm89k+jDPGZDJRaVcRycWxay2N7ZFcnGqbZlWfx0qSxB//8R/z3//939x8881oNBruuececrkcF1544aq1s56d8SSdarXK/Pw8RqNRLBQrCMKKarUaqVSKlpYWZLJzK1WiWCzyv//+H5F5C40s1mqbhg999mOrnsUaj8d529vexsjICG63m7m5Of75n/+ZG2+8cVXbWa/OeIAUBEEQXlwymcTn8+HxeE57Ju/ExATpdJr+/n50Ot1pbWs9EQFSEARBEFZwbo1dCIIgCMJLJKZ5nEOSySSVSgWr1fqC14rFYiNzUCaTYTQaUSqVL3hfIpGgVCr9zjbkcvmK+3+uXC5HLpfDZrMt216r1YhEIphMJlQqVeOYVCrVC4aYnn0vsOKk5pd6rpIkYbVaf+dzrng8jlwux2g0/t5zEgThtUf0IM8RpVKJ/v5+nM76XKrn+8UvfoHT6WRwcJD+/n6MRiPt7e3cfPPNTExMNN534403Mjg42Hif0+mkp6ense2KK6540WO58847V5zLlUgkcDqd/OIXv1h2TF1dXRQKhWXvffDBB3E6nTidTsrl8is+14GBAXQ6HVdccQWHDx8GoFwu88Mf/pDLLrsMu93OLbfc8qLnJAjCa48IkOeIX/7yl5TLZTZt2sR3v/vd3/m+mZkZwuEwuVyOX/3qVyQSCbZt28a+ffsAuOeeewiHw4TDYQ4ePAjAXXfd1dh29OjRVT92u93Oz3/+82XbvvnNb9Lf37/i+1/uuQYCAdRqNW95y1soFApMTk5y77338vnPf55rrrlmFc9EEIT1RATIc8Q3v/lNbrzxRj74wQ/y7W9/+0UnYEuSxObNm/nJT37Czp07G5U2zob3ve99fPvb3278HA6Huffee7nppptWfP/LPVer1crf/u3f4vV6GRkZYWBggB/96EcvqTcsCMJrlwiQ5wC/38/999/PLbfcwrvf/W5CoRAPP/zwS/qsJEncfPPN7N+/n0AgcJqPdGU33ngjjz32GHNzcwB8//vf55JLLqGrq+sF732l55rL5QBWfZ6ZIAjrlwiQ54DvfOc7XHTRRQwNDWEwGHjXu97Ft771rZf8+e7uboBGgDrTmpqauPbaa/nOd74DwLe+9S3+/M//fMX3vpxzjUQihMNhnnnmGT71qU+xefNmBgYGTtt5CIKwvogA+RpXq9X49re/zTve8Y7Gc8Lrr7+eu+++m2g0+pL2UalUgHqG6tnyvve9j+9+97vs3r0bv9/PH/3RH73gPS/3XHfu3MnQ0BA33XQTO3fu5Ne//vVZPUdBENYWMc3jNe6RRx7B6/Xy2c9+ls9+9rON7ZIk8YMf/IAPfehDL7qP4eFhJElq9CRfLYvFsmKx+ng83nj9+a655hqKxSK33HIL73nPe9BoNC94z8s915mZGQwGw6s7GUEQXrNEgHyNezZh5fnDjP/7f/9vvvnNb75ogCwUCvz7v/87V1999QvmLb5SQ0ND5HI5RkZGGBoaamx/Niv2udueJZfLef/738+//Mu//M7h1Vd7roJwrrn99tsbI0TPdeutt55zC1WvRAyxvoZFo1Huvvtu3va2t73gtbe97W0cO3aMZ555Ztn2Z5/LTU9Pc9ddd3HZZZcRi8X493//91U7rte//vVcfPHF3HTTTTz55JN4vV7uu+8+Pv7xj/Nnf/ZntLa2rvi522+/nXA4zPbt21/w2is519/n2etQKpUoFouEw+GXPCQtCKshmUwyPDx8WpcGVKvVaDSaxn9PPPEE3/3ud9Hr9aetzfVE9CBfw37+85/jdDq5+uqrX/Bae3s7V1xxBT/96U85//zzUavV2O12du7ciUwmw2Aw0NPTww033MBf/MVfrLjkkFwux263v+zMT0mS+M1vfsMXvvAF/uZv/obFxUXa2tr44Ac/uKyX9+wx/a5VX577+is519+3mszWrVuXrao+ODiIy+VieHj4ZZ2rILxcxWKRr3/5TrSZGt02N49H7yGnl/jrT3x01bOsP/nJTy77+Uc/+hE333yzeBa/RBQrFwRBWEO+9rkv8s6+S3CYT5VJDCWi/HTiaf7m7247be0+/vjjvP71r2dmZgbPKi7MvJ6JHqSw6uLx+AvKvz3LYDCsmGAjCEJ9WFWbqS0LjgBOsw1NukoymTxtzwb/4z/+g+uuu04Ex+cQAVJYdddccw3j4+MrvvaFL3yBv/iLvzjDRyQI64PX66Xb5l7xtW5bMz6fb8U6xq9WOBzmZz/7GXffffeq73s9EwFSWHVPP/302T4EQViX2traeDx6DysVOZyKBrjoNPXuvv3tb9Pc3Mwb3/jG07L/9UpksQqCIKwRJpOJnF4ilFieMR1KRMkb5KdleLVWq/Gf//mfvP/97/+dy76dq0SSjiAIwhpSLBb51698DU26SretmalogLxBzl/d+jenpVbwAw88wHXXXYfX68Xlcq36/tczESAFQRDWoGQyic/nw+PxnNZJ+/fffz8LCwu8973vPW1trFciQAqCIAjCCsSAsyAIgiCsQARIQRAEQViBCJCCIAiCsAIRIAVBEARhBSJACoIgCMIKRIAUBEEQhBWIACkIgiAIKxABUhAEQRBWIAKkIAiCIKxArOYhCIJwDisWi4yNjVEsFhkYGECv15/tQ1ozRA9SEARhDUomkwwPD5NMJk9bG08++SRdXV28/e1v533vex+tra388Ic/PG3trTeiFqsgCMIaUiwWuf322/H7/SiVSkqlEq2trXzmM59Z9dU8duzYwUUXXcS//uu/AvCv//qvfOITnyAej6NQiAFG0YMUBEFYQ26//XYqlQrd3d20tbXR3d1NuVzmjjvuWPW2YrEYO3bsaPy8c+dOcrkc+Xx+1dtaj8RXBEEQhDUimUzi9/vp7u5etl2v1zM1NUUymVzVpa9uv/12vvSlL6HT6dBqtXz5y1/mtttuw2AwrFob65kIkIIgCGuE1+tFqVSu+JpSqcTn87Fhw4ZVa2/Lli1YLBY+97nPodFoyGazXHrppau2//VODLEKgiCsEW1tbZRKpRVfK5VKeDyeVWsrm81y9dVXc+ONN3LixAkOHjzIf/zHf/CWt7yFycnJVWtnPRMBUhAEYY0wmUy0traSyWSWbc9kMng8nlUdXo1Go0SjUS666KLGtgsvvJBqtcr09PSqtbOeiSxWQRCENaRYLHLHHXfg8/kaWawej4c77rhj1bNYL7jgAgA+/vGPo1ar+T//5/9w6NAhhoeHVzUYr1ciQAqCIKxByWQSn8+36j3H54rFYvzbv/0b+/fvp1wus3HjRv7qr/6Ktra209LeeiMCpCAIgiCsQDyDFARBEIQViAApCIIgCCsQAVIQBEEQViACpCAIgiCsQARIQRAEQViBCJCCIAiCsAIRIAVBEARhBSJACoIgCMIKRIAUBEEQhBWIACkIgiAIKxABUhAE4Rzl9Xq5/vrrsdvtWK1Wbr75ZrLZ7Nk+rDVDBEhBEIQ1KJlMMjw8TDKZPC37r1arvOUtb0GSJE6ePMnhw4cZGRnhL//yL09Le+uRKFYuCIKwhhSLRb761a9SLBZpamoiGAyiUqn42Mc+tqrLXY2NjTEwMMDY2Bh9fX0APPjgg1x77bUEg0GsVuuqtbVeKc72AQiCIAinfPWrX2XHjh1YLJbGtlgsxp133snf/u3frlo7z/aNJElatr1cLnPs2DEuv/zyVWtrvRJDrIIgCGtEMpmkWCwuC44AVquVQqGwqsOtvb29DA0N8clPfpJQKMTc3Byf+9znGschiAApCIKwZni9XpqamlZ8rampCZ/Pt2ptyeVy7rnnHlKpFL29vVx44YVcf/31ADgcjlVrZz0TAVIQBGGNaGtrIxgMrvhaMBjE4/Gsant9fX3cd999JBIJ5ufnaWpqwmKxsG3btlVtZ70SAVIQBGGNMJlMqFQqYrHYsu2xWAy1Wo3JZFrV9r74xS/yxBNPkEql+M1vfsPHPvYx7rjjDjQazaq2s16JLFZBEIQ1pFgscuedd1IoFBpZrGq1mo9+9KOrmsUKMDExwQc+8AGeeuopOjs7+chHPsItt9yyqm2sZyJACoIgrEHJZBKfz4fH41n1nqPw0ogAKQiCIAgrEM8gBUEQBGEFIkAKgiAIwgpEgBQEQRCEFYgAKQiCIAgrEAFSEARBEFYgAqQgCIIgrEAESEEQBEFYgQiQgiAIgrACESAFQRAEYQUiQAqCIAjCCkSAFARBEIQViAApCIIgCCsQAVIQBEEQViACpCAIgiCsQARIQRAEQViBCJCCIAiCsIL/H+h9eKzIR5GEAAAAAElFTkSuQmCC", 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", 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", 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", 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0jt6KkYvkRSMxNc7BjLt0E9AlzADqGw+QzqGWjWpAUpQPiJHAk5/BnFa7503tfzFjZpyOeQN3sKaM/N68362OHg1zWvXerodPYk4X3hfBvuOFHGk6+6onDvUe7HDrid092e/IrxBCYE7B/h8p5baREWkXY04d+SLmQ+XTmFOhR/eK782hlo2qJxTl6Npzdba/AEswg+Rfe4B9fwd8GXME5iX72OY6zODDezbGvIHZ+PEJzGnAAMg9FlQRZnD+bwL/lPtfuOeQ0jkIx6I+gr1f6xeN/Gi8u76F/V/r9/XccrDpHJf10Yg9n1u6hBATMae/n4Y5G+JOYKUQ4hx54ADph1o2qj46BKoR6SNIStkjhPg65oPBNzEDaO7PdzErkx/u+YEwV3G5GviNlPL/9vJ5A/BnceRLf24Z+b1NSnnXIe67feT3RMypZqPtGcTzSNI5ErvTnYHZO3Mo2jGDl+5pb0FUkVIuxuyV2j3VbyNmQLkrRjbZ1ypKx6psFEV5713IyDLPUsp3NciPND5fx0E2Io1MRfg4ZgfDxqOXzf3agnkde0hKuWdv7YFsxxw9kyfNAK67VWGO4D1a6RyJzZijhCZwaD2mu0dX5e7xfiXvPjdGbsz/MfKDEOIWzCku52Cuarq/lfaOVdkoirIXUsoVQog/ATcJIR6UUu5zFoKUMjoy0vzvmA/s7zAymmM6sGBvxxFClGDWE4fSuPMuRzudkQDKn8UcxfTa/rc+anbfM78gpVx6iPvufm6ZgDkNGAAhRArmFLLGo5TOkdjdGDcDM3bTQZFSDgohwuxRH42ETSnGHIAwevsoZufWEyPbfRxzmv01wB9GNjvQc8v7XTYfCSom0keUlPJJzFV3bhFC+A+w7S7MIe5f4N03oZdiBkl7eR+7v4y5VP3VR5jfZuBx4OsjvaT/I0xn7GffXZixnW4UQmSO2u9szJUEjko6R2IkJtF/R/I4afRnQoiZYv8r5C0DpohRK6wJIc7h/08x2/3eGGGuUjdaC2bv1GidQNZIL/XoPB6TslEU5X1xHWZQ0n2N6HwJuGT0NXRfhBBZmNezVODGfQzXfy/cj9lrfc9IB8foPKUJIWbvfTfAnHKRBL4/ah+B2dGy53TfI0nnSDyEGdfjbiHE/0YQCSEse0w/fIeRWIA1mI1kYmQfDfgG8I6RyEKIk4S5bPJoO/c43jBmb3Y273asykZRlH37Mea93oE6jcG8Fm5k1LVwlOswgxjva6n5l4A5Qogp+/j8YB21dIS56tjDmJ3GXxuJ2fp+eBxzoZ2fiz1WPhNCuIQQC/az71OY19Hb9rj/v5V337MfSTpH4knMZ4i79nyOFELMOcC+yzFX8HaMeu877HFuQogTRjqkRtvbtMxO9l4fHauy+UhQI5E+2m4HXsW8KH3nANv+CHOqg2+P96/DjPS/1zmxI0MRN2A2QP3uiHJrBhX9B7BFCPEMZkt8LuZy9VvYfw/57hhAG0b29QHpmJXlV45iOkfiC5hLYq8ZSbcFc85xOvsPePdHzCHKbwkhHsMcTSAxW+q/OGq7FOBfQogWzF7sBOZSpwneuazrfzCX2XxaCLEJMEYNjT5WZaMoyntECFGMeS349X42ewlzNMo1e2xXJf5/vAov5sidMzB7KU+WUu7rIeCok1J2CCHOxxzNuUMI8Rpmo0slZq/2dzE7T/a2704hxFcwl7OfgLms8AmYDTeXHa10jvD82oUQF2Feo7eMpCsxg6H/dSTP+/JtzJv+t4QQazHP7deYwW1HWwD8QwixGnNVm0zMkUVPYv4N7PZvzDhZFswpABullE8fq7JRFGXfpJTdQojfYjZKnCOl3FfH7+6Ybd9mjxE7Qgg3cBVmjLR9LfbyKubUoS8AXz2cvB5hOtmj6iM3UI5ZH7UDF4wOmvxek1JGRjp0nwDqhBAvYgY4L8eMxfp7zE7gve3bL4T4NOYzwWohxGLM54GVmOEjjko6R3h+4ZFr/VPAtpF0Q5jPK8uAt/ez++2YYU5WCjP23jTMmSJ7jl4dBzwmhFiHuRCSF7M+Xgb8bdR2/wK+J8ywKx1Ao5Ty4WNVNh8VqhHpw+95zBbad82BlVK+Jsxpbfa9bJ/cY9s+IcTVmMvNt8L/YmgswRy2vr9YEndgBmr1SSkPNqDdE8CKPfIQwOwJnwychNkQtAX40choo/3tu2tkhM+lmMHU3sAMMn0a5vDWw0nnEcwL2p6WYTbKHEyw6tHpDgJnCSFOAOZizhd+BXhjVPnu7dyGhBDTMFdKyMOsXF8Czsa8WO7ebr0wg6CfDEweOf7tmMtpjl5FZ/HI8U4bOXcx6rMjLRtFUY4/WZgr8zy2rw2klFuEELcDo1cr+TH//z7CwLxRXwN8fY/rwd7UYF4nDzcoZ3Jk/yV75HO5EKIS88Fhwki+FmNeR8MH2Pe+kRva8zCvjzeOnHcme/R+HmQ6wZF09taQ9geg91BPWkr51siI0vMwG2b6gHuklLUHOLdnR+rAczEbnv4spawdGcG6ddR2PxVmDJXTMG+064HfSSn3jCPyRcyb/gmYo41Hp3WkZaMoyuH5A/ue2vNLzE7D0Z3Bf2Av96pSyteFEF/FXIhn90N2HnAP5j3mXo1MVfoa+3++3P1/f1+Buw83nT9gNnqDWQbdmJ0ZP5DvXB1zb7rZy3XzEN3NHuckpdwxMlrqZMxGdAtm48r1e4T42Nu+z4v/H5/OA/x3ZGpiO3t8Z4eQzo8xY9Xu6bDu2Ufqx/GYzxsTMTsMHpJSjo6Ru7dzWzOy30WYq59+W0q5QQgRZ1TcPCnl34QQT2DWJVWYHdePSCn3fA66a6TjYxrvjvN3pGWj7IPY/7O/oiiKoiiKoiiKoiiKoqiYSIqiKIqiKIqiKIqiKMpBUNPZlPeNEOJEzNVd9ud5KeWHZjjhR/GcFUVRDpcQ4gbevYDDnn58EEvNf2B8FM9ZURTleCeE+ARmXJ79+YOU8pCnJh+vPornrBweNRJJURRFURRFURRFURRFOSAVE0lRFEVRFEVRFEVRFEU5IDUSSVEURVEURVEURVEURTkg1YikKIqiKIqiKIqiKIqiHJBqRFIURVEURVEURVEURVEO6Jg3Igkh7j3WeVAURVGOb6quUBRFUfZH1ROKoijvj2PeiAQUHOsMKIqiKMc9VVcoiqIo+6PqCUVRlPfB8dCIpCiKoiiKoiiKoiiKohznVCOSoiiKoiiKoiiKoiiKckCqEUlRFEVRFEVRFEVRFEU5INWIpCiKoiiKoiiKoiiKohyQ9VhnQPlwEUI4JpZmZmxt6GkXQlgB46uXzDy5dziyc2WrFnS5vRnVG1c1Xv/tn11ttdqcFqvNVVw+9jPtzfXN2zetvunlJx/uTPGl24cH+0LH+lwURVGU90ZeUVlGcHgoFhweiABy3mkXZqZn5U16/j9/WTJh2olFkXCwr2LsFO/0uad9vKG2esfkGfOutjtdk2q2rnvyr7+940eeFJ8nFBiKSCmTx/pcFEVRlKNPCKFZ0wvzk/2tHYCQUiZTpp07DWQyuOmVnc6SKRXRps21aadee7LVlzM10dfa6Cqd/k09GrBEGzfeGljz1DLhcKfIWHhYSimP9fkoyoeJONb/p4QQz0opLzqmmVCO2OfPnZo7uyr3l2OLMy6eVp6d8sqahj5PZr6rv6ej6epTx42v6xzqfSZ8ukXaU9I0i5aMhkM2EKRnZifzisqt8ViULeuWS29qmhGPR43AQH9vKDi0zO50rWlrrHvp8b/+euuxPkdFUY4dVVd8OJwxZcLpZTNP+eXsiz8/JRGPJZvqd4SlrhuFZVXRorKxBW8veXlXSfn4snAkKBOxqGEYhm1osC954snnWgHamupoa6rTcwtKRU93WzgSCrYGBvtec7o92/99/y8f6u5oiR3rc1QU5dhQ9cSHgxDCmnb6dd+1eP03uMtm5Udatg0hrFY92NPlGbegCGno0eYtPTZ/XpE09KQRDQksNgt6MuQqmewBiHbUoA/3JS2+bE0f6howEpGNGPpKGQ0t61/0wCvH+hwV5YNONSIpR0wIIRb/6qqehVOKM5q7h0h12/lXx2QyJp5J/ba3yfSnUhpdy/PVCRZe+kWEEDTWVhOLRrA57JRXTaajtZFELEpXexMz559JR0s9Ha0N+NIysFjtLXd+7crxu0cnlVdNzrBYrY7a6g3tx/rcFUV5f6i64oPvwgUnXTUn2/uIy6qJcOksCk66DICeSCv/3fVTHA43J1o+hlP3MHPe6QBsXb8chEb5mEm4vSls37Qaq9WGEBr5JRV0tTfT09lCflEF3R3N99719au+BGa9NG7KnMrujpaWvu726LE7a0VR3i+qnvhwyLr0ttfdVfNON2JhZDyEHg1jzywi1lGL5vRAMkE80IctNRNHdhlSSiLNm9GsDhz5YzFiYZKDHRjxJdizr0TGIyQGOsBqR3OmxKN1q84ZePOhNwFs6TanPdNeFK4N16nRSopy8FQjknLEbv/U3G9ceMKYX6WnurBognV1vfRPvQXd0MkvKgegtWYDg8EIOfnFZOUWsvyNZ5l32oWEg8O0NtWSTCRob9pFSeUE+vu6yC+qoLC0kvodm0BorHzr+Zc0TXu+auLMK9LSs2Y6nB7b6iUvPr1p9VvXbduwUk19U5QPOVVXfPB98bM3NuU5RLGRiDIYiZMy6xxmzT+Txzb+lK2uNwDIqR3PmWWfo6RiHBLYtn4lM+edTm9XGy31NVjtdkKBQTKycqnuXMmUCSdTlDWOP7x1AwS0mGtX5l3F5WPTM7PyzyofN2VS/Y6N7RtWL/7+S0889NCxPXtFUd5rqp744PNOPjPbPenUTltKpsBiJdbTjNWVgiN/LMnBTmz+PKSUhHYsx55RgD27jMRAB3o0hCO7lORQF/HeFoxEFGuKHZlwoLlTsKcXkhzuRkpBvPelemN42U+9k71nWxyW+Y5iR97w28MrIo2RzwwuG6w71mWgKB8EKiaSckRu/fiJX8xN83yuqiideEJnKBQjkjOXaDRMMhGntbGWgpJKYoOt2B0ZuAc209xdi0Syc8taKidMIxoOkZVXhM1mx5eeQVH5WJwuNy0NO3F5UigoqUTTtHNzCorPbdq1g1AoSFZuIedfce0nS8rHzgDGHetyUBRFUfauYuzktBNOPu/W/IppOVPPvITm+p3k2GxEQgGa63fgCaUjBWAIxqTPQNd1Gmqr0ZNJ+ro66O/txOF0kdSTOCxupp1wCk9s+QU1hcvZ2PkiV8ufY0+x05a6w3HrqT//cXB4kGgkTEv9TqadcFp+Ufm4B7/wzZ8UPPCr2+461mWhKIqi7F3KjAvPsPjzbrQ4vMKamkW8txmL043FnUqyv41kqB+bP49ETxNWXxZSSqLNW5ECjNAgZJVgJBNYnCloDjf2rFKMRBRbajbxnkaEzYktJQOrp6TcN6Ph/lBdCM2moQ/rpJ+aPi+8K7zZN9tXMbRmqONYl4WiHO9UI5JyyH55/WlzTpte8pvhUKzkSxfNyHc7rAwFYyR1g6RukJ7iJrViPFJK6rZvpLO1kUQ0wkwWcVaFl4beKL+qy6Ji4bnUVW/A6nCQlp7NUH8PyWQSl9sDQDQcwp+ZQ09XG73d7Ugp0fUkMpGgr7uDFJ8fu9NddcZFnyp5/dlHm45xsSiKoiijfPOu+24tKht71ce/8O0xM+ef6Wqo2UosGkEiSSYTeFPTyMkvwefPpKRzIsl4gmgiQmFJJSk+P5veXkxx5TikIemp34XXl0ZOXjHdHS30yzYAdHecl9beR0flTjJaSqjZtp7cwlL6ejsJ6QPc8/Y1xESYYuvUrwsh/k9KaRzjYlEURVFGeMbO96fMuughLLaJnsmnV9qzSkSsfSfJQC/C7kbTrFjTchFCQ+pxEgPt6NEQRjKGu2w6MpkgWLMSR0458d4mNIcbIxkHbCQDfdizSsyEhIYeDaG5vKDvIFwXRrNpJPoT2LPtJAeSaDbNZUmz3AzcegyLRFE+EFQjknLI5k8q/NrMMblzAWpa+ynJ8fH2zjoMKchIdTEvo45VK+/CbTVwyckYtnKmu+rIcURo6tIpykyhODVJz9v/pGzmxxnq72HjqjcpqRxPf08HrQ015BaWghA01G4jkUgw79Tzaa7fiT89G4Cc/GJsdgdOl0t0tNb/d8K0E8+u3riq71iWi6IoimISQrjue2rtHVm5he78kgp6u9ooq5rE4leeBGkw/cRTGejtorZ6A8HgMDl5hfR2d5Cdm0l/TydWqw2Hy0NwsJ8xW/o421XKS6EdtCcSpGVkU9k/j/7hTjKsBeTll6NvlZw/7YuUVU5i24YVVE2Yxus7/0bQ3wtAw9AG//mf+8JPhRC3qxXdFEVRjg/usfM/5SyadAlAor8NzWpHWGzE+toRUsddOZto8zaE3YUe6MWeNwYEWL1+Er3N2LNKsDhcJAc6cOSNQVhtxLvqsWUUIfUkgW1v4sgqQ8bCYHOQHPwx/rk6MuEg1h4jZXIKsY4Y9iw79iw7sb7YTd6J3qeD24Irj3HRKMpxTTvWGVA+WCoL/Pa6tn6RSOis3NbK5vouFm1oZEZlLtOrClmmz2dxfZxzJnjo9EzFmlnO0MbHyLQM4rAK6nqi3L9eY356B1kFFTicLrLzi8kuKKagpJLJMxcQi0aIx6JUTZzBxOnzsFmtdLQ20NPRgmaxkJ1fTP3OreZIp+rNVE2cNfP6b/+8+5afPlT9pdt+feWxLiNFUZSPunM/9vnCnq62jlBgiHXLX6O9eRfVG1ex8KxLKRszkZb6neh6ksycAvLyi+npaGOgtwubzQECdu3cQl39OorySjnBVYoQAk9UMnH6XApLKpkw9kTiQzG6/bvYmPIi3e46HHYXbU11NHRvIxDrY0rhyYghK0ZUEurpYWfVW7dU3TYu8O2773/64qtuLDnWZaQoivJRlxzuduqRQCw+0EG0bSeRps1orhQ8ZdPQUjKItlZj8fqx2BzYMosJN25CJhMIiw09GiLStgOkxJ5ZiNXrx+L0YvGmY88qwZFbgS3FjYxHcBZPwpFbiSCf5ECSWFsMKSXSkCBA6pJIawSLw+LK+3TeiuKvFXcWf7n4TiGEONZlpCjHIzUSSTloj33vku/+5/ZLvmm1iIznVtUmxxZlWOdOLKR7MEQklmQ4HCHXEWTHQAHFTY1EnZlc6XqFzvGCiaX5ANS93cBFlWFqWkP4g1tpbM1hYChAX08XFWOnMDTQS1pmDruv2XaHg+KK8dhsdirGT8Pnz6B22wbisQgvPP4QOXnFVIydDKAZhj5eCB7KLSh9qrOtMXHsSkpRFOWjaeFZl2WdduEn/3bGBZ88LRwOORrqtsmJ0+eKFF86zfU7CAz1E42GSU3LoK+3A5fLQyweZcrsk2htrKWorApd1/nr47fTVVLDOP0ElmkDFA1ZaHNE0XZtpqJyKrXDb2Mb0NGtINBwWZ0Ulo7huY1/YE3pU6xre4ozjRs4s/MaXqn/C2KaDWeeE/JwhmJ9F0+ZvdADnHmsy0tRFOWjKOPsL59vz6n4naN0enmkdbthS0nHO+lUkAbJgQ6Swz2IZAIjmcCIhRGahubw4C4Yi9WfjxCCaLwWoVkQHj9GPEq8rxWkQSLYhy0WQWgawpGFERwAQAiB5nZjS7chpcSZ5yTcFEaP6AysGEBP6GSclIFm09BcWo5m0+7IOC9jJ/DPY1tainL8USORlIMyoSSzZEJpxl12m5YxFIpRlptmtVstAGSmunlrcyuTy7K4ekw3k5yNRIIBLO3LyEhxYNE0dN1A1w1SHIKGsI/m8bfQmHEBtZvXYLXZyMkvoWlXNVJKHHYHiWSC6k2r2bl1LXoyQSwWwZ+RhaZpaBaNovKxVI6fjK4nGezvQUpJIh5DCIvnkk9/WY1GUhRFOQZmzT/zRn9G9rmGoTui4QDpmbnCk5IGQCIeo6u9mXGTZ5OWmcWywcfYWP8mQgiEEOwOVzTY181QeifT5TmUlE+gKQN+KZ/DNncK1f3L+eWqq1hieYRIVoxIYwTXNhtXDV5COBygNbodoQmkN8mTLT/nhez7CBfHiHZEkYbECEoK0yZgszvmqB5mRVGU958QQljS838m7K5yGY9idbg0ze4y6wLNQqy3Gc2ThrNwPJrDjdSTxHqbsfnzEDYHRjRgHiiZQHOnoTk9WH05xHuaiA2048qrIt5djxEewpFTjj37dRKDz5LofwrNvZHkcBJ7lh0Aa6oVW4oNd5kbe7qdWEfMPPRgEmlIXCWu845VOSnK8UyNRFIO6HNnT8n+1fVnPNvZH7a4HFZSXHY6B0LYgxH6g1EGg1F8biuGIdE0QZolwvwJRTQt3sVLm/1ku3QeXVzDUOY8gpZxiFg6aZEwOfkl9HRX0rhrJ13tjaxb9jotDTux2R3EohGKSqs469JrSMRiJBNxAkMDOBxOEvEoaelZpKVn0dHSQGPtNlqbdvVMP+GULGGxyEQ8WnGsy0xRFOWj5su33fMxu9N5WzKZJBIOk5qWRVd7M33d7Ticbrr7msnOLEHXdRwONz1GI23R7cgdYBgGQwN9tNTvxJeezQm2S8hNLyMejVA5dyFdnXXE1m7Fn5WPTAqigShaQsPlsjOldgyJ1Dhvb3mRjo5GYoE4ejyJq8yJxW3BiBk4/U7Cb8USF0z4ikzNzLAPWnrk+VdeVwyoRRkURVHeR5mX3vYPIxaZJK0RNJudZDSCPtiFHh5GSh0jHkZYzdFCAK6iCSB1gjtWYEvPI97XhmazI6wOjL4WbN50NIcbmz+PWE8jsb52jFgIq3sQI/oCwtqDp+QtQrURBIJIWwStS8OaYkUP6XjHewEQVkFiKEH3S9293vHeTBmXIMkXQgi5OzOKogCqEUk5CGVZmec6us6Ykla1ihSvhTGF6QA8/MpmPnt2GQCrt7dR19ZP12CYFfUxtjRtYyjndIKl82kGYvpm3MUzyfCm4nJ7aGveRWtjLTn5JThdHu79yc1MGDuWO379T9Ky8+jvbudff/kFD/3m+3z5tnuYveAs4vEoHS0NBIYHiceiNNfvJCM7D4vVZnhTfF6QYOgiu6D0i8XlY389a8HZc2LRcOcLjz1QfQyLT1EU5SPB6fLc4nS7HS63l6KyKmw2O90dzXS2NVE1cQZVzOCtl5/ghf/cz9tLX8ZitSI0eDh0J6ee93GmLTiVKbMXEhjqZ9KMuQA01GwFYP4ln2PXq68S1fpxRX3MTI7ne/r1LK9bz99mP8+qjG1MC5zLnZc8z8Ytb/JK5/3097YgsyQyDPFknKQ/Hu+myTNWm4PHn+pLLUn70cnnXP71guLKE2q3b1yxZukrQ8ey/BRFUT7shBDOrI//+BOaZkFzebGlF+AAAlsX4S6ZgrBYsaZmk+huJBnoI7R9KcP6k9hLp+MuHI/m9qEN9+KpnE2irxVbRiHS0Im278DqSsU7bgGhHS9hcWk4S1YRbToFzXUCiaG/kDrTixEyQILFZyG8M4yRMEgGkugRHTSQCYk1zZo0YgaGw8BZ5Dw1dW7qeZnnZjYLTaT1vNCz9FiXoaIcD1QjkrJfv/nSGWdIS8YdbkeUiB7HFjd7BgaDUcYXZ9A9GCIz1U0knmB6bi7xpME5k+wgU3jTO4Wc/GIANtRvpVAaRCNhXG4PkVCAlLR00rNyGeqs45Of+xqXfO7bbFj8JPkz5iENg8/e9ENu/cK5bHz7LRKJGPlFFfgzcygZM57hwT40i0ZrQw2TZy3QNq1d6nJ7Uhge7GfOgrPyU1PT+g3dsFlt9sSnb7z9rEfu/b+3jm1JKoqifDgVlY21XfjJL34xK6dgmtPtIRaN0N/TQU5+CdFIGKvVjmEYDA/1095US/XGVXzqhtuYOvsk1re9gi3o4Z93/4yutiZEQqOobAxSSoQQdDc1MPv089E0jQZXF8uzH0XzW5n49gx0j0HIFyWYZfYu7xhcweLFRYwfN5f8cAVBTxfJ4SSn+D7NGv059OlRT/2mDUwvP51/9d5BYkz0GpdIv2r6xOusZWOn7BRCTJRS6se6PBVFUT6MfHM/Pi7t9C/eLCw2ixAa0tDR4xE0qx1bRpG52lpOOeGalYS3vYkeHkJY7SQH2nCUTMOeZa6HkPT4SAb7kIa50KYRj6AH+3EVjEePDGNJKcddMplQTSn29HKEdRlWr8Bit2CxWxjaMAQGuMe5kSFp9kFHDRKDCVImpRBtjeYCoIMj30HOZTlPx1pimi3LphV8tuCutofb7jhmhagoxwnViKTs060fP3HGdz4x95mGzqB7oHMnC8bksGp7G6u2t2O1CE4YX8Cq6lbae0J078rnrW5YuNCP02FlW1Mv8ea3aRZWknoCrz+X+p1bSMRi5BQUk56VR836JdC+lnBbDZde+x0A/FmFrF+5iHgshsPpwmKx0tpQw7Q5pxAJBQgMDzAr70xcOV76ujtwe1PYtWMzbpeX6k2rmDJrIQClYyba6ndswe1NtWkW7avAW8euJBVFUT68PnXDd+8sLKv6rtPpJhQcwmq1MtTfR09XOzn5xRSUjGHbxlXoyQS+jGyu++ZPmLPwHAAC4QE2x95i0sz5vL3kZbo7WkhGInzp2u+RNnE8/qxcdj39LFpJHjX6agwMBjf28sTyl3my/wXsFhtyLdgXOIk4Iqzpf5HXAw8SSQTwTPRgy7DR1LqNhEgQrgmS8Ok8s+536OPjaGgMp3dZNw+/iTPpq0qb458CbDi2pakoivLhI4TQ8j772yel0MYb4SEcJVOJtm3HiARB6jiKJhHrqCPe34qRiOGdfTH2rHLCO5YwvPI/GPEI0a56kDpCQry/jUR/B0YsgsWTBpqFSNMmYgNteMfMA8CeNYZI/eNglURbglhTQ5CAZCSJTEji3XG8U7zYs+0kg0ksLguxjhjJYNIMwu3UEJrAkeWwGjEDGZUIl7jakeP4cawrFj+2Jaoox5ZqRFL2ye205WoCdzASwpsV563NXZw1sxwhBJt2dfHG+gaQglBrKfNSzwJg1arnOeVkCIXjnOjYxLKtnZQu/Cxufx512zdSYusmJ7GS9dvsnHDmtdTv2Ijd1cWuda/h8ufR09vPzPln0t5cT1N9NbqepKxqMvnF5VSOn4aeTLL89WfJLSrBYrVSMW4qUkram3eRV1Qe3fj2W5sqxk45YaCvGz2ZxGa3M3Ha3Euv/fpddz50z/d/cIyLVFEU5UPHk+LLjkcixGMREok4UtcZO3k2AFvWL2fXjs14U9PIzMln2pyTGR7so6+nE29KKuGBAD3L29i83pwhkJmdT/XGVeS60okNDGHLziD75JMIPfcmPuFm3b/b0VyC9GnZMC5BeGeEwZUDxP8YJ/dTuQxNb0PzgqXeQuWOCgK6RnvVNjSbwNphxZqr4drpbeiqC3s0j5ZdGpzJlJxTsWe5RP1F65b7TvCNG1o91Hwsy1NRFOVDyCKtjhw90IfFnUa0tRqrOw1bRgFGMk5o5wqE3QyanTb3CoTQiLb+/2gUFruLaGs1nsrZ2Hw5xLsbsZfnYSRixHubcRVNQg/0Yo3HSPQsRcbGYUQWk3FqPf2LO+h+ogdniRMEYIDmMNeWEg6BjEn0qE7KhBQzMQ1sPhuDbw++qdm0BYZu2BJDCZw5Tpx2Z2nWxVlvAvPf/yJUlOOHWp1N2SshhKUwK2Xhki0t0uWwkeKy090fpmsgBIDVouF1Ozh9Zin6qFhz7f0Balr7ycvwEkw6uO00JycO/ZNwXws9LXXkxnbQ5ppGlt9LaHgQXTc4I68PPRbA7vGTnp2PxWqOXnrw19/Dk+Jj/JQ56Lo5w0BoGl6fjzHjp2OxmKvDhYMBhgf62LHp7fUv//fhzy1/47lP6clkb3HFOHLyiykfNwWfP/O2r9z+m1uKysba3v/SVBRF+XC67OqbKvq626YMDvZhs9nRZYJt9SsxDINEIo5AMHvBWYyfPJtkIgGAlJKutiaGBnqx9PQxcEIthjeBxWYhMzsfgL4cN86iQqKhAJ6MDPpllNknfYJJH59N0WeLsU6XuMvdeCa5KbqpCCNqEFocRbOM3NZYJN8IfYIfRz+JdcisK4yIQbgpzJpFr/2k87+d59q2pN538eSbqBw3neKScUzNPtW1cOrFy84999xzjklhKoqifEj5T/vCxxM9zR5hdyIsFnMKWsQMQ2dEhtHsTjzls9C8fhh5rjASMYzIMABSj5My+Qw0ZwqJgXb06DDxwU4EYPPnkxxoB6Eh7A6s3hDOwsfxjNmKzWdg9ZhjJoq+WETOlTlkXZpF+e3llN9ejj3TjqvMhTXVijQkUkqSw0mGtwz3DCweuKH31d6L9CF9gzPbiSPHgavYhTXVOi/vs3l/yzg9o+iYFKaiHAfUSCRlr+7/xrm3X3v2lFuFEGxt7GFCSSapbjurt7cxvjgLi0UjEo3T2jOMLXuQ2oGXWLlrBw8vewv7CxY+e+5MTj5hCkIIKjItPPrWU+RUnsxOSyGZpSci5VzWLHuF/Gg1qxNx/DPmEA4O0167juBgLw//4S4CQwNcds1NlFZNRBMaG1YuIj0rjxRfBtUbV9Pf30UsFiU9MwehCc6+7LPzxk6atS0aCQ07XJ7Uvu4OfP5MwnXVzHI4rY7TL/65NzXt40KIWWqVBUVRlCM37cRTXpw8c0FVJBwkODxIYWkVNcG32bphOdk5RejJBEP9PTQObWHXji3Y7A7CwWGSyRjrt71BuL+R1i2txDvj5Jyai6t9EICC0krSM3OIRUJsfvVFkkYYd0uIL2bciqWulb83PMiOwiZ0XUcP6QhNkOspp3DzeGrSV2Dxa9zeeS8laZkMVQ9jHWPFlmnD6EYWXVt0f6w3Rqx3qL870ISzy43Hl0a+fSzWQqNIS+948Yqrb/zmE/+4955jW7qKoigffKmzLp7rW3DV3y1Or4h17cKeUYQ9o4jA9qWI7gaE3YWhJ0gG+xGahVDNSuxZZUg9gZGIAmBxp2GxOwGING/G7stDjwWxZRQCEG7YgBzuw9CHMDzziDTPIzGwi3jv8yQDZuykYE0QR64DV7mLobVD2LJsOPIcBDYF0LwaQ+uHcBW4sGXasKXbstw3uLcnAomkJjSpR3WMuIFt0Mbs8Gy2lG+5Jl4UvzBtXtr4wRWDXcemZBXl2FGNSMq7nDenIuPbV57wDSEEAMOhGACDwRhzJxTwxoYmrBaNS+ZXsb62kwWTC1i6pYGfPf8CSd3AMCSzxmSxMVSIta2F1oBA94/D4fbS3TNEJtDf00ll9G0+PzcVw/BzT2MD5VNOIiuviG9/9iw62xq57ls/4+xLr2F4sA8hBIlEnJLK8QCsWvwSyWjcHJFktZKIx+juaMHp9oj+/m7fmEmzWPHa08yPBDitoISI282rwwPkF1fMmDxzwVhgxzEqXkVRlA+FL333V58YO2V2FYDVZicUHCY9maRfa6Gtq4YJ3QspHTMRh9PFurqXaK7cRKxhmAUFVzJmwnTGJ07gX3d8i963evGN91M5cQqxHR7YCv3dHaRn5hAMDjOz2860jFPYsGMnZf400uzlvNCQRvPTS7GmW5FxiTQkTU3V9Ha1k3V7KtYUKx2JDroa+9AKNJx55sNHNBQV0xLnU5A1nlXWJ9Of6Pwpk1tO5/TpV1Mxdgqx4W6iiR5RXDH+E4BqRFIURTlCtpyKu4XVLgCkbjbo6KEBXEUTibRug2QC95gT0UP9WF2pWEunEm3ehrtyNvH2nQAYsTDx3maQICNBtCwHiWAf0tCRho4RDeKunINmcxCp34CrfDr2zGIizb3okecAcGQ6EFZBrCmGJdWCu8QNQHI4Sbw7jqvUhSPPgTQkkcYIFqdFI4ndUeQgVBeirKGM8Tnj8WR7aKWVPk+fP2VyyiXAfe9/qSrKsaUakZR3mVia+bE5Y/N825t6GQrFSCZ1lm9tpbM3xs7GYbLS3EwqzcJmtTBjTC6tPQHufGQ5YwvTyU5z88aGJjB0rixsYHVTnNKMVBrj6QigYuJsWhtrCYcCzPWbFYmmCewD2xla38KPfvsQne1NXP3l71NWNRmASChEMDBAc/1OXG4viUSM8VPn0LJrB61NtVhtdhpqtlFcMZ7i8rHkF1ewdd0yiirG0RUNkx0YYlF9DZHKiQwN9GzqbGts2H2un//6XSdNmDb397qeDK5684XPPfmP39eCuQQpcC5QAqyWUq48ULkJIdKBa0Ze/kVKGT6a34uiKMrxJD0770ter4/2lnq62psoKK7khbf+QiKiUyKmUTl5GoUlYwAY659Li9iM4U1itZq3Hs/9+z6eWfwEE6adyMwrT2WHWI5W4wXAZnewec0S3F4fKZh1hctm4x/Rp2kKtvNE3YsA6AEdi8dC6a2lTMk8nblpl/Lorh8QzwhAUmKkJ3DkOoi1x0gEE6RHC7n85G8jhMBZ7ebvO2/T64pWWyYFFxBpDtDX1UpaejlaJPHi6HP92Mc+9qOsrKyr+vr6Xnnssce+IqWUQggPcAEwDaiTUj64t3ISQtwJOPby0QYp5X+O+ItQFEU5Tnknn5mdMvviGfpQF7rQ0IMDxLrrifeb0880uwt7TgUWhxuLw02ivw2rPx/NlYIRj/7vOLbsEpASmYxh8+chDR132XSSA+0kAv1Y3D40m3mZlVoXRuwJjOhO0ucOMbjSDkDLfS1Y06zEu+IIiyD9tHT8J/mx++0YMQPNohHrjBFpiWDLtOHId+DIdxCqDaG5NGO4aFiLhWI0DzTTm9eLHtWH493xNbvz6D/Jn+0/2f+I5tAKI7si3217uO0ZACGEG7OumA40SCn/sreyEkL8AHDt5aNNUsp/HZ1vRFGODhUTSXmXc2aWf/rtne3ohiTFbcdmtRIZduOXpZw+uwBNOmjsGmRdTQcb67r41ROrWb29ne9/eh79gSiGIRlfkonP4+TkSjct2wfI2tpDcLAPh9OFw+Ekr7CUxmgmS3f08uel/WRk5fLbv/yNprpqvvr933PxVTcSGOpnw6o3WbdyEdFImBSLi872JnILStm1fTPDQ/1YrXaG+nuZOf9MwkFzbvVgXw+eFH/vhlWLbl0bCuz6a1cnrrlnMDzYF3noN3ec3d3REtt9rlUTZ95QPnby1DETps+fNHPeNUKIVCHEo0Az8DXMnujzD7Lo7h3Z/h4g9ah+KYqiKMeRU8792IyU1LT5vd3tJBMJcvNK6OpoINteyvlTv8SC+RfT1dZC067t7Ny6npR4OqXNM5liPx09meRv997Jo/f+lMkzF/D9e/5Flr+ICtdMwqEAAKn+DHz+LPJzi6kONbOubSt3aX/mqdJFrEzZROoc8xKbc1EOmlOj+XfNDGztpTNYTywaxpp0YvfbCXeGiLVGQQMjYUCawdBALwA9kSakLv/btbnl0cdWfL9vzav3YksOsXPjsld/9b0v/mj3uQoh3IWFhd/Kzs6uGDt27JfGjBkzWQjxENAAXAbcDHxyP8X1TeAUYHCPn9DR+0YURVGOP+6x827Ww0NOw9BHGoDyMaIhrG4froLx2FKySAYHiXbWE+2oJRnsJ9K4Ec3mJDHUacY6AqyuFOxZJWbDktVOcqgHAM2bji01E2F3E23ZRrBuBd7Kl3DmLceW1oE1VcNZ7CT3U/kUfakI3wIfRV8pwjXGRe8LvQytHSIZThLrimHEDYyEgT3bjhExkIZEj+toTs0I14ZvbQo1rXkq8VR4w4QNCI8guCn4na6nutbvPteUySlXesZ4znQVu8a7ylw3AQgh/gI0AlcAXwWu2k9xfR04DVVXKB8AaiSS8i7RRDLl/JmV9A1HWLShgYklWXTtSmXStAhpXi+nzczn/hc2Mmd8Hm67jb++spWbLplJWU4aSd0AYFf7AG6HlbU7O6gLZJBelGBufBGdq1bSpE/EKUN8a3wclyOTbVEXv//HM2zctImzzruEzJx8Vr32OM5wM9JXhs+fgcudgrO/Hd+UMQz29+BwuRg3ZRZb1y1HaIIt65aT6s9k5aIXEh2t9b+JRcN/e+yhX28TQvzyOz9/+A/9Pe1nDfZ3P9JQs/Ud85Y725s2lI2d/MlEPBZvb67f/PW7/vyP7rbmM7NyC6tfffrvd1dvXHXywZSZEOJTwIXAK8DZR/s7URRFOZ7EopE+m80hy6om0d3RTPvKtykOBWmZUE5BcQUA/vRMGuu2cfLZV5iv6/IorZzA43/9Dc898hcq8ir5wo0/IBYJ4eyyUumYRoPVnLqwduVruPwejE0buTJnDgA9rkEcOQ6sfitDq8xOA+ETZJ6fSde/u2h+fg2h8mZK/ZO5Zvb/0Vu7g0muQVzDNu5o+x11ua0YvZLe7nbeXPzvtjebH7lzYHPfo8FtwfCCBQvGuCf4/jo02O/p6Wy5a4+4eZGhoaF1Pp9vQV9f37bs7OzM0tLSs0rKKqzSmRl48Hc/jnFgG6WUPztqX4CiKMoHQLyvxeubfQkYBtG2aqRhkAwO4CoYi9XrB6+fUN0aNCOJq2QKALHuehzZ5QSq30Qa5sI6yUgQ2dOEHotiEQJhc5AcaCfSvgNbWh6a3Y0jr5JY1+u4K51mGIzBBNGOKBavBVuGBWEXuIpcaBaNrAuyiLfH6XulD1eVi7TZacS6YkS7o9jT7Bi6wfCmYaKt0ec0of226/GuN4C7C68r/IIMyVuSQ8lNwc3Bv77jXHvjG5PBZMDitqQk+hIbPvaxj33vvPPO+2RqamrvwMDAf1555ZXTDqLINqu6QvkgUI1Iyrusq+1omlqRPSUUTeBx2ukZjiB8MWpqfcRlL4OBOBY0OvuCfPehJYwp8HPBCeV0D4XJSHWBAJ/bQTCSoCQ/h5ZJ1+Lx51BdsxJ343LGpGfRFA0zEDFwOUCPDLNrxyaycgtZs+It1q5cjCEs2OxODMMgLT2TK6+7hbgP7NEIyWQCny+d4cF+KidMo7OtmcysXKLRMGGPZyASDjz8xMO/rQYYeRD4snlmC991rvfccePdV177zfWGoQeklL7zr/zCRQDtLfUzY4HBO6o3rmJK+dj5Qgj7yC5CSvmOBwYhRCHwB+CHQDGqEUlRlA+5lW8+3/T9e/4V93Q0u8KhICEnpNkr2VJbR5M/i3g0Sjg4zK7BjQy83cqZk65F13Veefrv/PvBX2BNt7Bw6jx6BrroC/bRF+qnongaKalpAKT5siirnEjPpmeQeWZ7TspgCmEiyJDEYpgLbXb9oxvNI9BDOk2hdlxLPIjxnbhcHlKaBnEkNLxONyd751BPO/HJQ9y37SaZDMfXtv676UEppQGwbNmyWmDB3s5VSiknTZp0YWtr68k9PT2rp02bdkdJSUkBAJ68z1ss1rjX66k6+eSTL1qyZMlzgBsIqwUcFEX5qIvWr/urZ8zcmzB0EBp6ZBB7RiHxvhYMKZHxMEYiipGIEe9vw+rNwIiGiLTX4MwfT6xhIwACsKblYsQjOAvGocfChBs24Mgqw+rLItHTBIDmKCAxkMSebkMmJMmBJMIpcBY5saZYiXXGiPfHIQn2bDuh6hBG0EAf1nGXujESBhanBaffSaQpErel2B5p+2vbG7vPp/X+1geABwD4xTvPtfOxzmWZ52bOt7gshd1Pdb98/o3nd2RnZ3ullN7m5uaHLRaLxe12l5eVlZU0Nja2AE4V+kL5oFKNSMo73Hjh9NOuPHncua29ARw2jVSPnf7hGH6/g201reRGs5g3KZ8543P59l8WsaWhhye+fzFOh53MFBeRaALDkNz4+1cYDsU5e04VU669EQC73UmV4aagxcnfhoZ4IORn5eJXqGsfwOX24NR0TjnjRM64/h4G+7tJJJK43G58/kyqN61m9rwz2LV1A/FQgLITFhKNhNi5ZR1TZp/Erp2bqRw3FavNnh0NDn8F+NLBnvNjD/1qEcDJ51yR09Kws62wtKogFo1QKUQJwFmzFpzy5YuuGrZYrKIkO1//8bU3v7yuZttXn1r2Wqswo48/BOwCfgX89mh/J4qiKMebL333188VlY919fd2ogkNT0Y2G2Wc9LwxbN/4Nmdfeg1CCGK+MM/zK/pXdvLJE2/nkX/ehaPAjl26eHzdM2TUrsVitRAJBXF5vGRk5QPgS8/E7nRhSCv/aX8Bd9LJianz2ba1lYahLZQXTearV32JGm0V1tZGlt63mrbhLnYuqqV4epyfPfEx/pj8BvnpWWzrrmVtSTWeIg/RtihapiY86e6L3WPcFUDtwZzv1q1bB4FnAC655JIVubm5XxRC0xx+LxaLZk9PTy+aMGHCM063J5ye5nNaLJaeGTNm/KSxsfHPI4cYL4T4PmYYgVrgOSll4Gh/L4qiKMcLmz/f7T/ji6/r0QDCakcCFocHGQ+jx2OI4W7cZTNw5lWR6G9DeNKJtu1AWO2ENr2MxZ1Gor8VgHDNcmKtW9EjAZwF49AsViwOD/bsMmLtW9Hjw4Tr1yFcIYI1NhIDXThyHDgyHDgKHMS74yR6E7hL3QgEjnwHg0sHQYB3ghfNoRHaGcJd5CbeH8eaYsWR47BbXdYfAI8d7Dn3vtS7BdgC8KlPfert7OzsC4eGhkgmk8Jut7vS09OL5s6du2v8+PHJrKwsy8UXX7ylpqbm2u3bt28cOcRYIcT3AAtQh1lXDB+9b0VRjg7ViKS8w+ULxt5/6rRSK8CGuk4Gh2OkeR0UZ/sYDkh0w5yutmp7G398Zj2fOXMSM6oKeLk5haG6GlbtaEdKmFicyZ9f2EhehpfKVb/HVzGDE7QGYg4NERWEA1t46fWXuWLhOMrLZyJyprF22Wvc/+h/2dQS5tafPcTK159g7hnmNAhfWgYA/pw8encFAXA43aSmpRMY6sfpdLP0tacoKh9HV3tz8+Gc++KXn+g6+ZwrZpZWTvxOYekYMkKBqUB2a3cHZ89c4BACvE4XF88749KZYyZecv837nrR7XRtCEcjpwKzpJT67hXtFEVRPqyqJs7I+sr3fnN+UdlYDMNg89plxOMRcvKLsdkc9HS2EA4F8HhTGYp1kRUr55yxX6C7s40FCy7hxLPP4ex519Lf38WOzWtxWGyc2CRYX2Hh9ZefAMDQk7jdKbxYtphARRe2Dg8DHT0MrxjEd1Iajsk2CiuryIoU8c/7bqJhoJXbT72Ru1c+SPdT3VgvsuKzmUG6By0B6kvaiLXHwIBIS4S0RF44XFvddDjn//TTTz9y4vyFHVNOOONTyYb6RuDOZDJJPB4nLyfbnUwmyc3NzTEM47eTJ0/++T/+8Q+klEnMgKl+4Hrg90KIq6SUrxyN70RRFOV4k3rC5fe6K2alA8R7mhCA1CxYfblorhT00CBSSjB0pJQYA63Ys4qJNG4gOdyLsNhwFk3G4sshGegjMdCBZnMR621BEwJrivlsgOzHkTsWiyuLRM/DuIqiWN1ePGOdxNrNWEeJQXORBQBHgYNwfZjQzhCOAgcWpwUAYRdgBwQMrR/Clm4jOZTsPtzzf+mll65oa2u7OTs7uzwWiyWBL8diMWw2myU3N9eSSCQYN27cdI/Hs+Gqq66qwexkiAAewAdch1lXfFpK+eJ+klKU951qRFL+56K5Y3xXnzEhLZ5IAgK3w4bNprFgUhGaJhACXl/Zg24keXZ5LQnd4O2dHVz6gycIJyCSFDjtVgKROK+tbwQg1W3HFWjGsd7PjkiM/sAwJVnLmTkjg5987loAnussJVl5CdPmnILd4WTpa0+x4re/ZbgwjW0bVuJ0uAgEh9AsFnrqqnFnF1C7fSP9PR0EhwexWK0EhgcZO3EmweHB/trqDX/d91nu3+KXn+jCDGzHtedc/lPgVLvNTnl+EUldp6W7nS3Nu5g7bqpw2h3n67p+/slTZtedPmOu7UjLX1EU5YNg6gmnLOztbBdFZWMZ7OumYuwkdu3YQknFeAD6ejvYsm4ZKb50dtVuZHbpxeQXVgJgs9sJDPcD4Pdn0xTdQo5RzrVP/JzhZB962FyJ7dd33AAIYlnDlHyrhHhOEKvUsBfZaX2gheZ4E+ssc4kNR3Gk2PjcyVeQXpSGtcFKuClCNBDlDsfvmRoeyyv6CgIbA1hTrSDBO95LcMfgW1LK+OGWwarlS94A3hBCWKxW6w/i8bgmpaSgoIDhpnp6Nq8HXwapGRnOyy+/nOzs7JnNzc1rt2/ffsuuXbtuBd4E/iuEGCOl7DiS70NRFOV4I4QQ/nO/VpUM9mP1pgMSZ/5Y4n2t2Py5AAxueAXRvAU9FsaIBnFXzsbq9uEddxJWbybO4kkIzUK8rxU92I/FlUqkow4jPIQUGrHeZhAawroLq8cMYaq5qnAV1OIqgFhnDFeJi5rv1GDLsOEqc2HPsBNpihBYH0BzaGRdnEWoNoRMSkKtISwOC0bEwJ5lx5piTYa2h/5wuGXQ398fZ2TS24IFC2YahvFlKSVOpxOfz8fg4CBbt26lpKQEh8NRdcUVV2C1WnOHhobWvPjii08KIW4FFgGPCyHGSilbj/R7UZSjRTUiKf9z7pyyb2f53On/eWs7eRle5o4voK59gI27uphWkUPfcARXSgSv28fFC6o4a1YZQ+E42T43K4aL6RyMsPj5f7G1qYdvXD6bL//hNfLSvdjDExjvPQvplSy2PEl7ehv5cpi1NRoOm0ZNpIJyoL21nhSLE4B5WiGNA1GqVvUwIauCJ30JyAPp8uJ0uSkqH0u7N5Wmump0XWfitBMZ7O8h0+1JLx87eQ7w3JGWx2nT537ir688yUBwCJfdQTQRZ/6kmeR35JCemsqnfvIt/Ck+PnfW5ZU56RlvLpwyu+JI01QURTnelY+d/KskcRa9/C/Gjp9FIukgFBpmeLAPm81BPBphjeUZrin+MZflfJNkMkFgaIB4LIrVaqOmaS191lY6gnUMudq5ZNZXKC4by71rv4wlH4ygwdQNE3FMHUd3vJG+jkZ80Wx6MhtIPyODlAI/OVmlTHecRVNnNRt5heVZm1kqNpJ8XUdYBVihenYjW2P1xLYlwAqOIgcWu4VoexTykuVHoyxOO+2085YvX65ZrVZ0XSfY3kxJfBjhd9Oox8jIyCAYDNLX1+eTUt4ye/bsqrq6ukuFED8EngUux4yppyiK8qHhmXjqHKs348Ro6w4QBu7SGcQ66zASUaShowd6ETYbmisVizcdS0oGyf42LA43if42LL5sIo2bsKXlgNCwpmRgSy8gMdyNs2gCQmhIQyfWVYfVO51Y+yYsboGUS5BSEu+NEx+MIw1J2W1l9DzTQ6w5RqQugpQS/8l+vJO9yKTEM8ZDcihJYiCBHtLxVHkwkgaJvoTVXeqeAfz3SMujqqrqy+vXr0dKiaZphMNh8vPzyc7OZmhoCKfTyUg9MtnhcDxx5plnXiKlfFYIcQfwIubqbr850nwoytGiGpGU/7FZLSf5U1wUZ/to7w/y/KparjxlAks2t9DQOYjLbkUCsUQSl93G/ImFhCJx7n91BwXF+eTH6llltyCAsLmYAoaUDGseAJa5e7Ff8E0m1v6C6cX5SCl5YWUtmcZyapeFMLrrWb3ydSYVVCBTA3zMNw9DGjwiduAqq0IaBpNnLWD9ykUITZCdV4zL7aG3y+zEdTjdbFi5aE3NtvVLjkZ59A0P1gKl2b5049E3nuu9dMGZ2QAWTaO2tZlN9Ts4bdqJtPd38eyqN7zrarZ+FZg6svt1QogWKeXDRyMviqIox4uEI5q/yPgnhRnjGdrazcLZV5KZlc/wYD8OlxuHy42vP5vGumomzZiPxWplx5a1NDfUkJ6RQ4pIZ33zKwzFupjpvgiXx4s7NZWMvGxCGQPoWpKBs+Cr874JwJotL/FU3y9J7pJMcM6jxruC6alnUtuxjsbctaSmpxJrjzGl92zqu/6Mb4ofV7aLxKD5QOCa4cSoTSIs5nRjI2Hoic7EI0ejLMLhcI2UUtrtdjE0NDQQj4e9RV6bDcBm/sLtduP1eklLS6OxsXH36jz1I7/zj0Y+FEVRjiuapcjqy0ZYrBixMKGdK/BOOpVoyzaSg12gaVhsTmQ8ggTsGYVo2WUEti1Gc3ogmURYLCSDAyQDvbjKpgMg9SQymSQZ6seeXYIWSMGRXQpAcuAv2DI6GF6vY2DgzHGSDCUxegzyr8lHCEGwOojFY0FoZlykwPYAsd4YmkMjdWYq0caomX2rRrw33httjD59NIpjaGhoB4DT6aShoaGjsLAwD0AIgRACh8NBeno6mqbR29srwuHw6ZgdDaquUI5LqhFJ+Z/m7sBDVfnpC0tzfZTn+1lX04GUIKVBUjdIJA38HicFmSmsr+1k9fYk3YMh5o3NYM44C4Yxnj8/uw4hBAumVACvsa1LMvOcTJ6pXQmFE8jQE/QEzbhKDR2DPLe6njc3NRGOPUFHX4gLF07lh5+eR7TBAjoIBDkBsOMibLfS2d7EYH8vKT4/haVO7A4nOzavRRoG4dBw4j8P3n1ec/2OoaNRHrc/9OtbgTOfXfnmfzoH+u6eUl61rqmrneaeDjJT0rhk/hk4bXZaezvRDUksEc8AUkZ2LwKMo5EPRVGU48mW+qX9BVVjcq6ZdRcAtdUbKC4fy66dm8nIyiPaP8C5k68nEgzznzd+RsgxQFaojIsv/DJCCJasfIwuVy3CBYsaH6Jl7UY6djVxzvjrWLPmUboWdBHvjtLZ2UROTjG7+jeSiMWQaZItiTewplm597Zb8J/ix1nkxD5kJ7Q5zGuL/oU/PZszrvw4/R3r2dpai3+uHzBX4RleM4wtw0a8N76k9c+t/3c0ymLlypU7hRDBrs7Onk3x6Pw580/62pbQ0HesAiJuD6GODqLRKBkZGWbvt3sk+AaMHfndcjTyoSiKcjwxoqGlRmRYWlwpwpFTjtWfR3K4B82dhhEPI2xOSMax55QTbdlKpHkLUtfRXKl4K2cBEG7YiKt4krlyW3c9ic46rKlZRFurEULgKp1KvLsJI5mAZBBhacfmtqJbBUiwuCwYUQNHtoPdMUuFRaDZNey5diItEfSITqw1Ruq0VDPfukFwpxl7NVwb/mr3U91rjkZ5PPnkk78UQny/s7Ozo7m5eeyVV17Z2djYmB0KhUhNTSUcDmMYBvn5+RiGQUtLy+6FF1RdoRyXVCOS8j95fvcpujSQI00fLoeNF1fXYdEEr62rJ9XtwGrRaO0JUJzjY1JpFuFonFXb2wHoGgjy/U/NI9vvwec2j6ElAuQOLGbG3FxW1dfQHd7JpZVualv7Wd+mM+GqeyiZvYjp9h38/L87eX7pZuKRBF86sYjmocXYkumckT+BhjWtrJjoIBGPUVIxDrvDTmNdNUgorZpI864dFFeMSxqGrh+t8vjEqeef9uBLT3DlKedeXpKd/4TVYms9cfzUwsbOVlwOJzdf9hk0TSPV7SWeiFNVWPLULx97UMccjXSHlLLzaOVFURTleCCEEN/91d+szeFt/3tv2+ASXm69j66OJirELOocq6jYOoNIOERn2Q6EFRoaN7Fg8BIy0goYiveBXwIC7AYt7TUUO6fwSu9fiEwawrrDzbyKK3A5PLQ376LIMoFTpn2Sp5t+RftANbZqjdwL8og2x+nb0oc+bJCfU8lpn7iQKbNO4q2WR+lzD+JMcxLeFcaaakUmJI4CB3pYx+qxBo9mmVg1zZmf4i6/aGLl8+va2++cPW++YdGE1trcRFtbGy6XC6/Xi8ViwRWLDAshMoEfAcMchWkSiqIoxxuLN30yml0Yyd2h5wSx9h1YM0uJNm1FWKxobh/x7gY0pxdnvtlWEmneipQSmYybI5IAzeZA2Jzo4U2ISAn2zEr0SIDQrjW4iqeiB/vQA3X4Zg0j4wKH30GoLkQynMSIGEhdkgwkSYaTeMd4EXZBuDFMvCeOI8MBFgjtCmFxWrBn2ol3xXEWOYnWR8NHqzzmz59ftXbtWndOTs6YE0444S5d11cVFRVdtGnTJnRdJxAw24zcbjeappGTk+MSQqQDdwEB4PGjlRdFORpUI5LyPxk+16w0r4uX19YzY0wOgXCMDJ+LwWCMs2dVsLWxm3NmV+By2Fhfa7aPJHSDvHQPr6ytpyTHh9tpQxOwakcXAOMLUynL9ZHlc3HBNCd3vbAF29hcxhSmszmWRnHFePSSMeTv/D8u/9z58ORTvPTmM1xd5uCk0vls6NiORbMQT8SIRQ2mzTED521euxQ9kWD6XHNmgKHrbF27bIPbmxo50nIQQnweSDl9+tyrAXY019ubu9q/+t0Hf/Wnr112zbjstIyCDJ//1Hg8rnUP9jN9zHgGA8MrN9RtXwlcdKTpK4qiHMcsdrvLPy39dJ586zfE3SG2x1ZACHJLSsCbQNYLGgvWEe+NY9VtCKtAt8R4eMt3Odv/RaYVnUaiJUIL1YheGz1VtdT0LcdZ4MCKhZSwH1vIhc+fid3uxGZ3kJ1TxISBhfQOt/LxU77Pso1P0jDvbfBkofcY3Db1STwpqTy/9F5qratwlbtwG24CmwJIl8RV4gIguD0gw7XhJ460EIQQnwImA1g0YesLhtnQ3D5zTX3zJ5o6+757zmWfqYw0vHmmbrGUvrzoDVKdTjJSPLK9b6Ab2AmEgQuklIe98o+iKMrxyuLNOFEIg2h7PcJiw4hFsGWVkejvwF05CyMeQVgsOLLLiXXtAkBKicWVQrR5KxaPDwREWncghERzPkPuRYMMvJ2PNSULa2oW8b5WZCKMLS0Xkk3Y0+0AxLpi5oprwpyW5h1rrtQZ3GFOZdPjOvGuOP4TzZGq4V1hEr0J3HPc5oglCZHmSHesJ7b5SMtBCPFJYGpmZuYUXde1wcFBtm3bdm11dfXfx4wZM1BSUuKKxWIXDQ8PO1esWIHf78fj8YQbGxvHAzVAFLhQdUwrxxvViKT8z/rarodPmlR8d38gTFPXMKdNK2H1jnbGFKZTme+neyiMYUgAhkIxnlq2A6vFgtthZeHkIlwOG5mpLjbUdtLbZ7aoa0JQ19ZPIqkzGNNwjTuP32+qpyAvj1qZRkU8Rsv6F+h1TKdw1jmMa+lm8ZvPsLWrhrnF06gTQ2g9tezS++jvtqEnzZV7dEPH7U2lsXYbdocTi8VKxbip8wzD+LsQ4uNSSnkERVEEpG1rqqu/YuE5lVIaxuLNa7p1w8j59RMP3yWlrPvyxZ+aLoRw/fGZR9fkpmemdPb3DkkpdSHEm0ASCB3Rl6EoinIcklImv/6jP7dl5xQVuWUaE9JP5GMzbuWVV//G2Sd9FovFwu+7b6CHOuyZdrwb80lNTWdYdlPmnMbkyQsAGBzsZabvXJ4Z/i3CCdZUC/mtE5lZcA4RV4i0lCy2bViFw+XC5fYwPNRHXd06rj3hl+RnVdLV20hbcitxglgSFho2ryNkC9PQvA0jzRxOmxxOYkm1EOsx413IhMTitYrU2akPZp6TGe99ufffR1AUIWAQoCwzfVlBWuqc3kCoPhxPVDfWbV9y789v/YUQ37GeMb7yjIJUb+3Ort7yjoHBqRJiwHZgsZQycURfhqIoynEq2rjhYWfJlB858ipFYqADZ9EkZCKG4QpgzyhEj4VJDpntIporleHNr2Nxm0G2NZcXe2Yx0tAJ1a/F4vDiyjefK6zeTUQ78xCaFYvTS6y7CVtqCCy9JMM6if44iZ4E3slekv1JjISBNCRCExgRg3BLmER/gnh/nEQggS3FhtQl3sleQjtC2NJtYIA9zZ7tGe95wVXqmhlpjBxJB3UIGBwaGto4ceLEKS6XK6O5ufltYLC2tvbZmpqaFbNmzSp2u90TwuHwskgkslBKWQlI4B7gLVVXKMcj1Yik/M/P/7P6nnNnV9yWl56SrgmwWDTGFWUQjZsNN6U5Pl7f0EhOmofugRBXnjIeIQSb67vZ2tjD7LH5tPcFcTmtTKrIBKB7MIyw2JhYmgVAy846tiSzKKo4m8y164k8/Byltl46JpiBtvt7zCDZrT74O9U4bIL2KXn4xy0gdfPbbN+yhrT0LFJS04mGg3S0Ngbdbo/Xn5WHz5/BGRde9bG09Kw24OuHWw5Syh/u/rcQwmq+Jd8xTe6Pzzy6AeAPPALQP2rf/6KmJyiK8iHWsHPzdYVlVS9XFcyivHISAFmZhVgsZrifaSln0dyRh0XaGFN0AjPnnQ7A0uX/ZaC3G5fHg8+fSW9HC+dMuo6ndt2NLnTOLr6OsjGT0HWdTWsWk56VR1FpFb996Qt0GfU4DS96PEksFqZ2YB1zUi6hoWkjhbuge2ITSyyPESsNE98VR7NpoIHdbyfZGw/H2+NO4RKaZtdwFDismedlPpB3VV53xz87Fh1OGUgpnx718mdCCLuUMr7HNkng5ZGXu4DXDictRVGUD5po8+bWzAu/tdyeXb5ASy/A4vSA00Nid8OR3UmspwWZiKNHA9izy3DmVqCHBhhY9k8GepuJtVUjbE6yLvsesZ55SGMF0c4UnHljAIhJSWKwi+C2NwlXL6L9gW6sqVY8Ezy4xriQFkmsNUZiKIERM9AjOtakFU+lB6vbSrAmiLvAjURihA3CLeFu66A125nvREiBb5ZvvM1ve00Icdqe1/eDJaV8FjNANkKI2wHbnsdau3ZtM9A88vLFwytxRXl/qUYk5X+klMa5s8unnDun/Pe5fu9ZVqvFE44maOkZJhRNkNQN3HYroWicc+dUsKO5j3HFGfQNh+kP6SwKZpJu8xBrWcv5M/IAiMYTlGR6SOoGhmHgHtrCTZVZfPsX/6UyOYlrJ1zEjp56prYU8fgbv+WNNx4iKyOD2Z/4NA63m9ZlK6iaPQOA/OIKrBik1vyV7tQ5uHMmEwoOuyvGTaW9pZ4xE6YBkFdYdvpRLJPk0TqWoijKh8HTj/7plY9d+42rUnzp3xoe7p2ekZcvVnc/R9PKzbi9KWyNLuWG2b9ny5YlFJRUMhzoI6knGGxbw4tr3qC1bIgcZxmzcy+gqmwmt5T+kx3rl6MJsxGqq72RF4K/JZGMUbRhCgOTmrGGNaLDwzzQ+TUSb+tELUG2DL1Bti2DtjlRRPVW5BywYcWddBMfiFMQTPAVQjS6be6/2GzYs+3owzoWpwWL0+Jx5DlOBg6rEWlPh/uAoSiK8mHV9/yvFvoWXvMbiyft4xh6DpoFPdBHvK8VDB2rJw0pBO7ymcTadiClpPeVP4KhYy+bgRELkxxox+JNx5o6lWjnVDS7JBkexupORQ/vJLTuQYykFd9JBeRekkW4Pkxgc4DBlYM4C50gwVngxIga6FEdoQmsHivWMVa0Fo1IewShCaRf4ipw+ex+O8loEluGbSR4t2u+Z6KnEqg+0vIYmSWh6grlQ0E1Iinv8NKa+rbKAv8n/vCVM3eu2tbq8bocuOxWxhSmI6WksXsIl0WjvS/I9pZeBoJRppRlk+Fzs7Z2G1/98xK6+gb5xaPmNXLRxmYu/9GTJHXJp0+fwA+uOQmA8yd4+cVfX+TuV+/F70olnIgSikeYWjmdsbOmEejpwhW3c2LYz8Z1KykeN4lYNEJKup8zx6dQ27+TnSnzaaqrXjV55oJ5leOmUrNtPZ6UtGRDzZa/w8nHshgVRVE+1B5/6Nf/+tjnbh6Mx0qebdy+xerTs9noeBnNLtDcdpoadrBaPo0MJFm+6kkmJLO5034jlMCTWi2rrNUYySRvL3kZX3omJRs6sWbECW9u4y33UhJl5ozgRG8/6W0pdFr7sOfakUInmRZF79UxAgbBlAgljSUITVDXW4ewCIRVYE+zMzw+hUe2CK4NBYYMtzFsT7cXxfU40bYoRtzoiTRE1KhRRVGU98hIo8nXMi/8dlGsp+FSzeZASrBnFAKgx8IYkWESvc3o8Rixzhr8J30ae1YpeniYaM0KEIJEXyuJoR5Ax5FRQnKgjURnLbHGx0gMJqj6WRnj6idQm9yJxW0h9/JcAML1YRJ9CSLNEWxpNiwuC7H2GPZMO4n+BPZMO5pNw5puJdoUJRlIbrV6rZPdZW57pDGCETVkrC32cmhbaMexK0VFOT6pRiTlXT556oRTEkm99LKTxuJy2Hh5TT1vbWpC0zROn1bK5vpuBoIRSrJ8NHQNMb0yB4AUp5WHvnYab21s4sQJBTS0B9i5PpPsHCgdN0zPrlzeXNsn509NE4XWsdxx2ulYNQtvd62gNH0M3tIxGGfOYtfOLaRHNPI6o9SN8+FOT6G1sRYMnYKON8ksdbJl0Mn6FW889e/7f3G5y+29eeqchb9OS8/C7U21Pv/Y/Y//5s6vHONSVBRF+XAbO3n2F+wOp3XO/LOYPnw6L73ipTNzJ5N9pzF5+jyWP/8IL0f+yFTHBVSR/r8llnNTcqnye8nJLSEru5B1K16nZ3IhVZ0GrrgkTeQiBq0Im2D2hMsoeL0Ln8fKnW1/gRwztkXq5FRi7THKO8oxXAY1/hpkXGIEzFGvzkIn0pDUC2uiqzn+scGuwdVCihfsWfYF1jQrsa7Y6q4nu444aKqiKIqyb0IIkXHp98515VZiTc0k1rmLwLY3sfkLsKVkYDjdGJEQFqcHIxpE8zoA0OwuNKsdMHBXzkHGI5xqqyUrO8kLnflUyg5efKqPtFPSyI3lcnrlqZwk5rMptomldUvRXBq2dBuaUzNXe0Oih3RsGTbinXGMhEFiKIF3nBc9oJMcStYF1gTO1MfoE42E8ZTVY820Z9pFuCb8hJS7161WFGU31YikvEtz9/CW2WNzpdtpFwDpKU76hyO4XTY6B4KkeZ3kZ3h44MWNFGen8caGRtI8blLddlJcdsbk5ZKZksLUk7JZMViBQ/pZsWwNBZ4CWtZFxfqWIoo8eSRdrXRHehh7Sj47+/qZdO4JOOxORKA7nkg20Dj1FHth5VT6ejqwWm0M9Hbxeputs13mZzZH06p3bn3pRimlFEL85ru/+Nv4gpLKy3dsevuZXTs2Nx/oHBVFUZQjs2X70h0nzb8MAG9qGiU5E0hP5JLlLmJj7SK6ChvJbcqi39JGp7fQuL/9WS3LUYzvpNPoXvciuRmlRMMhcvJLyM4rYpu3mr7ODhKDXZxtvZpx007DKRwU+bbxQseLZDoFfZqBY7oTmZSInaK/Om1nmmuCXXNIB+H6MPY8O+HmMOGd4R5bui09HtF/+6UXIq99Ccg6P+taq8/6uBySWbGW2N+ObekpiqJ8+EkpZfrZX0lYvH4ngLDa0ewejFgAPH4wdJxFEwhsfRVh9xLvbUYmYmhGEjQLAoEj1EPMm4Mvp5QzJmTiS2ymr7sdI2lwsu9k+p7u49trvk08HiclMwXXOBepF6diS7ORGEoQ7YwGHGkOr2esRxgxg2h7FDTQw3ooXB8GQTTRl/ji0NqhAWBZ0fVFt1vLrXdFGiN1oZqQilGkKHshjmwRq6OQASGelVKqZdGPM3+++azacUWZlW6HjdbeYSaWZDG2KIPX1zdwxowy2nsDdA6EGFeUwdMvBSIzHJe4Ano/WwfWMyPtJGxWK+sDr1KS62PGnDCbqhPUrs1nRv5knutbTZW9gFmZVTzu34W7ciJ5hWVsW/qikSr6NSOtjNRoI5aMSoKWTDxeH0ODvaT6Mujrbl9y59euvDAUHA7tGexaCCGOcFU2RVGOU6quOP6kTErJvPjiL3VMHXOata+vg6Cjn7dsfwUg1hnFWeqkYkMBu6a34R3M4CTx6eScmedZ31z9T9JsuUyfcRptjbW0N+zAvn0RjvAQifELWeRcSijRzjmt57AwdQYyNMzLrX8n2+0hgc5aXwS9pIR5xZfzXMs9BLP7iPfGsWXYiLXG8Iz1MLBs4Jsdj3Y8qIf1oT3zreoKRflwUvXE8Sl13id+68gf+1VrSgbxgQ5sHj/OoonEuxuxpGQgrHYiLdvwlM/A3bmB710wifRUD9d8/ouE+rt49dVX+esLy5ldnklpUQHBYJCnn36aRx55BCEEJ554IjfffDNrtlbz/OL/sGPJDjLPzzRcFX4tGToVYXXhyn8Ba6oFI2kghECP6Nh8tlD9T+snxzviHVLK6Og8q3pCUfZPO9YZUI5Pr65tXNjWExiMxRPE4zpVhekAZKd5WLqlhf8u3bGjZzA4aBiS1FhVh9fuJc9VTIolkwx3Bql2H/6UAvxF3RiGwOgrJislg0WymfFf+TLB86exLbKUkNDIzM5HCEHBhFlomWMonbwA/6xPUTCwBCPUradlZFFSMZ5dOzctX7/yjZuCgaHhPRuQJk6f67njN//+80/vf/6Jq66/deIxKTRFUZSPkMDWQG+gd/iG6pYVhsPhZtfAOoQThBPKews5efGMZF9T37pkUyzZP9Q9MHPqmVaLxcKcCeeR7kjBYrFQXDGOnhXPkJYMEU0kCG96gzErBlmwMYWM8DaWdb/MMm83DjScNispNgc5g47h68/5NZMmzOeskusJNYRwFjnNYKnp1sTgqsGf9zzb84e9NSBde/Nd83/2wItPf+cXD/9KiJFI3oqiKMp7JrDyPzcn+ts367EoVpcP4fQAYMsqIdK4kVDtsj5ntLeZWIBpuc6G8sJc0lJTSHNZ0TQNi8XCaZMKkck4qampRCIRvF4vAHl5efzwzh/x4uZ2ktYU8i7Jw1HoYGDJgJYMj9XtmRdhSzuT+NB4Yl0x6chyYM+0Y0SNXcMbhj8ba4817NmABPC3W39+y/Lf/vv5P33th5e/v6WlKB8MajqbsldPLqvpuObMSeM+dfrE/whNZL+ytj43L93r6xkKa7ouW6aU53QtnFI07rV1DauaooF6V7+vqCveECsdP+xtbq8hmRCMndpP0EhQvd2gVDsBskEPN5MEbFqIksltyTJLe+Kppb0JV8ksvXVX9UNlWc5rAX9Xa31iZYt3XVjWrPAXTrhpaKC3beeWtV944uHf7DW43cJzLv96Zk7+9clkkjETZ8z/5V9fqd6+6e07HvrN95e/vyWnKIry0fHMffc++Jmbfhi2Zzq+kxkqSeloqc2PJ4J2r3CLNX2rnzuHooX2jemsbmz5y4b4f6/055eWNKx/M5Djsvm6fBl0122mwJakbTCChkZeWgq5uOgeDgIwMGyX+dYxssMSC9Z1v645rFrPLnviua7uxpuys0pEsi/ZPylw+svVNW/muUvdp8baYo+33NvyHe7de34t+dz7eviByVrCxvjvTTqn7JaytT0v9NwY3BYMv4/FpiiK8pExEnpiesaF335YODyz9f5AKlLPkYlGi7tiS/Tj3mkvXHzWZde0tbV3vPFGzSM1NdnfCAQCNiGE3TAM2tvbiUajZGRkUFtbS35+PlVVVQBUVVWhk2CD9q9kzDtMbkdOyJvndfe19tmirdFqm1+fbMRDMjnQXROLhJ+2Z9qv1WyaO9YRu73tobYn9pbfz59zxezC0/N/+ry+VMQd8VN/dWfFzfH2+CMt97Xc974WnKIcx1QjkrJPf39taxdwyu7XX7tsdvGk0sxTnly6c+cTd1y6SgjBnHF5JxRnh+do4m3t9KIM28rqoYRz3FKbzWohabEgDSdPt0vO1OsZ4y1jR6DNMFYs1crD65l0YroVsPYNb370pKtvuQ5Oo3LC9B+deHL9hUMDvaue+/dfdgGMmTD9V73d7QMDvV2RfeXV5fJOLCytoqFmK5k5BblAbvnYKQZw5ntcTIqiKB9pf/v9D/8F/AsuBn5CzhU5C1fYB3LP6S2oSi10XApQ4vdfoW14riyxzUaJpvm6OiQp4+dhc6cg3Ck09/QSiSfJTHETjMUYsHiIxTTS/XNEmidTpHlOSX1xbfP5L6x9+EWAcy77zN8ysgsq/3nfT5+SUiaEEFZnqbMg2hht4Z5953V98qWCeGqAUFcIa4p1gi3FNiFtftoKQD0cKIqivEdGglNfs/u1I8dhzzg742PR+mTN1Cs+c6/VaqWkpDhv0qRJN0gpPTNmzMBut8ukLsV3X+9hkt/g+oUFrF+/noGBASorKwEIBoO8tuY1jIqw1YaVtkhba9+aviXAjQMvv36hPpA2G0Tr0KpVqwDsWfafaE7NHm2J9u4rr8uTG8usmTtEvC/OiZlT3Fc7L1zwglgyVQjxVyll/D0uKkX5QFCNSMpB++2Ta5qBv18vhPbmpuZ/TizNvHhdTecb5Xm+M6dV5LoActLcRmFWKnabhbdreljpOIs5V81ly67tPLN2JSd8+grN5fHS/WqQzt6NaBaZ2NnS/8pJI2nUVW8YBh4dnW5t9Yb2A+VteKj/qVg08vF4PCbKqiYB0N3RnHF0S0BRFEU5kK4nupYAnDWxamK61/1pm0XL6A+GN3gc9gqX3W5u5HH3VMw4KQvg5dWvMiYnC6fNyvaObqSEiQVuYrpOO/Vk6UW0DzXs6hxoXL07jZef/Nt6YP2jf/4JAFLKJNB0oLwNDHQu9hR4LtXsGo5cB3pUJ96lngkURVHeT7GuWJyR+/0f/ehH/3A6nWMGBwd3WiwWl9vtzhJC4HQ6hS4lsdRC1iYlM9Zv5OKLL2ZwcJBFixYxbtw42tramFwwmRVdKwikB4i2R18EzgPagOahVY+/o16I98SHD5S3rmjf6rzB3IHSeL7/T1Nux2qxUrotX3yODYn3oiwU5YNINSIph2ykN+FTQgi7lDJ+z42nn9/eF/pxWa4vb8OuridOkPLGyny/trUtTNoCs6cgM7eQjrwmXB5zDrMzw4OlNY8HuyNd7tnf+em3f/LAjF/e9oXbDjdPD/zqtsc+c9MPgtl5RTfAzAsBgoGhxUfhdBVFUZTD8Oq2mm1CiAmAJcPrFqdUlTdG4vFPWjQt2OH2bI5Ggh9LxKIkB9pxpbkAyErxEE+aIe8cFkHuuFximXGGnnzMOKXSWHTpjIk3P7V+25uHm6euZ7uu9g/4r3IUOm4DSqUuE/He+Jqjcb6KoijKobvjjjt+K4S4F0hcc801EyorK38VjUZndHV1CSllhjR04Qs0kl1pxmdNS0ujuLiYm2++ma997Wv8/eG/c8Nnb2BL9Zbomi1rrmulNc1isXw2mUweVmDsgWUDTTmX5pw2LqP48/pE48tWCyI76d+uAm0ryv+nVmdTjrrff+XMRyaWZn5qKBA1ej2TtEj+KURjcSRgtdhkJBJsN4KBjNz6AYujoMjmWjiToZ5m3bXpD68OOsryVtf0fOsff3vgjcNJe+L0uZ7zP/b5f+UUlJ7r9qQMrV784qUP//7OpUf5FBVFeZ+puuLDRQihXXPaKR1ehy07PcMvB9tbhMNqIZLQcVotJA0Zi8iMAburKtOIb0qk2ZKuDK+bBs23MjOjwmFsW9v60uq3rloTDocOJ/2cy3JmuSpd/7Fn2MuTw8k3G37ScLaUUvUyK8oHmKonPviEELcAP3nHW5qmCQnTx03mplu/DsDQ0BB+v59t1dsGH3rsoZTBjgGLkBpjKsfw2c98lgfXdL3Um3CUJgc7HhpY9ODdh5ufP9z0/R9Pq5hwc1aa37GyeuMtn/3Fd/YzYVpRPjpUI5Jy1F1+0tjUS+ZV3Z2b7rlswaTCjIbOIf78/MZ7G+xTnxSapfvU8z7+QHF9cPYJET8Ai/LD2PTF/fHMaempY05moKMh/sDv/69ixaLnWg8mvQe+ed6nqwr8C9bs7Hzk7eT0oZnzT186ZsIMH8CmNUs2hYPDz//yti/8YM8V3RRF+eBQdcWHz22fmHtGSV7294tLpi9M6HbWbtk2/OKbiz+ZkeKWIb3IftEJX306OHAfPqfGcMRcPMc+8ZzYmU//1ZEiDV7V5eKv1e445WDSSp2e6vWf4r9dCKH1v9n/E88Ezw2+E3w/s/lsGEmD4bXDLxph4762v7U9+16es6Io7x1VT3z4CCFEyfk3fn+mO//qHxbMrOxPDPJK0/KV27SW76WmprKsYNklZSVFN115zgUIIYhulXRsTw3+fYfhtWeVoMejhLa8fmn/a/c+fTDp/eTz3zhx9tjJn6nvaFn95+f+9Z8fXP2VtefMWTgB4O0dm5sjsegrz65c9MM/PvPoAUNtKMqHmZrOphxVX79izmVXLBz7f588deI4w5Cs2NaaEJoIVBWmbfvd7x94/Y7zzxtbWf2mTya9RIwZOKx2apcs/tP4qu0XJQrOSAfwZuTbnW5PHnDARqQbL5wx+RfXnfpgittu93kcpw2GZjye4svwdXe0EAkHk0VlY6f6M7KnfvHbP68F/vZen7+iKIqyf0II7cxJc375g8+Pv27+pLyU2rbuxOomP4XZpc3nnuSrv+uRP+24/hs//UoiRw9Gtxd7fZFWkoYxuKyl95Zziwf/nCINANKs1qKDTdN/iv/W1Gmp3zEzgLD6rRckB5MgIdYRM3xzfOfFu+IzhBAvjsRXUhRFUY6h006YN/7cSz9339aKs09aZ7Hyo/aa2PXOFN3lS+x69tFnF1dVVdk/fs3Hb9GkMMLdUc2T46Kxu/6Nx18ORyidewGAxe5Ec6WUHmyap0+fe//UinGTZoyZ8PnGrva0mWMnTahpbcBhs8v0FF9x5bgp1wkhDOCG9+q8FeWDQDUiKUfNH28666LbPznvCZtViLq2ASoL/Ggacu6EgvTKfP8vJpVlPfbnKz7zwwWl+VUA/1j+4tKBAe9/f/z8T/+67k+fvW5L3TP0DLfRWF/z+qLn/32wMSoMiflEIcHoaG1cabXZI28vecm5bsUb0aLysd6v3vF7GY9H3xFITwhxAvArh9Plc7m9qYHhwV49mRi9+tsSKeVhx2hSFEVR9u7zp3/71WkVZ5++ckstVYW1pLptcl7ZKfb8zNxJK6s3/CgzJ//6nz/w0s/Ts3Ldg5OrEq//3+ceCIRCj5/w8W9O0/0Z2uutDXj7uvT1na23fuZgE5UYo/+d6E2s8E71jo+1xNqxkpLoS6TIpAzCqO1GCCGsl1xyyY1CCMvSpUv/2NPTo6a9KYqivIcuP++qkuuuvnV1UUFFyn1vr2OpzKTdHgzYZ4nMU7XJn77ZuOJF/7jJ2WedftbZAEvXLK7Z4tn+n3UvbPpdMv+TT+mDHRjJCEZoqDu09fUHDzbd/z1TSCkDocDO4VBwV1luYcUzK95YP6Ny4szeoQEisWhgb/vOmzevsrS09JMDAwNrXnrppZePTkkoyvFJNSIpR8244oxTMn0uAbCjuV+uren416TSrJOFEAXBSHywqz8UDsai/QBJXSdidD/41efu+dvXxI+1QCS+5KoZjtNXVb+y7icPPnfBT35y10Glee9z67c98I3zPjOm0L9g9Y72fz54/1/v0DRLg8eb+gZwfUdzPa0NNQ1d7c2Rsy65uvLVp/9RN7Lrzsycgt9f982fPORNTXM31lUn7r/7u18DrgauB545+iWkKIqiZKeVTxZC4LJV8cgri/u9KfYnPnla5vUAwUikv6+7IxqJhPoAdywa7n2jqefWztbGwNVf/l543NQ5/dYv3eHfsHLRj37/gxufONg0+17r+zmAEMLS/1b/zwIbA+GMMzMeFXbhzjgz41+aR2N4yfCSrIuyzvJO9C4JbguGd+97+eWXf2vixIk/BbDZbOnAHUe3RBRFUZTRivJLZpcUjUkBWJDpZt36tatPTusZtlrSzozG4sloPNEzPDwsksn/x959h1lRnQ8c/565vWzvfZel7NJ7lyJWsGFvsRuj0ZjE3k1iTUxsscVeY+8iKoiA9N7bAtt7r7ef3x8X8zMGhRWWBXw/z7MPy9wzM+/Owj33vDPnPQHMZjPWoH3uPy9+4U4uhoRTbpnn6DVqfKCxqrZj27LjO3as3G3SZ3e+WPbtpS3tbRfsqChZ8s+PXv/8zInHj0+Kje87rFffYzKTUoZV1te0fr16ydo5py0Z/ch7Ly/+/r79+/d/LTU1dVRHR0fbqFGjxixZsmTd/r4uQhwsJIkk9ptlWyreinU7zjSbVfSqgsonf/PoFzfee8nE4YVVTcet21kzs6apve38Iwc8sbW1JaEpYC698/U3Xvn1a6+jtQ4N7ZV84rmT+944vn/6iHsvmXgF8Njenveyf8x4G3h7InDTs+qCYDBQq5SKSs3MvQYgEPD3uOT3f/m8oa6q5bwrb530+lP3rdRaNx598vkFA0dMsNnsDlzuKCuwAPgn4ANe2v9XSAghREVDyRNms/WWptbiupXbVp3y7dYtK3yB7IXR7oiExz949WnAu+KDh/+8LXX0iSU7dr5eWVrYAvDqE/csGXPkCaNPKd5212i/d+D1T9w1/KHq6uV7c85dSaG7frB5Ttbvsv5oibZE+Fv9uHq5zndkOi5p2dAyBzjyu0Y2my1aKfXd91H75SIIIYT4UcvXLv6qV3bvxXGxCUOqStbO3/TGPcfnjB0VG6F8l9Y0NG596t0PZ40fPCCmo7Hhqdi42MgvvvzqrmuvvRaA2o8euD3/pOM2HXNm9lnBsc4L49JjNtSVNnj35rx3vfzYcuA//crbcz+vBCqXPvHun8wmMzWNje5bz7niZYvZrF+4/r7fXvLQrU9/19ZkMkUDWK1Wp9lslr5CHNYkiST2m5uf+2aJUiqDcMH20J3nj8s/amj2lVUN7UWbHBPs9//tn7MvOP34cfW9L7WlOiK4NT0vcc0dtw1u9/kq82MyL5w2OvfK/Mz4pAE9Eo87/6j+37w2a/3azsagta7d9W1zc2Ndvc3uiIqKjjcZhkFcQkqE3e78PXABwFcfvbbij39++rrk9OwjdmxZ9xIwFBgEvK21rtk/V0UIIcT3vTj73j8rpe4NL3ZwN9fc/uiFzZk9jlxbsPHN444YeuU1pw++xN+Wk9faOpgkd8ak6y/904mDBw8ZXVSy/e1jNi7femJU9HnK7EBBNHDUvsTStrntPXOM+RxPuScvZlyMG8Aaa53sznfHtW5qrQNYv379QxaLJQ4wbdy48YF9vgBCCCF+0rdL5zQBY5RSJq118L73PnAtSz3uxuW1FkdSadVnf7v9yZfPOva4E9Ljo2ITY2OI9R2RfsOpTyqzYY4+fezVv8+9iNNyhmSeAHDSdcdtBZ7Yl3jWbN/8vNVs6dnc0RoX5Y6wACrS5b4D+E8Sqbi4+JpAIHBFfX390gULFny7L+cT4mAnSSSxX2mt9cs3nnDJqqcvufDoYTnJRwzI6KW1pmyN6wJHhCN3m2MiodpqXBE+MlPSpgyyupOBfhWNTWd5fIF6IKnN42tu7fA17+lce4pDKVXR2tLU4PN5epQVFaimhmriY+rPP+qk05+Y9fG7SwD+cedvHgUeheN45q83Prlr93/t21UQQgjxUzJjoy2/njjqWW1x5E+66dlhzohIi9MdMa1foyV245pvVHlZJUHKyEw9MzI+vd/5PTJ7Eh0Zc+N7fv85Pq1DNqUMj9Z1+xpH7Ze1RcCIlAtSnvGUeH6tLApvlZfIcZGbgESANWvW1AKX7+u5hBBCdM5vz5g+/Lnbb7xn4pSpCVuSRwwCcLms4xJiYwf56nbQ4fVRWlVDTGTUUGtiXgRAIOi/ytuxth4g6A/S0dxR+1Pn2BuX/+P2l5RSL3/4pycbt5TstPgDfto62lP/evmNj9z47F9/D/DZZ599BXy1r+cS4lBgdHcA4vCilDKNyk99YEjPpCNiI+y9AALBED5fsMXrziG193DSs3tTW7wpaCqc5w+FQsyu7/DuGDL1zNeKenzwyaKC21/5av3JHy7YWrhfAtI6UFiwYWVH9d8Z3uM6UqLeUulJGz/90+NvfHTT/S/cq5Qy7YrbDpwDbAe+3i/nFkIIsVujemSe2yc54eL0SOdon7fdAAgFgu3tHk9bdUU7CS4LSc5yVmx9tcOnmip9fi9tpVvrLrrt0fM+jE64eVZLy83/bmy4an/F0/B1w/XeSm8QA1x9XJid5oSUc1Nm9bitx9tpF6bJkuFCCNENBvXKvT0/J+uo/skxg7TWAAQD/jabEaRfjxyyUpJo93p0UVldR4e3zdvqLSctq7Bf0iL8iz9YefO3by391Vt3f/T2/ohFa61Xb9/0RGVDDRmJqQzt3R+Xw3nlG7f9/dOZDzz/3G9PPi91f5xHiEOBJJHE/hZqbvMWhr/VVe9/u+Xx12ZtuOKrpRtP2LFt8wpPR5tub2nUUyLWmy49Ljrj/nkfPrqt97hQ7uAxo4YedfYNd3xa8+b1z3w9f38G9MS9fxifFL0Cj0djscDQgR3xbsvKk0ZNmnrrr2944LxdzU4jPDXiWf1dLyWEEKJLtPt8Oz3+gNdtMVj00n3frFk6728rFs0+/bOFy85pNpwNADVtHfSKrXbsWPCqafk3Hzx78tCRSaPyB50y5dyrJl5TVvrg583N+/wk0nc8pZ4Wf5P/DXuSnUBjAEu0BXuWfYolznKGM8/5jFJKntwWQogDrKm1rQjg2DRLMHLrFy+2b1101+ovnj9hyar5r1Q3NASCoRAKpY4a0z+xSc381B67Yt2IAdn54wcNuCJlran2jdvff21/fq6/6+XHbjWU0RrhcFLX1Mjg3DxrXGTMtLF9h1w6bdSkO/bXeYQ42MmHIrFfaa31b08aeuqOisZpW0vrF9758vy1N589ptf0rNCZ9O6d39LUoNqaGwLHulvM1Y3BhobUoZYov98B0NrU0OTpaGvqgpg8d9+dVBgXb8ru29fBzp0+QsE32byknvYWl2lXs0sBP1JQWwghutynazbNOXFw36lumzV3/tadr5W++1bH/ZctnhrIHnlWj+PPiKnduQnTtjVt9sLFLo/Hu7ZnQtKEDq8Hh81OS3tbl9Ss81f6/+Tb1nF+yKqVLdmGr8GHv8GPyWeJBEJdcU4hhBA/7pF/v/PH+ubmVa3tHWXrPnhv5qj+fSOOmjr27JhI0wCL2WyuqKlFKYJev18FdGNZhDP9JACvzxdq6/BUdkVMhZVl75tMpgtG5w2iuLoci9nM4o2rqWmqT+qK8wlxMJIkktjvnvh4ZQnwdGK007Ht6P5H33bO2GfyMuNylhR+5i/OvI5QKFT7p686Xjeis+KCDuevKsuKaG6qp3jnluc2r122z/OWd6etPfRY047AP2JiTCQkmHC7TcQ1fs2aFQMGKaV6ApOA97XWVV1xfiGEEP/tk9Ubvwa+7pealH3r2Zece+M5V/3FZrEanxRtI7P/SIpLC2csLyxttTrjU+xWW59v1izFZrH6bn7uoeum3rr/SxTVzarbftG4YavmjKodarKZcKQ7AGhf7bUmTk8cBSza7ycVQgjxo0qra3zA80opVVAyauSZR02+Y/SAvic0trQG/YEACTHRwTe//PqxpJLyeK/Xf2JjS5tl6fpNtHu98x59893PuiKmivrqp8rrqs7JSky1BIJBBvboA8DzM97JuujY6ckvffFBlySvhDiYSBJJdIl/TL3lgrfOfOJZr9FobWpeD0C6288H7701s8JTXzp56uXXOVp3UNqkyRk0gU1rluq1y+a/CDd0STyV89PdKaMrWb+ug9xcO263idraABOOmXLthg11YzesWqSQgtpCCHHAKKVMF40d9vmJg/oe1Vy3g0DAr+xWG6q2ZPuc2WuWmpd902tITs/hZqsDQ/sZ0WcA89ctq127Y0t9V8WT96usCHeVosnXjinKhMlmIuTwm6PHRM9OOSdlasW/K77pinMLIYTYvcunnzjkudtv+NJqscSXVdcEAKLcLtMXi5YuK6mqnnfcmJFXaXDUNzXTP7cHO8rL2bGpfHFXxWO32l09UjKYu2YpmYkp9EzLoqq+ll7p2UMH5uZ9pJQaLaUxxOFOkkiiS+Ql5l7cK7anFWBncxkzlmzf1tjUOyM/b+hxgapNIUfBWwxOCjEkMsTihj74fB696OtPCrogFPX5+a6n8uNyTw7V52DuUcb69W0erzdkz8i0Ud28hqKCTQOAnciKCkIIccD0TU0c0Dc16WjDUFg7PPzt5Xu8EydPL1pVM6e3s6Yl17BFMGb0dHqmZrFw3VJiI6Jo83S0dEUsyWcmj8i6PutPwRRrbuZ6O8nlfrYGWny2VLvV1duFr9rnMEeZ84FvuuL8Qgghdi8/O/O0vOyseACTYZgXrttQZQQNY7R9zIjkqOKhNY1NpvjoKHqmp7G1pBSLyURDS8uO/XV+pVQEMAVwP3DZ9Zn9snv9alBuH8vOilKWb1nv1WDLTc0kLT4Jk2HKB6y7ZjkMAaq11l/ur1iEOFhIYW3RJYoby2d5Al5qfeVkZWpmzKt+srX/sfbIQX1xRsUb/r4Xsjr1Kir9Mayf9z41VeXLtdb7XHNCKfU7pdS3SqlvgRxDkX3vPO9v3l25KWXukmJP+fz0WSUFxnSz2dhWVWPt+PrrjtLWlkY78JzcNRBCiAOnrKF5c1FdQ6HWmjavD297U9U7297bHlfcQkIH9O09guG9+9Pqacdud/L5knnaHwj8vSticeW5/hTRP+J47dHG9uz28m2pbX8FdauyqJb2gvZmT4Xnw6YlTW90xbmFEEL8uOLK6rkNzS3BDq8XwzDwen1vZPtznYMi+pPhSDfFRUWSkZRIZX0Djc0tlFbXNNc3t8zY1/MqpYYqpd4nvHLzQ8CrI/MG/Glk3oC84qqKgNViWd3mbT8jpPWXLe1tnsKqsoolm9fcDdiAGcCrwJ37GocQByPV3eNmpdTHWmtZPvcwdNeZx902YWj8KS3ejm+n3/3+ddff8lBlm7c5ITN/JE5XBHGJqZSt/4Z5C5fcsHPr+qc2rFrUtq/nVErlAGnf/f2oHNOoG8ZZH3RalGl9Vej9K2d4zspLTkreXFlVBihgAHAOYAW+0Vp//BPHHgiMBxKAql3tN+9rzEKIPZO+4vCUHBUROb5X9ispkZEJlS0tDzbZtOm0wVnvamOgMbTPUKxmC3mZPXjmkzd9ZbVVx/z17efmdkUcOTfmPO/u574k5AuFGuY2nFo7s/YbZVWGr8LXtD9ucAghup70E4evs44+ctqQvF63RblcFZ8tWPzbI+JHvRGZZp3cbm4hNSEep91GfXMLc5ev/rylo+PK976eW7Sv51RKTQZiCCeErgf+8t5dj9dMHTUxYd3OrVtH/vb0vnmZPZI3F++oBkJa6+Cu/V4GBgIZwGat9fh9jUWIg40kkUSXGzt61OCpQ5JubPQ7TogdcV5E/qBRAGxYvYRNK+bWvP7s3xO74rxjcrOSBqYn32LWLcnDYnYueWGN5bW/nvnrdwekpU2YsW79K2c//0ISMJjw9ISzgCe01lf/8DhKKYPw3YQzgXeBrUB/4GTgGa31b7sifiHE/5O+4vCmlFJTB/S5OiLCfurRI/pPOmb0r0mIiqGuuZFvt6zktmf+0b+grGhDV5z71KH9j02Mcp+11lUfLIxu/RRoixga8aYylKVlTctFZS+WfdAV5xVC7F/STxz+powYFndE5oh7XDb7sY50cob06QXAlqJiyqpr9B1Pv9Als2yUUncAf/7NqSd/0T+9/7LiqqrXh/Xqd8WkQaOuLSgvWnHfG08f++nib+qVUtOBt4FRhJNPBZJEEocjqYkkulR+fn7q1aeMmP/bKWnuQDDE/WtKCIVGULpzC4111bS2tb/cVecenJn6l56JcZdDAnOK7cv7ZbryxubmTgDIT005ETiPcB2keMJJpB9zOnAucJ3W+h/fbVRK3QvcqpR6V2s9p6t+DiGEONydOrTfb3IT4h5Liopge0EFBZkVWE0mvl4xh82RlXp7efGmrjivUsp28/GTXo2PcCWkeiPbXp+16i++i9y/t8ZZ4wBsqbYTAEkiCSHEQeCEQRO+OiFq6hCHxc6H1Z/QluWhvcNDRU09ze0dpV113pzUlCE7yysY1T//WI+vo/XBN5/dvPqZj6ZHutxqaK9+w4f3HjBWKbWM8CI9/9Bar1RKdVU4QnS7n5WtVUr1UUoNUUpZfuT1VKXUkH0LTRwOrFZralqUyQ1gNhmYiufw9af/Ji2rF0PHTCY2Ibmsq86ttQ7s+pOQ1sFlhUXLF2zfPq+5o4PC2roPtNaff9dmD7J2/bngB9vn7fozez+FLMRhQynlUEoN2zXF9MfajFBKdcmTiOLQ4rJZe1rMJgCcFhNvf/UK97/6Z6qLluJbuaUjNTrS3UWn1pr/9BVBDUFvqXeGr85X52/wN3nLvZ900XmFEPxnzDBCKRX1I69blFLHHOi4xMFJ+U0ZDosdgLhQIl8tWobZZGLisEFEOB1dVmJC8//TmjXhaWtbSne+39jarJdvXb989fZNC4BngQbgrq6KQ4iDRaeeRFJKZQAfAkN3bapSSt2otX7lB00nAKcAZ+9rgOLQtWs1gz63Nlc0/vV1V/QFJ46jxB9LtNuOyWzGYXaTlJo10Wqzm/0+7/DdHMKntb7g555/2c6S24OhUJMvEGx5Y8nqx7XWAaXUlB7x8Yk7amsr9JNP7Xa/E8++YkB8UtqFhsm06oWHb38DmA2EgKOAJd9reizg4/+TSUIIQCl1JuG7cVG7/v4tcPluaojdBTwNfHpgIxQHm6qg83U6uNrvsFq9ykxKtJVgez1gIcFkc+bEx1yglHpify+AoLX2nTKk37nNHd5Tq5pbv9haWVMGlJlcphzDZpj89f7G3e2nlDLip8Wfb02y5gWaAu9XvVu1fH/GJcThbteN6OeA7z7neZVSjwO3a62932saBbxB+Klx8Qu3pKTsjUj9ze9iXJG0xteQHIglJjICgKTYmNQLph3b95XPvti4v89bWF65Gjjt2zXrXqlrar71SuDse/5wXW5Kxt+2V5TUAhcCJwCTtdae7/YzlGG579Lr7oiJiGx/a86MZ79Zs6R5f8cmRHfo7HS2ZwgXLf4rYCE8HehlpdRQrfXv93Ns4hCmlLoWuDXKZVsXDBnRi9YXMnTiNFwRdnR7FeuXzdF2d6y37+BRp/TMHzx205olDuDXPzhMcF9iWFFUVg/cAvDdnLldTx6V/9g+F/z2jrHjjz55ds/8IfZQKIS/reLoV//1xMXAacA9SqlxhGsiDQDigBO01tv3JU4hDidKqTTgJWAFMAvoS3hK6DKl1Eky9VPsztSpF1+qMjOtGfkD6Vi/gump6Xwy90NWrJ/v9fk6rCcOyn88Ky7GCvxjjwfrpA9XbfiGcG28/wi2BVt+ap/MazIfsCRZbnCkO/BUeK63Z9vHewo9S/d3bEIcxq4hvLDJc0AZcCrh4sVjlVJTtdZN3RmcOPgopUzXn3bfudlj7FgtJhqKYWBSLpt3FhEM6bb46Oh+p06eMOf0KZPGvTv7m4KuiOH5jz57WGtdBrDrpkbFrieu/wH8S2v9/cUfVM+0zEGXTT19ZKTTjc1ivVgpNURr7e+K2IQ4kPZ6Otuu/yATgdFa65u01n8E+hCuFXCtUupJJZM/xf/7DMi65uRht6cmRGkAn8+H0+nEblaUb5yrPG1N9oTyT8hytiSYTQqt9Zs/+HqnKwO8Y9rU/i9fdOFlfVNS/nN3Kz4pbbBLbbXbml+kbPntHDUucOFf/3q2j3AB7hSgBWgGGgknVPt1ZYxCHIIuIfx03gSt9Z+01mcBYwk/4v2ZUurobo1OHJT8AX+HxRyeIe9Eo5TipEnTGT/+NHOE3a7q2zqIdjr+MKpHZuqBjEsppVLOSTkl5dyU07//GUfZ1Wjt17RubcVb7bUkTk9ckvKrlIUHMjYhDnG/BS7SWl+utb6b8Oes24DRwFdKqejuC00cpHQoFPIEg+FSFTazBafdTo/0VMqqq4PtHi8dXm9iXnbmPQc4rl8BzpF5A93ZSWm3KqXOV0qdDzjaPR7b8zPe4bH3XiY1NqHf23c86rvihLNPOcDxCbHfdeZJpN7At1rrwu82aK0blVKnAY8BVwOGUurK/RuiOBRprb+7A7A4Jc49D5jY2tpKVVUVZrOZxsZGHCteb88ck+h0GH5lt5qdBzK+c0aOyPjbqdO/So+JSY6yO5ZOf+YZAGZ98PQ3Lzx7Oh6Pj+RkNxkZsSxbtsNMeNrNhd+fuqmUugp4QilVqrV+90DGL8RBrDfw+venHWmtlyilRhN+MuljpdTJWusvuy1CcdB57f3n7po8cVrfnetmH+8YYGA0lNHR7KExusVU6mn1xhlWW7TTnt43NfFi4N4DFVfaZWlXRY+O/icGmKPM1wN/Bwi2BXdE9Is4omVTC5YoC5ZYCx10jHH3d8e1rm+tO1DxCXEoUkpZgVTgre+2aa1DwH1KqQLgNWCW3HQQ36e1Dp086rLpH842Zg3Mi4iyWMwUVVRS1dBAlNtl83i9OG02BvfueWZeduZNmwuLiw5QaOtH5Q2syUnJOC8hKtZb2VA70+v3tQKWlo42vXbnVpWZmEJWUhpms5maxrrXAdcBik2ILtGZJFIQsP5w466BwjVKqQ7gBkDxg8fCxS9bVUN7JUBcXBwJq1YzuqqKdbmJZKUd77RQT6TThj8QMnbNhY8CKoGZWuuvuyqmaIcjMyUqKhkgxun8T+HfdavXbCstnbwmLs49KCbGSVJSFGvXlmAyGToYDL3+g8O8CDxO+BFsSSIJEfZjfUW5Umoi4UTSR0qpUw50YOLgtXrD8rabr7u7NFiyjNYWC4un1GLKtFD95nrc2myLcTlQStHm9R3QJ5EsMZYeyhx+AMkSbcn9bnuwKfhmoCVwQcgTUu4+bpSh0Bkaw2L0B+b+2PGEEEC4zqQmPA75r9IFWuu3lVIe4B3C/YXUVxUopXKBM4FTI5wRkX+IP5XEmGicdjuENGazyWY2GSTGxfD2rDmhgpKy55RSKUA9sBT4m9a6qiti01q/v+KpDx7ql92TUChku/Plx5546O3nv1JKHeV2OHnh+vuSFm5cRU5KOgDJsQn/8xlJiENNZ1ZnWw+M2/Wf+H9orW8E/kK4rs3d+x6aOFxorVsB4nUNI6oriVOK4WPzSXWl0ivHglKKob2S/UARsAjIBGYrpd5SSnW2btde2VBeseazdeuXfrNla/nnG9Y/8r1Y/a++uuCYxYu3B7dvr6K5uZ3WVg/BYChIOEH6fcaubT9rlUMhDlNrgYt294LWugaYTLg/+ZBwbTEhAFi6YsGDHdkpfn+ig6zh2ajiVmJqg7isFmwWC1azmcQId5f0CT+mraBtQdvWtuLmNc3rWze2Pvrd9vLXymfWzKi5M9gRpG1bGyF/iPaCdk/L6hZZaEGIPdhVn7KA8DSg3b3+MXASkI8svPCLp5Q6EvgCiAQ+aGlvUVuLynHabWQkJZIUF0tSbBwOu53fPvgI786ea0qKi90GnEV4bHoEsFkp1anPHEqp+O9NTRu0a/PUXdtO/37blQUb5i/csKrq33M+e/3v77ww+7vtZbVVBc9+9nZVaXUVxVUVVDfWU1Be/OHPvxpCHBz2+sOY1rpSKTWPcCHtI7XWvt20uVMp1QY8AKzaj3GKw8ADz3807JKRIxfEp6XZnRX15IVq+WYunDlhYKi2penPCzeUPrSr6VO7VnN6nPBqaPu9kOpVEye8ddKggSMBNlRU9P7+a++9t7Q6NtbtPu20EfM3biyLrKpqmgtcDlxGeCWp71xNOIn0+f6OT4hD2FvAX5VS12qtH/3hi1rreqXUFGAGMO6ARycOWl9/89V2pZRzxLHDHnC0Dv2jau2t6tu34rRoyhqa8AeDjYV1Dc8dqHgG9+7lij879gVTriUq6AmG2ja1/dcS5LUzau+JHBa5wZJu+UfL5pYd3p3es/b36nFCHMbeINxXzNZa7/zhi1rrL5RSxxNOInn/Z2/xSzJfa90T4LunmN+aNeuKlPioW2wWa3Z1QwOGYeC020mOj+XUIyfMefDlN67dVcB6g1JqJVBMeCr0SZ04bxRw3K7vvcDrhBcL6Uu4Ruq7AH++6HfXXDv9wgtsViuGYQzYNTWTXa9X/e6Je8ZfdeK5r28v2zm2w+d7/W/vPH/7Pl0NIQ4Cnb2jdytwDOHid7tdhURr/aBSqgx5OkP8QFRUlBE1bpxVWa1UNjbSYK+jobYRiy3B+PSD+R83t991YWNr887bXnh4HvAEcA/hVZ32axLp9KFDel8+ftxxj8z+msrmZpYXFk3d9dIYpdQDu75/5dln54wAeOIJZSH8f+WfSqmTCa/O1h+YADwKvLo/4xPiUKa1LlNKXQEkKqXc3z2J+IM2zUqpYwgXUd1xwIMUBy2tdeA3x9/bnNk2UqGA6DoijNUU1jYA1Hv8/qZzRg2+pKiu4YuFBUVlXRnLtCNG3/yueUmUKRyXgWYAP/js07yi+QPCC4wIITrnecKfrUYA/5NEAtBaz91106EzA39xmNndamZa6/bBfXo1ZqUmk5mSRFFFFRazwdnHHElRRfXMq8+cftQfzj0j4pF/v/uu1rpOKVVEJxfD2bX68vl7apcYHXe7Jnz/wGwYPb+3/9Xfff/kJ2+c15lzC3Gw61QSSWu9lB9JHv2g3Ws/OyJx2GppaalqaWkpiouLy+nweHREZKRKTEjAnNCPP5wVs+jSI6e7mttavfdfet00rfVspVQlELe/4zi2X9+LY10uo9XjxR8I4A0ENhB+TPb7/tNh7eq8LlFK3Q8MBxKBhcCl3y80L4QI01o/vxdt2gknkYT4L01tdQX+gC9kNlkMHWrEbrMQ53ZS3dzaY0R2xpr4CJc9McK9Uik1vKue/FFKmZ648ffnJ3oiqapqBo8OoFnSFecS4pdo1/TmPa6itbdjD/HL09zWvh0Y3NDSGnQ77ab46Gg8Pj8RTvs9x44ebraYzSomIuIupdSzQE9gwf6O4YHLrjti8pAxcdtKC3HY7FTW12zb3+cQ4mB0QGsLiF+29vb2llWrVh2bkJAw0WQyPaIsdlfQsNMj3UJmQooLINLltiXFxvdWSi0HcoDZP33UzhuQltZzaGYmEXY7K4tLFv5j9tfH7O4uxw9prbcB0jkIIUQX+ve8f7xxyugrGrz+5j7ZETsfbm+zYsWJzQTRTrsdwG2z9iRcwL1Lprm4HHZ3elJi+rWmk1nQspEPFn57be0Xteu74lxCCCE679UZX15cVl0zo8Prvbxfj5zR20pKiY2IIjoiwmKzhmtXx8dE5xJeRdwC/HN/x9AjJWPEoB59TIWVpWwrK6r4bOm8qadz7f4+jRAHHUkiiQMqypbQNLTnEVGrty7CpIO0N1Yw652n2JqShgXVYA4x8/43nn4feJbwG/5j+zuG5UVFzzgslv6+QLBhZXHJhXuTQBJCCHHghDzz21Lik/Pi6MMJvaYyr3wG/pCHoppyLFZdWNvS9rDWusvqpLS2dzTde9XlD2elJJ2ZVBX5WdEXpU911bmEEEJ03tINm9qPHDHUZDKUo93rJSMpifYOD8FgiHUFO/wavfS2J59tBi4AXtZav7e/Y5i1atFbybEJJzts9pSiqvIbXpz5Xvn+PocQByPV3TUglVIfa61lrvNhRik1Bv6Tih8B9ADez8vtN3rkkHGpAwcMorxpO1prZs+ezc6dO2ltbV2ktW4GhhJe+vWPWuvXu+lHEEIcRKSv+OUY1zM7/5j+vRe7bdbIJMaC2UNVYCUAFbVB/9+/nmmTAtZCiB+SfuLwt6uw9gfAr/50xcVZRw4fek9FbR2JMTFU1NWRkZSI1pqn3/voqddnztpIeJGej4Az5KaxEPuPPIkkukoZ4SW8+d6fjBo6btCgvsPpkdGTdduX4o5wM336dAoKCvTrr79+OxANlAKr5M1eCCF+ecwmI9FhMUcCbG5YQ25UH/w6iNkwaPH4N0oCSQghRKTLlaSUIikulmUbNhHldgPQ1NLK18tX+QjPZvgUOFPGFELsX5JEEl1Ca11MeDnN//L7y26piXBH/vH9zf8eWmVUJkdUR1BZU6mX+3JaE06/65Kad/90wfeWxhRCCPELM2/rznmZsdF3R9ptR2tqx0W3J2Mz8iltLgm43C3JZ44YeO7by9a+0d1xCiGE6D4L16x/yGo2JwSCwQE6FOpXUVtHbWMjC1av81bW1V9rMozZwVDoNK21r7tjFeJwY3SmsVLKopS6Qym1VCm1Tin1olIqq6uCE4efR567f/Zl1581bU7rzEeLxxSHVg9ZXbUwaniAPpMiHNlDzrNnD87r7hiFEPtGKZWrlHpVKbVeKbVYKXWzUsrU3XGJQ4PWWr+6aOWf/r10zRSLybQg5NzGmvq5G1OS2s1p0ZFJaTFRF3Z3jEKIfaeUOkspNVsptVEp9ZlSamJ3xyQOHW/PmlN81YMPn1NQWnZtn5ysxmH5vb1rthSUf75oqW3MgL5cd/5ZH0gCSYiu0amaSEqpF4GLgCDhFVGchJ826a+1bvlZAcj85V+sqBFR/fz1/prIUXe8bs8ceJS3Ytvimg/vmxRoqu6yYqlCiK6llIoDNgBJQBtgB0zA41rr3+3DcaWv+AWKdTlt6bFR/RIj3LZxPbM+dlotcRvKq25/ZeHK+7o7NiHEz6eUOg94bddfW4AIIACM11ov+ZnHlH7iMKSUcgIbd/3VCSQAtYQ/YwCMGDOgn81iNtuXrN+4yuv3u6Mj3KHm1rbK0H9PY2vTWvc7gKELcdja6ySSUiqZcJ2bW4F/EH6jn0i4uNmNWutnf1YA8ob/i2dLzbNbE7KG+2qLV3vLNrV2dzxCiJ9PKfVH4AbgVK31IqWUDbgTuB5I1Fo3/czjSl/xCzc4IzXTZjElLtlRsry7YxFC7Bul1FqgALhca12nlMoB3gZ2aK3P+pnHlH7iMKSUUsBPzXwp0VoHd7XN6J+bM7ShpaWqrLq28gftQrvKbQgh9lFnkkjHA/dprYf8YPufCA8MrvxZAcgbvhBCHDaUUq8DK7XWf//eNgVsAy7UWi/4mceVvkIIIQ4DSikr0AEkaa1rv7f9COAFrXWvn3lc6SeEEOIA6ExNpEjCg4Af2gJE7Z9whBBCHOL+p6/YtZrWVqSvEEIIEZ661vT9BNIuMqYQQohDQGeSSArY3apZoU4eRwghxOFL+gohhBA/RfoJIYQ4hJk72X6gUuqBH2zLB3rtZvsarfW/f35oQgghDlEXKqXG/2Bb3o9sf0lrvfkAxSWEEOLg4NzN2MHxI9vbtNZ/OUBxCSGE2IPOJpHyd3392Gvf9xYgSSQhhPjlOf1HtufuZtu3gCSRhBDil8UB3PQjr/1wex0gSSQhhDhIdCaJ9CnQmUJ3LZ2MRQghxKHvcsDVifblXRWIEEKIg1I9nRtTBLsqECGEEJ2310kkrXUr4aU4hRBCiN3SWld0dwxCCCEOXlrrEDKmEEKIQ1aXFK9TSo1SSp3bFccWQghx6FNK2ZVS5ymlBnZ3LEIIIQ5OSqkspdR13R2HEEKI/7ffkkhKqRil1DVKqbXAYuCk/XVsIYQQhwel1ACl1GOEp7G9BmR2c0hCCCEOIkopi1LqNKXU58AO4JbujkkIIcT/62xh7f+hlJpIuAbGaYAPmAU8BszY12MLIYQ49Cml3MDZwGXAKGA78DrwOfB1N4YmhBDiIKGU6g1cClwExAILgduQMYUQQhxUflYSSSmVBFxIeEDQC6gkPBA4WWsd2H/hCSGEOFQppUYS7ifOASxAB3Ch1vqVbg1MCCHEQUEpZSd8I/pyYCLhMYUViNNaN3dnbEIIIXZvr6ezKaUMpdRxSqn3gBLgLmA+MAz4A9AiCSQhhPhlU0pFK6WuVkqtAZYARwH3AOnAAsKr8gghhPgFU0oN/N7U5lcBL3AKMBgISgJJCCEOXp15EukM4E1gK3AT8KLWuhH+8/ipEEII8SowlfBUtVuAmbtW4kEp1Z1xCSGEOAgopeKANYRvKrwIPKW1Ltj1Wnx3xiaEEGLPfk5hbb3rSwghhPgx0lcIIYTYE+krhBDiENOZJNI7hO8ubwT+CpQppZ5TSg3tksiEEEIcii4Afg9kES6Guk0pdeOuO89CCCF+4bTWdcAg4A3ChbS3KaVmKqVOYj+uHC2EEKJr7PUbtdY6pLX+XGt9KpAB/JlwAbwVwMNApFLK2jVhCiGEOBRorRu01o9rrQcCowkvunAHUAaMAxK6Mz4hhBDdT2u9Vmt9DZBC+OaDA/iI8DQ3s1IqpjvjE0II8eN+VrZfa12ltX5Qa90LmEx4kDAZqFdKfaKU+q1SKmt/BiqEEOLQorVeorW+nPAg4RrCNfVeUEoVKqWeUUpNV0o5uzdKIYQQ3UVr7dFav6a1ngj04f+LbNcopRYqpe5USg3v3iiFEEJ83z4/Mqq1/kZrfR6QCtwKZAP/BB7c12MLIYQ49GmtW7XWz2qtRxGewvAJ4cUa3geO7NbghBBCHBS01lu11jcSXs3zbKCZ8GrQM7s1MCGEEP9lv8073jWF4TGt9QBgDOFBghBCCPEf35vCkAr8Ciju5pCEEEIcRLTWfq31u1rr44AewAPdHZMQQoj/Z+6Kg2qtFwOLu+LYQgghDn1aaw/wWnfHIYQQ4uCltS4CHuruOIQQQvy/vU4iKaWiCU9V21sNu974hRBC/EIopXKAqE7sskNr3dxV8QghhDi4KKVMwIBO7BLQWq/vqniEEEJ0TmeeRDoO+Hcn2r9FeD6zEEKIX47HgWmdaH8i8GkXxSKEEOLgEwOs6kT7OiC+i2IRQgjRST9nOttO4A2gdg/ttvyMYwshhDj0aWAO8DkQ2EPbDV0fjhBCiINQE+Gbzpv20K7jAMQihBBiL3UmibQIeJHwijo3Er5z/BIwQ2u9p0GCEEKIX4ZngAhgMtCP8HLNL2mtJVkkhBACwquu3QtcAPwaWEJ4jPGm1rqpOwMTQgixZ3u9OpvWukhrfQmQTPgNPxb4EChVSj2klOrfNSEKIYQ4VGitP9FaTwR6Av8CzgTWK6WWKqWuVErFdG+EQgghupPW2qe1vp1wrdVjCc9yeASoVEq9oZQ6Wim131aQFkIIsX91+g1aa92mtX5Jaz2J/x8knAGsU0otU0pN388xCiGEOMRorXdore8EcoCjgW3A34EKpdSbSqmsbg1QCCFEt9Jah7TWX2qtzwFSgD8CucCXQKFS6o5uDVAIIcRu7VOW/3uDhF7Ao8Bw4Kz9EZgQQohD365Bwiyt9XnAQGAj4X6iMyvzCCGEOIxprRu11k9prUcRnuYWC1zbzWEJIYTYjZ9TWPs/dk1huwg4H0gCFgCv7XtYQgghDgdKKQswlXBfMQ3wAa8Aa7oxLCGEEAcRpVQS4fHERUB/YDvh2Q5CCCEOMp1OIiml4oBzCL/JDwOKgecIF04t2K/RCSGEOCQppQYR7ifOI7w087fAFcA7WuvWbgxNCCHEQUApZQVOJNxXHEd4FbZ3gau01vO7MTQhhBA/Ya+TSEqpXsD9hN/sg8AHwM3A11rrUNeEJ4QQ4lCilDobuAkYDBQBTxO+ybCjO+MSQghxcFBK2YCHCN+UjgW+AS4F3tVat3djaEIIIfZCZ55EGgacBhQC7xBennM0MFoptbv2G7TWH+xrgEIIIQ4p5wODgDm7vjRw7o/0ExBe0lmeYhVCiF+OCOBqoAl4nvANh0zgjz/SV7Rrrf9x4MITQgjxU35OTaRs4Ia9aPcW4aeVhBBC/LIoYPKurz1ZDUgSSQghfnmigMv2ol0dIEkkIYQ4SHQmifQp4VXY9lZLJ2MRQghx6LsccHWifXlXBSKEEOKgVE/nxhTBrgpECCFE5+11EmlXIVS5WyyEEOJHaa0rujsGIYQQB69dtVRlTCGEEIeozhTWjgDSfqKJF6jQWnv2OSohhBCHJKVUOuD+kZc14adUK7TW+sBFJYQQ4mChlDLx008iBYFqrXXTAQpJCCFEJ3RmOts04N97aONTSn0MXK21rvr5YQkhhDhEPU24v/gp1Uqph4CHJJkkhBC/ODHApj200UqpZcC1WuvFByAmIYQQe6kzSaSNwIM/8boVyCU8eMhTSg3TWvv2JTghhBCHnHeA9T/xeiQwHPgr4AD+fCCCEkIIcdBo56fHFCYgGTga+FopNURrveWARCaEEGKPOlMTaS2wdk/tlFK5wHLgFODtnx2ZEEKIQ47W+uW9aaeU+h1wj1LqrzINWgghfjm01u3AzXtqp5RyAl8C1wG/7uq4hBBC7B1jfx9Qa70deAoYt7+PLYQQ4vCgtX4MaAAGdHcsQgghDj67kk13ImMKIYQ4qOz3JNIuBUBsFx1bCCHE4WE70lcIIYT4cTKmEEKIg0xXJZFSCa/AI4QQQvwY6SuEEEL8FOknhBDiILPfk0hKKRdwEbByfx9bCCHE4UEpdTSQw08X4RZCCPHLdjUyphBCiIPKXhfWVkplAmN/ookV6AGcB7iRotpCCPGLo5Q6Akj7iSYRwDDgAuAVrXXzAQlMCCHEQUEpZQVO/YkmBuHV2U4EJu76EkIIcZDY6yQS4QTSv/ei3WZgqgwMhBDiF+kmYNoe2mjC/cnvuzwaIYQQB5tI9m5M0QBcorWe38XxCCGE6ITOJJG+Bc74idd9QBGwVmut9ykqIYQQh6r7gZd+5DUNtAFrtNYVBywiIYQQB5NmfnpMEQSqgRVaa8+BCUkIIcTe2uskkta6FHi3C2MRQghxiNNaL+juGIQQQhy8tNY+ZEwhhBCHrK5ane2/KKWmKaUeORDnEkIIcWhSSv1LKTW5u+MQQghxcFJKxSillnZ3HEII8Ut2QJJIhAupJh+gcwkhhDg0pQKu7g5CCCHEQctEeCEfIYQQ3eRAJZGEEEIIIYQQQgghxCFMkkhCCCGEEEIIIYQQYo8kiSSEEEIIIYQQQggh9kiSSEIIIYQQQgghhBBijySJJIQQQgghhBBCCCH2SJJIQgghhBBCCCGEEGKP9jqJpJQapZS68meeJwQEf+a+QgghDhFKqd8rpQb9zN2DhPsLIYQQhymllFsp9fjP3F0Dgf0ZjxBCiM7pzJNIOcDEn3MSrfXbWuvzfs6+QgghDilHARk/Z0et9cla6xn7OR4hhBAHFztwzs/ZUWtdp7VO3s/xCCGE6ASZziaEEEIIIYQQQggh9kiSSEIIIYQQQgghhBBij8ydbB+nlBq9l21rtdYFnQ1ICCHEIa+PUqp2L9tu1lo3dmUwQgghDjrmTowp/FrrFV0ajRBCiL3W2STSUbu+9sZbwNmdPL4QQohD30OdaHsi8GlXBSKEEOKgFAUs2su2dUB8F8YihBCiEzqbRFoL/Hsv227s5LGFEEIcHl4GNu9l201dGYgQQoiDUjvwl060FUIIcZDobBJpk9b6gS6JRAghxOHiXa21PF0khBDix3TImEIIIQ5NUlhbCCGEEEIIIYQQQuyRJJGEEEIIIYQQQgghxB51JonUAlR2VSBCCCEOC+VAW3cHIYQQ4qAVBHZ0dxBCCCF+nr2uiaS1/gz47Lu/K6VsQF8ghvCAYZvWun6/RyiEEOKQobX+9ff/rpRKBHoATqCWcG09f3fEJoQQovtprRuAkd/9XSmlgD5AEuEEU4nWuqibwhNCCLEHnZ7OppRKUEq9ADQCK4HZwGKgVik1Vyk18qf2F0IIcfhTSk1USi0Gqggv4zwbWAM0KKWeUEpFdWuAQgghupVSyqSUuoVwP7EJ+AaYDxQqpQqUUr/qzviEEELsXqdWZ9v1oX8B0AtYDiwD6gnfYc4DjgTmKqWO1VrP28+xCiGEOAQopaYBHwJ+4FNgC+AF4oBRwFXAOKXUGK11R3fFKYQQolu9CpwDFAIzCE+HNgOZhMcUryilMrTW93VbhEIIIf5Hp5JIwF1AFHCE1vrbH76olEoG3gCeU0r10Vrr/RCjEEKIQ4RSygL8C/gK+JXWum43bY4C3gZuBP50YCMUQgjR3ZRSU4GzgN8CT2utQz943QbcA/xJKfW21rqgG8IUQgixG3s9nU0pZQAXApfsLoEEoLWuBKYDscD4/RKhEF1IKaUeOc5+y0unOB4/qY9FptcIse+OATRw+u4SSABa61mEn0a69EAGJsTPdfSoEcl3XHrhs1efeepvujsWIQ4TFwOPaa2f/GECCUBr7dVa30B4KrRMaxOHhCvOv/bUP133txfPOfmiAd0dixBdqTNPIvUGPLsKbP8orXWTUuptYAzhec1CHJRuHme95InjLY9eMdzqNhmKSBvHKKUGaK193R2bEIewMcAbWuv2PbR7G3haKZWqtS4/AHEJ0WlKKeOSk6a+fMIRo88bnp+nPF7vZecff7Tx+sxZT8nT1kLskzGEbzrsyb8ASd6Kg9rUI08ekhif+uYZJ5zXOyYqltSkjPOUUjFaa1mtVhyWOlNYOwtYu5dt1wHZnY5GiAPkviNt552Wb36+b4LZvbI8yPqqAKEQvRdf6mz4y2SbFIcX4ufLIlxA+yftuvO8AekrxEHsrssuWt03O+t8p92hVm8roLahifTEhCcevObXi5VSnS0JIIQAdv3fSSBcTHtPZEwhDmp5uf3iTzzq9CW9euT1rqmrZOPW9bS2tVief+id5luu/svvuzs+IbpCZ5JIEUDzXrZtBCI7HY0QB8A9R9pOH5Nh/le7HyblWBieZqK+Q3NaXwtmA2esnRu6O0YhDmHSV4hDnlJK3Xbx+a8mxkT175GeSt+cLGLcEZgtJo4dMxKnzTFy7MB+fbs7TiEOUW6gdS+f5mtE+glxkDpm4rSMc065aJVGWyaPOZrePfri8bYzuP9wYqJjDZfDfUd3xyhEV+hMEslMuM7F3tB0vmi3EF1KKaX+foz99GEpppcn55idETYFQLtfkxVtoJRiSIqJkqbQoG4OVYhDmfQV4pA2LDs96VcTx/yzT3bm+Xk9slW7xwNAa0c7yXFxWC0WIl1mOjoa9jZZKoT4b9JPiEPeFedfO3b00Amzjzpianp8bAI+X7gahtsVgc1qIyk+Ga1DkgAVh6XOvikPVEo9sBft8gFZtlkcVF4/1XH9Wf3Mf91YEySkNQrNB5t8RNsVrb4QjR6obddM62PJuX6sLeuhhd6i7o5ZiEPUhUqpvVlcIa/LIxGik/KTEz9raGgY9ugb7zCoTy+G5vWibE0tCsXqLdtw2u0ku1s4d8rgGUqph4CBgB3YBrymta7q3p9AiEOCcy/HFI4uj0SITvrNr/4wbvpxZ3/p8XY4W1qbMZnMrFi3GMMw/SeZ1N7RTq+cPPO5J1905RsfvfRUN4csxH7V2SRS/q6vvfFWJ48txH51bE9zxG1H2N6Nd6qBqypD98c5GGMyFP0TTby9wUcwBOmRBkGtyYo2E+tQ9Iw1WFDsN49JVwuVUhm7WzFECLFHp3d3AELsrVOH9T+6R3zs00GtW/45e2Gj02oZOiQzlQ07iqlvaaFvTjYmw8DtcOB02ElLiOebZVv462tf5rsdjr+2dnTcD7QBZxBejvxSrbV8BhLipzmAm/ay7W5X+hTiQLr3qsv/np2afF5Zde0XdnvM4siIKKfWmhlff4jdZie/Z39qG2tJSUrDYrHQu0c+W3dsol/ekMfGDp8wY9GK+c1AFFAui/iIQ11nkkifAr060b6lk7EIsV8opcxa68AJvS3HTsgyHwMQDHHF+urg15trg/iCGgP05B5m1eSFytYQ/RIMtjeE6PBrghqm51tTfzdKHwHM7eYfR4hDzeWAqxPtZWU2ccAppQwIF3hPj4m6OCU6sgfAlPzcZ8YMH9rD5PVkLC0qwzBM9O+ZQ1NLG42tLfRIS6W4soqtxTUcO2Ykx48Z1fKbB/7x913HfAb4CnheKfWF1rqx235AIQ5u9XRuTBHsqkCE+CnfjSmUUs73//aXqxJjYuwJ0dEX/PO+Ryyz5n3G9qJteLwdnDf9EsYMm4DJbMZqtmA2W2hsaqSyupys9Gzz1h2bvgaSgVogRin1T+B2uVktDlV7nUTSWrcCBV0Yi/iFUEqZTp8yaUJDc8umWUuXV/6M/Y0BOQnp63bWlGmt//PBwhqfacmdfPqirMufGNDr5Cvfm1Yfuq2wMVScFaUyi5pCC4ua9GsjUjm9qFnHDU4xWUqaNUNSTGRGKbbUBilt1lS3hegZa7CpJuitbgvt2L8/uRCHP611RXfHIA4Pk4cPSYmPjs57d/Y3877/Xr+33DabK9ppd5c2NP3X9LJj+vWe9Iejx7+vlDJNG5R3frTDsSA1KvJMfyjkcVgtHxt2V2XvPnm3mz/+0mQ2GdQ0NNIjLRWTYVBaXcvqDY3kZQ8kI9lNZX39f/69a621UupTYAowFPh6ny+CEIehXQNnGVOI/eKKE84a5g8GPS98/u6Gn7N/j7TU1J3lFfVaa8/3t99+6QXPvHHPnRc9ev0124b26T2mvLr228SYmKPmr16zsayqPHjC0WdumjJ+at5jLzygfH4fLqebpIQU1m1eDQo21WwgIS6BP9z9a9o72v1Auta6QSk1AfiScL2v2/b5AgjRDbqkUJ1SahSQq7V+oyuOLw5tf/3db54fkZ93YWFlZdGwvN5TV2zeunFv91VKGZ/fd+Z74/unn7J4U/kMpdRJ3w0u+qZHndfQ48hhSim0Cp756Me+8ytaQ2OTXUbvx5b65mqtQ/860fH+xCzTVb3iTKwoC2Iohc2sKGsJ0jveYGiKCZcVVpUHbSNSTUOAki67EEL8giml7MBpwDqt9drujkccXE47cmLWVaef8k10hDu7T1b6G0qpX3Xmju2x/XsPvmbK2E/tVnP8uaOH/O6Nxav+9d1r2XExD6TFRMUAdPj8f3lyzqLB43pmLwmGQm2LdxRvUkrNvOc3V1xgMplyLGYzFpMJgISYaL6Y4yMxxs2IoVaq6uppbG3NVUqZvpfk+u7pCim6LcR+oJTKAk7XWv+9u2MRB5/nr7/3ivsu+eM/a5sbfTeceekVf3v7+dc6s/+ff3PJzU/c9Pu/1DU1F55z7FHH/vuLWf+5gdwnK+PizORES2ZyYr9Vm7dd/Nhb7500LK/P2B3lFSuCwWDjedMvmZ6emvUuoMwmM25XBACGUiTEJREbFce3S+dQW1/N+adeuvrV955rANBaz1NKPQtcr5T6u9a6fj9eEiEOiP2WRFJKxQDnE57KMIBwTSRJIon/4bBaj1y6cRNupzPr3OOP2vDr35226l+PvTd0b/ZNiHLG9Yi3nbxt9TLM2jG1X3ZczgdnOa9NdqszHx2s7Z+W/0O/nfpH1adtZXtBeMBRBpQ9Clw13Dr+lD7mK6paw+OQwsYAHQFNQGsIacqbNWMzdw0W3BqtQ8c+drzd+afgpdqa3ONEf23JJ7UzHpE6F0LsA6XUAML9xPlADHAiIEkk8V9SE+KG1De3ZJfX1JIQHX3ug7/99TkXnnDcxS9/OvPlvdk/LTrqGCCtuqkVk1LnH9e/z8IeCbFPGkoNNBmGqmpqIcrpoNnjKQJYUFC4/Lt9rzr56lcshjMnEND4/QHWFpTS3BKiprEWh703cfH1mIwUUhPiqayrj/vdWaf96sJpxxU47LZfmQzjUq319pDWK7vo0ghx2FNKWYCTgMuAY4AGQJJI4n+kxiZO/Hb9SrPL7jBPGjTq1RdveOCpN77+JPWrFQv2qqxKYkzMaXWNzeaG5paeyXGxU++87EJfWmL8TT5/ICEQCJKekEB1Y6NubG3btKWopAOYDeEVn+/+499eaGiqMwD8AT+LVswnKiKappZGWttbGTVkHAtXzCPCHUmf3P65t/3u3guLSncWjh85+ZLjJp2oZn7ziRU4Fvh3l10gIbrIPieRlFITCQ8ITgN8wCzgMWDGvh5bHJ5qG5sajxo1PEMpRXFlFbQEhjxwlH3izbM8e6w/VNPU3rB83oyOPtFB58TYIH8Y6F+VF2+4E1wGpU2as0OLG6I3Xzkn2Fz9MLz4X/uOSDNdlOA2TL3jDLbXBzmmp4XWgOLf9nzyCjfQK06xqSaIPwjLyvxcPsx6VYRVXVW8fZP/3dSpFnNk0inWxJzZvuqdtV12cYQ4DCml3MDZhAcEo4DtwOvA58iUH7Eb81et+6pfjxz/8L55Fq01W4tLVUJD4xODe/d6d/XWbW172r+qqcWjtaZHYiyJQdcRHT7fl5EOW0qsy0lxfSN1bW3rdtbWL1pbWnn9D/ft1zvyqJqKBNAW/AHFtPHDWL99JyYLZKc1YBgGRRVV1DY20dDcos88evKLZTW1wRsefdKklOKyk6ftfPr9j6XOhRCdpJTqDVwKXATEAgsJT/eRMYXYrS9XLCi+4azLiI2IYmdFKS6Hw33y2CkPAVfszf41DQ2Wdo+Hkf3yAf2wPxDUCTExFqfNRm1TEx/M/XY+6Nc//Gb+V9/f78hxx43OzeoVXVMXCUB0VCzDBoxi1YZlNDQ3cOyEaWzbuZntRVuJdEfROydvaHpq5ktrNqxoG5g/xBUVEc3Mbz6BvV+wSoiDivFzdlJKJSmlblRKbQW+ITz//2sgTmt9mtb6Oa21FEsVu9XY2vpuMBT+fB0KhTA37GRyD/NnjxxnH7enfU+67tjJW0Yd4RwWF2J1ZZDRaSZ3foKZ6lZNMBRka73eettHJafdOcf77Q/3re/Q7zZ5g8G69hAWk6KhQ1PdEmRSzQaqDSfxTkXvOIOixgCj0s1E2gyUUoy1blMJDWvB29Ie8rXLagpC7CWl1Eil1L+ACuCfQB/gQq11T631NVrrGT+sQSAEwOqt29o8Pu92gGAohD8QIDUhznXecUfN7ZOVscclv6Nd9rMi7DZMyqC8qZVh2ekp8W4XpfVNBIOaxjbP/e8sX3fFlsqa/7lbXd9cO98ZVYrZEsAwglQ3NOK023Ba3VTX15OZnITTbsXj99E7K93s8fq494VXTaVVNVxz1qn07ZFd3BXXRIjDkVLKrpQ6Tyn1DbAFuACwEh5TTNRaPyBTnsWP2Vy841Wvz6sBgqEgze1tjM4fdPnTv//Tb/e078Rhg+Pjo6L6JsfFUlXfgMViMY8a0NfisFrZUV5BXWNzw5ptBac+9uZ7z/xw3w5P2/b6xrrG2sYaAAKBABXVpcRGxxHhdOPz++iVk0d7exsR7khSktIMgIiIKEdJeSE+v++7Gw3R++1iCHEA7XUSSSllKKWOU0q9R7hOzF3AfGAY8AegRWsd6JowxeHk0Tff+8sb8+b8c87OdXqdpZQxydsZlWpyjU43/fHH9lFKGRf97Yw7TtDFrw6t2MQ7rYl0BCDJrYDwn+UtsL469D9v9N+57kvPTFALMqNN5CeY2FATYmCSiaHJJsZEtPPuBh/vbPRhNSAz2sTGmiBLSwN4muqal6U8wFPe20qDTdWtXXBJhDhsKKWilVJXK6XWAEuAo4B7gHRgAeFVeYTYoy8XLz/yq8VLtyzdsJnm1lYG9OrJ2EH9h514xLjTfmyfI/N75l44buhbUQ77iFAoRFFdPdFOO1azGaUUFpMJn9/vfW/l+h+dPnDPCy9emZcbpw2lcNhtbC0qpUdaKsP65uCw2fly8TK2FZcT6XQCcO3fH2ddwQ6uOPUk/7TxY3RFbZ0UDBZiD5RSA5VSjxFeofNVwAucAgwGglprqSsm9ujzZfM2vPjF+6d/smiOf3t5MdFON/1zeqtReYN+smD1zReed+akoYPnOuw2S11jE81tbUS5wwvLRrpdeH1eyqurF89dsXq3sw8WLp9XXddY+1RKQhoAPp8HpQx65eQxbsRk5iz8kq+/nYlS4LA7KSzZTkHhFtZvWdOUlpxJR0db065DydhZHJI6M53tDOBNYCtwE/Did8vX7nr8VIi9orXW175yeWPChFyVAGyaXcvw4nmUNetNP7bPOX+Zfv7YVPXny9vKAJjtzmJH/ACiS9ZR0aIJhDRZ0SYWl4d2+wTcFcOtmYlO1TfWwfZBSeYJLb4QzZ4gJU0GmdEm/CFIjjCIdyi2NwQpbQ7h8UOcE3JjTbHFTSGGJ4b6AxFA0+7OIYQAwoOBqYSnqt0CzPyuILJSqjvjEoeYGQsWV7xy962B3Izwh/TSqho8XltrXVPTj/YV/VITH3JarackRroBKKlvxB8IUtnUgj8YJMphp6G9/UeffrvujFFjfz1toGfjtqpaDQlt7QFqq6Pw+wOEdIioCBc7C9201cTj7LODB1/+Nxt3FnLzhefSr0eOxVCKnLSUIfv7WghxOFFKxQFrCN9UeBF4SmtdsOu1+O6MTRx6tNaeE8dMtgBsLg7XxW5obfrRRXvGDuyf85vTTnopOS7O4XLYqaito6W9g1BIs7OsgjaPh8G9e/FRRfVuV5udmGV2Tc4xTShwHfet6jNWA6q9o536xjoy07Kpqa8iLTmDqIgY3K5I6hpqQSl8fi/HTTwxpqhsB06nK2bX4ar38+UQ4oD4OTWR9K4vIX62ioKquRn9Uq+x2CzuxZvbvqpZ43vuhq+8H/zYPyytddDvctPmB5cFyppDrO7RG+vGzToen8qNNVhaFiy5b77vq3t/sO/VI63Zt4y3zcuKUhlfbg/UbqwJ0uYN0D/Jwra6EAtLAmRHKzKiTBQ3hgiEFAV1QRwWGJRswWQoNhcHAsvrnTMsiYnerr42QhwmpK8Q+6ystvbr7LSUfsWVVQ1zlq/6F/D2i598/qNFqzUEQzr8z84XCNDc4aXD59VOq03FuR10+AJUNDU/t7t9X7/lpKvuuXjC4z5/IPDN6kaTzwttSpMeeSSfzPmEqJh2spKT6J9nprSynEde/5jt5Tu55MTjmTZ+DP5AgKUbNjXvKCv/n+nUQogfJX2F2Cfby4tXbC7ZsalPek7+mu2b189ZveShuWuXfnzk9Rf+2C4hm8Ua6PB6cDnsNLe109LWSmtre8hitRk9MlJZV7DTs2rrtrt/uKNSSs250PnhpGzzUStrl9W9UJ+rAOw2O7HRMXw5bwbR7ijS07KoqC4nPSWTDVvWUFtXTX7v/litVvx+v/5s9gclQCYgizCIQ1JnkkjvEF6y9nLgr8C9Sql/A092RWDi8Pb2nz+eNWzawMEWm8W9+P0V6wG+X930waPtI0anmS7e3hBaeslHHS+9eeeHb9j/flZCVSB/UkRZhaVmYK6rYm3hP0sqPUPdcZwzZ2do3T3zfad/fwlopZTx4VmOh88baDkSyGjwgMtCbCCkyY6xsK4qwJhMM1MiLKyrCuINQLzL4Igsg6CG7fUhvt4ZIMWtKG0OmTMTI0/uM3j4N0qpcd9bzlkI8d8u4P9X6pwB7FBKPQM8361RiUPSrU88e+3UcaNfq2lo3LF0w6b/mVbwyk0nXJmRENl//vrSp+58ad76NSUVf+wRF1NW0tCUhdZRdou5uc7XevOoIUlPtLWEsjYW1zzy+bqtj3//GNOGX9g3P2PE32IiRvZ77P05xtdrSqy1zQpvwIP2aJ7+8lpSE52MHdQPh82KPxBk/oqtFJTtINIZw8qtBWx49El8/gAaHUmIRyYMHZQ3b+Waqw7clRLi0KG1rlNKDSLcT1wK/FEp9SXhMcXibg1OHHLe+PrTqilDxoxLT0ju88pXHy7VWof+8L3XLx5iTTy7v+Wmdp9uveErz70F9aGi63919vlRbtfZXp/PZrNYkpvb2mfHln+4Ojat9/0VHamtMzc3nj53xeqS75/nzj888OvnH3r7/IbSV0YGQ3Mpj5kWZ7SHh9LBUJCWtlaOmTCV0opivF4PCbGJTD/ubFZvWE5B0VYsFgtxMQmUVZSwbefmTLcrIjQwb0jpgbxWQuwvSuvOJ/+VUkmEV064DOgJVAKrgFO01p0qPKyU+lhrfVKngxCHpcz+aY6hxw888ramb/86ItXo2+oNBW6Z7Z0Q0pSeN9DyRbRN9d5WH2paVBo8Z0NNqOTN0+zrXVbD2FEfDD621DfGZlbNWVHG0I+2+D+dkGm6/NYjbH9XSrGyPBho8mgjM9owesQolFLML/JzRJYFgJUVQUoag/SOD9dLAlhVEaCuLYRhqFByhGGUNIWY0sPMFwWBt89aO/pOLPa+Jru7qXnxO3P0z/mPJMRhTik1inA/cTZgATqAP2qtX/zJHXd/LOkrxH9cc8rwnglRjjNvPHPUPXabRS3eVLZozO9eHffi9VPPGd4n5V+t7T7bhqKaNZf9Y+boT/5y+h0njO55J8Cc1YXbj7zhzT73XDzhaEOp4K0vzJ11y5l//jYtZtxYgMVb3w3aI8qNoD9SaV8mAAHTJnpmR9IjLZXahnYCIT/FO5Jp7fAQCgVoi15Fu+HRGaEoFQqFMJsNRuT3DWwuKrpgw47C0kiXM8kfCK59d/Y3W7vxkglxUFJK2YHTCSeUJhAeUziAHK11QyePJf2E+A+llLp1vHXS2AzTVdN6W04HeHGV79ZLPvY8+OHZjrfz4oyTt9eHAtsbQg9c87nnT6uucK0dkmIeoLXmn0t9j7zXeMSfRwwac3xZZcnSwtIdHddedvP2jJQsm9fn5aMPHg2OHHuaacGyuTz5yt85b/oljB56BHEx8cTHJrFg2RzSUjLp13sgt9z/O1auX8pFZ1xBc2uzv6auyjLzm4+56w8PkpmWU/TKu/+a6nJG5CYnpISWr138zeoNy/e4AqkQ3e1nJZH+6wBKTSL8xn8qEATmADOBT7XWRXuxv7zhi//447+v+LTPmJ7T+jzxeHCSq8nU6g2xrDzore2g+oy+lozqthDb6kK0+7XeWBO888Telpt6xJrcm2qCLC/zL52QbcnJjDISPt3i32o1kT401exMcBmsrgwQ2PWMksVQDEwy+Hizz2M2GUvSIlXc9rpQj+n5ZuenWwM4rSpkNjBSXAY17SHiXQZ58SY6/CGq2uCrpvT2O9XVZpM71mrYnHRsW/znmg/vv6t7r5wQBy+llBs4h3BCaSRQBHxBuK/4QmvdvhfHkL5CAPDnC48YePnUwbM7vP741Dg3dpuFNdurdF1zR6vdam4c2y89Y1tpPeX1rTS1eVu2lzfe/9uThtxnMZvYUFjDrJVFM688ccixlQ1+/a+PowosFqN3vGs8oVCQourNOB1mQkYD0bY+mAwbG8pmbh893NXk9fpsNouzb0ZKjJq1oBQjlK7JqVeJp9uoeqmKEwbmYzabKKqoJCslmUVrN2xPiInO7ZGWQl1jc+NnCxYd9eyHn67o7usnxMFqV43Vy4ALgThgKeF+YobWevle7C/9hPiPN0933nFavvnP66uDoSEpZkNrzcLiYHBbfbDm/EHWZG8ANtUGafZodjaEvsyINhKOybUMqe/QLC31VxX0+nvZ0CGThq7fvLo2EAz67XZ7Sl5uP6pqKvjtbeGpcsFQELvNjt/vp72jrcNqtRlnn3Rhy8nHnBFfWL6D+oZabTPb1cIV37B282qaWxrp3SOfM0/8FVGRMcRExlBSXlQXFRkTl5acweoNy7/87W0XHtvNl06IPdrnJNJ/DqRUDPArwgml/sBbWuuz92I/ecMXAJxxx4mT8sb1/Kqtod0cFeggZ/lCxuoqesYavL/RS1qUCUIwOMXEjoYQG6sDwYL6UHlGpMrIjDGoaglxal8bOxo0a4NZ3B24iNTWDVyqPyTD4WVURvipoy8LfHgDGpNBbb1H/emfS/3PvXCSrahvojmxrDnEptqATnYbqqZNMyDRYFVlKJQTYzK8gRAevw7c3HRa1cboI9J0MIAymbG0lHc86H9wscuqNiwpCz79l7neDd18KYU4aCmlBhLuJ84DYoATtdaf7sV+0lcIAF67+cSPJg3KPGlnZRMefwC7xUyf9FjcdgszV+wgPsLB4NwkPP4gW0rr2FHZUFVR1xqZnxHvSI2PoLHNy9FDc3j7ayeBkJfBvRr4eEGQsqpcYiISSYrOAGB5wQxc9jjaO9rntXgaHszJrYs9eeL4V0OhEF8vKvMnxkZaPFE1gZqSDLNqaya/jx/DMKhvagnFx0Y3ej3eiBDaYjaZMJtMbCspLVFKbQyFQl+/9MnMh3eWV/i7+VIKcVBSSlmAkwknlI4GGrTWeyy4Lf2E+M6Fg6wpVw43rzEMlRAMhmj2KZLdir4JJhYUBwgCdhOMy7SwvT5EYVOQuTt8mzMijd7ZMYYRYYPC/s+SkTOULRu/ZWDdk/i8rSwwnYopqifDB4/BbDJTWFzAzpJtRLhjgyXlOx8rLi98fMr44//ev8+g6c2tTWzcui6QnJBqrqmr0r165Km1m1YGe2T2NHm9Xto72oJ1jbXFPbN75xiGCX/AT4enQxeX7ljocroLq2or3njo6b/M6O5rKcTu7Lck0n8dVKnRQK7W+vW9aCtv+IL8I3qnjDlt2LqErLi4WCNA8pIF1DqiaG314FRwqdpGrA0WlQZwW2BAkplmb4hvCgMc3cNMMARfbPcTCGniHEbN87bz4xbFn2IAnFT8D47WC8iNNeOyQG1biGFpFjbVBOkVZ/D5tsBTjR4d2zvWmJ4epcxpkSZjU02QipbglkYvrdPzLMOUUmyoDhJpwzdly5mrmuP6jTJsTqzxmWit+XPplUzPbGJpabBkU23oN194+k5Uib0uX17vcuj4nrY4b71vfPO6ac/Mmjl7T9fi7BHDs6MdjoSn581f1vVXXoju8b0pDGu11mv3or30FYJbzxnzm0E5iU+O7Z+udlQ0gIL6pg4sZjM2q8HRw3qgtWbeumIyE6PISY5mxbYKAgHNqPxUtpbWs3hTGRmJkXrB6oiy35ziSI+PctDh9XPV37bSq2cublcaTbXJKGUmxp3IzsqNpMRl+z9b/vR5px7X82/NDa7UCDXZolBoxwq2FzcuT0zsiJs4omcOwJZKP62hqLnm1rVjOzxey+iB/QDYWlRMSkI8HR4vmwuLZ85fvfb3g3rlvhblcvVpbG1zpCfFm8qqaopf/fyr3qXVNT9ZGkAppdyDjh0V8nWUtW2cW/JTbYU4lCmlsoAztNYP7UVb6ScESin1rxOsy5LcxrDBSSY214awmKC8JUSUFdKizAxJMVHWHKSyVdM/0cBqUnywyc/YDBNJboOvtgco8KYRNfy6Jirnm8+L+tQFMKM8JbQ+8jQjMW0INqud1rZm+vYehN/vZ9uOTSjDWLFqw7KXxww74v729jZr/7zBlpbWZjZv31jvdDhXRbgiJmSm5Vh8Ph9FpTvYsHXt+3179z/V7/fTr88gAJasWsCwAaPYXrjVs3bzyntLy4pXDR008tmW1pbIqIhoh9ls0tt2bnny6Vcf/t2ersWII46NSkxOH7Ry0deLK0p3dqrkjBA/xeiKg2qtF+9NAkkICL/ZH335hPWOSHtcjyFZDFkzn6QIE72cAVrbQtjGDqG+JcDGmiAdPk1tezjxGWkziLEbOCwGbptBXryZVLdBs0+7nXWbyoNtDdpfvMab1rIhdEyuhb4JJmraQrT4YGtdkGavprotRIqbC0ammc5IilDWWIcyADT4vtgePGNhSeiCitbQf950E13K0qtt1ZsYpmpLY3FQa01O8wp6uZopaw5xVK4549yBts8qUibeuNw5LsY65GS7KSJOteSMtX0VPfzz2CMvG/tT1+KB6aeMeuSMM5Y/euYZSx7/1QUPd+mFF6Ibaa09WuvX9iaBJATATWeNnnrulH5PJse7FEBOcjQpsRFEOG0kxjjISIhk5dZKtpTUs6OikaRoJwDxkQ6i3DYAeqXFEBdhBw0j+zVYF26oa9Jas2BDWeO0KalMHNOTYQMdNPgW4fV5qGoswWK20dBSbRnbf9zrg3v1zIp0RFsMZaCUoqTcu/7RD+4f3eKteT8UCuH1+3G4E4lwRbhrGhqfcNjtHWXVNQRDIQzDRGF5JTarhQlDBx13yqQjNuVlZw3vk50ZMbhPT/OA3FzVIz016+ozp6/q1yPH/lPXIv7km/8Se8xVi6InXbwqcsQpR3T1tReiu2iti/YmgSTEd/51gm1mbowxbEKWhY4A9IwzkR5pYADjMs1orVlbFaS6TbO5JoDNHH4/T3ApkiNMKKXIjjEYGFGGe9UfXJTNrC9uMfk7/Fr7mosDmck59O7Rl6SEFCoLvqGsspiq2nIiIiLILHqw/5Rs08PZ6bmuCHekBcDhcLJ1x8Ynf33jOUc3tTRWATQ215OcmIrT6Spo7+hY197R7vf6vDQ1N5KenMHGbWvpnZtvP33aeX+ZMGbKp0nxySlHT5jqykzLMsYMm2DKz+13zW2/u/cnF2/o1XdIxLlX3Dznsuvum3vx7/88WynVJeN+8cvUmdXZ/seuoqlXAku01k/tn5DEL82US8af52nxxkZFWmhcvY3NljisZ5+AUgrT3PWYOtpoDyoGJplIi1C8VmDCVuJHa01VS4jFpWAxQWOHxqSgrBnHqtWL0utqFxJhw3aXR/PsAsU9R9pJdMHELDMmQ/H5Vn9NSVOo/eQ8S1ZRkyY72mBpacDTFgju2FgdeuPBBb51ALceYT2lX4Lp7hg71tVVvPHZ3FWPAI+8fqp9U2T9a3mj49rYWBWiLmTyA5ZYe4iYCAcVQTMaBUDI76HdHmWxpcdcBSz84TWwpebZI0dO/92x5qTjLi52xAV8HuKM5N/dMflSbbI5V3hLN35hS8s70RQRf4q3bPMMc3SyzV9b+Enzso92HsBflRA/i1Lq98Bg4GGt9ZrujUYcipRS6l9/OO6B8toW5Q8GaenwEghpBuYkkpEQweyVhdQ2dXDk4CzsNgtldS3MWlVIalwEbR1+6ls68PgCNLZ6cNgsBAJBdUT/zMRFm8t4/P0yUhN0dHtAEwqFUEphM3qTHJNJMBRkU+kn2922zJg4d2xsSPvo1dPEnG8XlrW12cvW7Fz+a611UCl1Q4fXE4yMTDshIc1dsXXH6rsff/HFb5VSN95/1a89WmujR1oKny1YFOqTlWEARDgdKjM5iU07i4hwOQnpcKKpf88efaeMHHoC8O4Pr0P0EecPtKX0PkNZ7ZcEGisJtNTFWdP7fxo5+oxrTY6I2vatC+dGjph+vw4Gon21JV+YXZHmhtnPviIrioqD3a7aef8EWrTW13R3POLQdOVwa8rELOPIaDssKwtgMTRDUy1E2gyafZrSFo03CENTTeFkUqWfOTv9RFgNWr2a2Tv8xDsN6jtCOC3gtmIeFOvNWFkapK49yKQcm3Vu/XZgLLVVOxg25kyiY1PZsn19e/XqF8vOyC7o9ZV5MoZhYDFbWbFu6faa2splT7789zu11vr4ySePLy4resrtdGebzZb5n3/90T1LVn170+8vu+UxDHVNbmZPbDY7La3N/l3TOkmISyIzLZst2zdgs9oJBoNoIK9n/xv4kVXSr7rl778ae9RJUxRqSGnhNpRS46+48cGZv7nxry/V11aucboiItOye19fWrh1rdMdUd9UX7vyjWceWHAAf1XiELdPSSQgh3DxOzsgSSTRaUopddtn197dVN2Cq72Fqzd9zjumnnhVOPlic9nI/ewDgtZwe7MBaSYPUTYz/RLDdxNeb0nk/MgaABYW+/mm0Mf1Y61MzjIoaoL+SSbOeLudc97r4O6JFiZnh//Zp0ephB4xZhaWBNqS3YZ1ZoF/brsP66l9LRMGJoZuunuS/Yu7v/Esv2++73Pg8x/G7rSo6jhzR94jFYOYGRiO2WRYztv+KZvJZmvKKILlWwhVbEGHNBazFWWx4S3dVP4/x8kdkRUx/KRbXHnjr/i6ZB1Wdy6+mkKsKf0Mt7P6DyE0mCweZ+8x9lBbAyZH1ElaaUzuuD8rpWK11qGu+v0IsZ8cBUwjPCiWJJLotId+PfmkIwdlDGjtCODxB0mIclFc0wyAxWyipqmdpBgXhqF4ceZaFm0qIy3OxUljegOwcmsFhqGYNCiLYDDEW99sZNaqHeRlJBDrcvLVstHYTNG8t3kmcdERBAJxACilOPtIW2589DbvjG+PZNa8LTUme9mXVmPEsRnpPUZazNaHgSN3rdB5066v7wvEx0T5ahub7NUNjWQmJxmrt27DbrUR4XTQ7vHQ1t5BQ3MLWmvSExNYV7A9UFxZven7B1FKKXvPkYOjx533piUxp7e/tghlsWNJyMLhjIr0uKJetMRnYYqIb3fkDncGm2swuWPOU1YXscdfeyzhFRKFOJjZCY8p6gBJIomf5ez+lgfb/CGz1WQiK0pT3QZmpQGF1YCd9UFineFVmJVSpEaYcVtgeJoJMPFFgZ9ByeHvN1YHKW4MEAyFGJpqpq5dkR2tMLf8k7kffk2ErsZ05EsARJi8zvOzvu01syDQPCLz1ciP5ravK9HZW6eMP+40pVSuMoyFwOOfz/moCJj6Xbw33HMlAB6vpyItOYOi0p1oICEuybJ200r8gQC9c/Ioryqltr4Wk8mEYZhIjE9m646NrT/8+fsOHh3Vd/Doi864+A8Pb9+8VmX1zKd4x2aGjT0Kr7f96PKiHUcHQ6GADgaIT0ozJ6VknlpTXUpOz/6haWdcOuGzd56XRJLYK/JYm+hWZ9510k0t9W2Z6fkpJB09jGdjRjKprYDN7y1kw9wtxG7dRKrboLApwLxCP3MLA8Q5DUqawjdVCxtC1LYECIQ0/qCmqi3EtF4WBiQaFDZBTozCbVU8enx4ZsD2Bs3HW/x8tT0QirEbuKyKer+Nmdv8z22tDb2Q6FIRALEOFRHnUL1+KvYbZ3mPv6/uyMLXU66nLmMShcE47rdezbu+MXhLNmKYLdhS8wi0NeBvriHk92DL6H+Fs++k/8zXjz3qiuOiJ1203rBHXOZtrMLvacdXWwy7nmAyRcbjKVqPsrrswdZ6TO5YbGl9MGxulMUWZcsdfXLX/GaEEOLgcMUJQ5IsFtMtze1++uckkJMSTWFVEzqk+WxxAR8v2sbIvBR6pERz7xsLufQfM3h2xhpWb6+hpLqJUEjT2OalrSM8M7m4ppmmdg/RLgeBYIhVBRqnNQGTyUJiZCIj+rXTr38NlY1ztDJ/yBEDTfTNirGVNXy1euWmnf9YsrJjQ3xEVjyA0+ru+VOxa631t2vWneFyOvxD83ozsGcu8xpsPNnUg+L6FraXlJGenEhsVCT1Tc3sLK8gJT7OPCA358UR+XlJ3x0n/uRb/hk98cKVIX9Hz/Ztiwi2N+JvKMfsjAJA2Zy0bVmE4YpxBptrscRl4MgaBDqIYXefrtSuOzNCCHGYevg4+9S69tAJGZEm+ieZqO3Q9Ik3+LLAz+ztfgobQ/SMN9HkDTGv0M8X23xYTVDaHMIX1DR6NHXtQWrbwvdmK1qCVLdrUiIU7T5NKKQwGYqsKIPkwDoGR9XS/O31FHz7eDCj8EEsJoPUCMM9c3PLa7VrXngsQtd5LWYLZpOZ+NiEn+wrnn714fsXLP16xpD+IxjafwRKGaA1dpudbTs2Ud9Qy9ABIwiFgjQ01dHQXMegvsP6XnDGr//63fv70Sedl3rh1XctGzj8iEdamhtUU30N27esxev1oJTCbnfR3NRAdXmR2Wy1mTvaW8no0ZsBw8bj83mN6LjEfx2AX5M4TOzrk0hC/GzH/mbiSSNPHnq/3xsgOin8Qbi230DuIpboxGj6ju+FUn1Y/bGVwf4lRNggyW3gtCiWlQUoqA8RbVPElFTzeasm3mHQN95Mr3iDpaVBRqebWFYWoLYDlpUGAEhwKfITTPSOMxnfFvlp8IRItmvXgN6WK3vGma5cWBIoWFYWWFTbzuanlvve/albYdvqQu3xU3//Z6ff+zxKKR3wY0vIhIRMRhY8iT+yN+2FK1gTMQiT3Y3hjCbYWh8ZOezED2MmX3qtr3LrG7bMwX8JBfxuc3QSvtoizK5orPGZ+BvK8VZsQ/s9uPtPwlu2mZC3jZDNiWF1gA5hz+iL9nteAj7o8l+WEEJ0k6OHZr9y5OCsUUVVzZhMBonRTlYVVLC1rJ4jB2XTLzsBry/AxqJanvl0NSeO7snHiwrokRpNaU0zXn8Iu9WCxQSfLy0gKdrNGRP6olC0dHg5bpSZFz9bCjqCo0Y0MDLfwlfrOhgw2ad6p1hZtLGMpjZFhH3K4MkD4wZbzTbW7Px2UUJUulFWV/DMnuJ/6ZPPP338hmu/AE6oqm+g0JpJS1QOT/mSuc4/D5/fT1FFJb0zM8LTuE0G2anJIy4+aepWpVTCg5dPGppoHXpxgzJjOKKMQHMtlpQMzK4oPJXbAVAmM64+owm21uNrqcUcmxY+ls2JLbmnKXryZY8hT3cIIQ5TSin7V+c73kt0KXtefPgZiexog7mFfvwhxdEZZlxWxeqKAEOSTRgKWv2KnrEGZc1BNlSHSHYrFIpVlQEibQZRDoMrR1jYUB0iPcqgslWzripIqy/EqDQzSkFqywbGOreYVlQE2eJXtHi1MSTFdP4Fg63nl7U83fj+Ite39tjercvXLH4cLv7Jn6GmrubGqtrKiUnxya6KqlImjJ4CwLwlX5MeFUth6XZAERMVh8PhpL291Zgy9rgbemT26quUOum839x+u9fb0Ss2IZnSwm1YbXZy+wykoa6abRtXEwqFyM0bSHNDDaGQprW5CQC/z0dSagbRsfH5MfFJkQ21Vc1d+ssShwVJIolu42n3J6b0TMLn8VO8vhTDbFBRUEUgGEIZ/3/T1GyAzQxBrbCGn0AlpKG6NcSi4iA2Q2M2DMwmTZ+E8D9pmwlWVgQpbtLML/YwoyDEpGwTp+ZZcFnCx/CFoKI1RH68mYRwnVYyI1XGiorQymS3Sjq7vyUf2G3RX6WUYcsc0MdbvO51f0N5gyU+40KUqc1XW3y6YXfbBke1cGvKCwzz/BZ7Sn74fLXF+OpKMEclKUtC1t22lN43aUWaPaUXIb8Xf2MVwfZmtA5huGLxlG0mov+R4WvgjiXoa8ffXIOvphBLdCpKGWjDFBlz1BWzGmf/62jdFUstCiFEN3M7rHGxkQ6a272s3VFFc5uPDo+flGg3wWD4jrHWmrtf/Ra308pvThjCx4sKUChqmjrwB0MUlDWQHBeB1uBymImPChfd3lnZyNBeURw5bCNtHj8j87MBaGmp5ojeyWgNXy5zY9ajMQyF3ercFVO0L6QDAactYphS6lWtdWB3sSdGZ7ijnHFJLnfb2dtLy29JTYjLo9bqDNmTjk/qKCOzVyImk0FediZZKcl4/X7WF2zH6/PjsNsiH/njVUsTIjp6t5v7OayRSfjrSsERS6i1HhUZj2EyEexoxZ7ZH4BgSz0mmwtP2UZC7c04ewwDZWA4I6+IGnv2hqaFbz7d1b8vIYToBjrBbZgHJBqsrQphKNhYG8RpNkEwRPgjsiIE+EOKCKvGEoSSphCPLfExa0eQJq8m0gqTc0yc3c+Cw2xgKMWAJBPrKwMkRxoUNwaJcRhE2RUd/hDeoEYpBRq21AY5sY+FbfXhfiktQkW7V91fOyjZHGV4g8PgmYIfC35yjjm7uk2XaR0alZGafXtUZJR/1frlk3pm985wOV30yOrFqg3LGTPsCJRSFJXtpK6xFqfNicPmPObxB17bUGMir++gURgmE63NjTR56mhvbSE6NoGigk3EJaQQERlNRGQ0G1cvxmyxsnH1YgJ+HwNHTKCyvFiddcn1q8dNOWnKgtkfS81V8ZP2OomklDob+PePvHyWUuqsH2x7S2stc/DFj6ovbfigYNnOB21uW2xDRSNRSREkZsdTuqkCT6uXDXO34KipIm/9OtakpBJ0uFjd0EhScw3rK/1kRJmY1sdKIBhie0MIjx++LPDRK85ETYfmys88tPk09R2QHqk4q68ZTyDI9nqDFh/0igkX2Wv1hni3JDaYH28Yc2uiPM3Rvc9cZh5K74QFGcDAH8atlDKnHXfZO0bf407x1xQtapjzwtFNi97+MDKjT7Jz4kWTfR0tqS9yZLt9a21NoKMuUydrhQ7hKd/63dNDOHsMiwXwVGwFwLDYIBQAZaJj52p0KIA7fwLeigIMqwNv1XZMEXE4MsJLRTev+RJfXQm25J44swdNMTmjPwFOOHC/PSF2Tyn1KeH6R7vzyW5m1Zyotf60a6MSh7LV26v+nRDtHNza4TNV1bWSmRRFbKSTgrJ6CquaqG5q45NF2/l08Xae+t0xeHzh6c7byxvokx5PbKSDC44ZyJod1UQ6zGwoqsPrD2E2GditJp6dsQqLYZCfGc+8NWWU1+XgDWhmLnVQ0xhFS5uFKKeZptZKDKMk5LDacTk29j92ZHScyaSnWO1nVQD3/jDuMflThl4w+Yb3U2JzMzYWL7nrkX//+XaAxkunXntcTstRVa0x5uIKT12l36ZzIkwJAI0trazcWc4lx05kR2UNvdKSB22vqkHb3eGDGibMVhP+pmqCfg8miw1zdDK+2hJCAQ++miLcfcZjWO14KrbRUboJHfTj7jvREuxoeTJ6wgUbG+e9Mu9A/e6E2B2lVDxQ8yMvxymlfnhTrE5rHd/FYYlDm29LTXCt1npocVMIt0XRK9ZgZ30IpUPM3hnAUODzh2iLMBMKaZq9cO0XHoanGEzrZWJkmonNtSHunutj1s4Qdx1hwWGBuvbwwj2vrOogzmUiLdJgeVmARq8GrdhWFyQ1QhEIKTbXhlhfHdAdfqhtD/myo9UpkTZFr1g1qmes8UFB/f+v+Pyde4+Ju+ON0xx3+ALUvb7ujWm3fuA5B+Cemx/7ZmfJ9owIV6R//pLZVR2e9qQOT7vF6XBRWVWGyWLFbLEyfuQki1Iqb2HhRkzm8NA+4PfjckeyYdUigsEAI8YfQ8nOLZQXb6e6ogSfx8PIiccBsGTeTNYt/xZ3ZDTHnnpBTkZOr4VKqTSpuSp+SmeeRFoKXP6DbSOAXwPLgB/Oo9y+D3GJw5xSynTp4+e912dsz1gAZ6SD1oY2zGYTg4/tR+mGcgyLQa+NyxnhbKO2up2vRhyHnVpSm6sYnWGh1adxW2FzLTgsBhUdQWraguTGGByTa2HmeQYJrvA85ss/8XDVDC/XjDAzva9BXryJVm+Ieo9mULKZU7y/M/lc2ZzgeyPKaKmgIS2bbyMjeqVFKNs5A6zjdzSE1ry/yV+rlLJ8fYHj89Hpb015uGobz6RcP8YSlzEE+Pa6wR0vv5A2INWuFB11xf7rntvUwzUw4xh7YN7rymaPNZxRGGYb/pY6vntoyF9XHtABvynY0aIs0ckE2xsJ+r1Y4zPx1RSCAn9rHY4eQwk0VOCtLiTU3oQ9axAqFMDsjgHAFBE3tLt+l0L8wGPAhz/Ydg3hhOzj/O/TfVJoW/youy84ou8xw3NuGdYr2QRQUNZAZX0LmYmRZCdHsaO8kZXbqnnu840cM3QULW2ZJMfWA1BZl0lpdTKTBpupaWzHZbNQ1diO2xpNYUUTU0fnYjYZVDW2c+TgLLaW1jN/bTVeXzs7KppIixmNzWLHpDYRH5lCbGQN15zeapTXVrBsS2uczRZkVF4KDa3mke5+k7MMR0R2y4pP5mmt9dVnnjr+9xdM/Mxp80Ru2lRKYlT6VOCeiCHHZ109bcA9E/qbLADz11V/NOGPr19x0cknPdHY2nKRoZWtMb4fW2paqfKY6QU4rHbGtn4dWOrNNre1tmOOSkS5IRjwoUMBtK8dX0MFlqgknFkD8deXgmEQbKrG2Wcs/rpSlGHC7IpWlpiUYYAkkUR3a+F/xxRu4GGgFfjDD17zHIigxKHr7omWu6fnW4ZaTIp4Zwgzmh1NISZkmyhuMmj1aQobg/RPNGMoKGoIYTUrnp5mJcltYkdDiJPyrPSqCVLVDv9Y5GNLXZDsGBPDU03UdWhOyreTE23wTWGANp+mwRPCblIclWtBa01BfYj8BBPNHq0GJZtYX61tm6s1PWM1E7ItzgsHhY6+ZqS1vj1A7fMrfdsA7r3pkftGXfz5LUsrljO+5u7k/PjgFGDltXf986qROb0n5iRnAlgWLPvmN/OWzF7l8/u/jI6MzTNsVlN0fCJ1rU2keNpxOVz4mhpC65bPVxqU1epAE8RqdxCfmMq2TatxOF2UFe8gf+AIqitK2LltAz6vh8ioWOISU4hNSAYgKS0rCXAS/r8oxG7tdRJJa70D2PH9bUqpVsJJpB1a6+f2c2ziMHbUZROucEY5JrbUt+KKdlJf3kh1US3jzhiByWwiuWcSoVCILKufAUnhf6ZFS+YRCGpGZJspqA+xsixAvUdzcp/w0m1ef4iUCDPLK4LEu0wUNkOvOINoO/xulIWFJUFmFQa5YoSN19d4iLGbCKHZ3BGBEWzh+Pp/84fIWSSnKHqW3M+D3tOXvDzdsenoHpac9VX+jc+d5HjtuRPt/cdnmqdYTIpfRa3mkYKlc3zVO5fbUvPsp0waNSymdD4hVxzWyjWzatP7OZy9Rk9EqZd1MJBnjUsd275jRYE1PrNnoL4sKhQMEPR7zIa3DUt0EobZgiUtH2WY6CheRzDgwzDMmCNi8dcUYs8IT1do27ESmqpQFhvB0o0oqwNP5Y7I+BNv2GyOTCj215c+Vff5Y1InSXQLrfWXP9ymlDqFcBLpS3nqSHSGLzLtrXfKEuNG52nqmtvZXFwbrhmUHA1AVUMb731bQKTLzDt3jaW1PcTb88IfVUbkN5ISO47lW1YRG5HIsSMSgDgefbeZsppEYqOq6Z3mJinaiVKKPhlxzFpVSFbKTo4cmkxDy7vMWuHHYY+hvM5OQuxGquptzFsD5dVnU1DcSkPz3NCMHd626IkXbjK5Yx2W5Nxnks66x3NKVPrA9MS4SAC7qy5YubP9bQBTRPyJn1XEuIetKcVhCvk3b6546YHLJg0d2zeC1TvK/xEVP+Cs0U0tjo9XlTRsSZqQv2x9kyqoaqOqI9asQw1E5E/AV1OILaMfgcYq/M21tJdsxJ6QhVKKQFsj9pTehPxegi31tG9fgckdjbdqB9rvwd/efFn8ybdcbnJGLunYvuzO5qXvl3TPb1b8kmmtvcB/jRt2PZ30MOCVMYXoDKWU6/0zbLcVNoboFWeirDlEbXuA1AgLCS4TCS5YXBIgwWnQP9HAZjZo9mpq2kJMyjbjDSo21wSZudVH73gTw1PCtTMCGjbXBsiIgvXVmik9wvUw4hwGwVCQrGgTqW6DDzf50GgMYElpgCafZmtdAG8ATs63sKwsSJs/UJoWyU03jrMd0eTVLTdcdu49UcPOzE5PyTze6XTjzJ3EvK3ZVWuq1syYDjhcEedXeFvR5YVU1VcXfDrrvVlnXnnrpc7k9G9rNm+cNyJjyLlrCtaXOZJTowtVIJWmaqq1z3C0t+N0R5KcngVAdGwCm9YsweWOoqRwC6kZuRTv2EyvfkOxWKxs27gKn6eDuppKKksLiY1PorBgY+gPf356+V2Pvd3Y1tz40d/vuOIBKZkhfkhqIolukZSbcFff8b0o3VJBbUk9vUf3wGwzUbGtmsTsOKoLa3HHOKmxRAANAGQEW8mNga11in6JZpaWejHpcEG8tEgTdR6Y2stCVnSI4qYgtR2alRUak1KkRxpEOxQdfuibYCIQCq9/1u7XdLR7yLQ2MKZ9Lj2ywsX4xth2tj7qeTAixWXkbKoJ0uTRfcekG/cpFF9t99eMTDfHfVFomd9RvOYWb/lmT/y0P165JHNKHEBSxXy90x81P3LE9BscuSNu9tcUEvR2tPrryypMVvuati2LXran971MB30DI/pNRHe04G+owIiMD09rA0yuGGhvxOSIRJmshILNBDpa0L527Gn5mGwOPGVbUGYr/sZKLPEZLosrqg/QxxKXOVIpNWPXhzQhhDgk/Xra4P6W/KP6fcpEQp99wk1jrIwfkMGOigZKa5qxWUy8PXczCzcW8ehVx+F2WNHaS3yEA4BgMERedhVL1sdQWZfAlKEhSqs7aG4ZQVZCJss3rqRPWjGbS+owmQwq69s4a0IfSmpayQ8vvkZQF6Oop827hOZWO5tL6iivzcdmiQKieHeebc6ncSPOMJl95kBrHRar8yJTVKJtts/G2PKqxki71Tx75/oXvq5pePtFwJ49+MTmhDyurxnIoJrPO/Lb2qvOnpz/TkZs5KCYjlT9RVF73XNNUTvq61tnqNYV5kXuuOu1MttducPwVG4j0FIHRnggY4pKxFdfijUhC2WxgWEi2FqP1hp/fSnO3OForenYuRLD6sTfVI2r58i+IW8baPLtmf1NwAXd89sVQoj949kTbM/1SzKbElwGn2/zcUSWhW11CosJWryawsYQFgP8QbCYwlPq3TZFisvMzkbNiDQTkXaFNxhicy08ssRHeqTimpE2ouwGqyqDhEKauYV+ElwGzd4QGugTZyIlwiA7xmBtZRBfCEJa4zA0qyuCTOlhxWJSDEkx8cB8z+LT+llP31avMSsjolfegPtSO+aZNrVltMc3JgQqq4p2rN5Qes8T3/o2fT7x+L6/v/uJkXaHi4qibdi/+e2GydMvGD9uykn/bC4tUqm5fb3rKourSUnZsnzlwjm9fB0TDMN8WnbPfio6NoENqxbS0hRHenZ4kWlnRBTBoJ+omATMFiuuiGjWLJnHkNGTsNmd9Oo7hPraKkoLt1FXU4HP7zX16D2gD0BsXNKoc6+4eQ0wo7t+v+LgJEkk0S3MVlPEypnrcLhs9BzZA8MwUChSeiXSVNWM1W6hemcNda1OhugaDKXIjFLYLAYlLUFm7/AR5zRxfC8Lte2ab3b6ibSBJ6CJtisKGxUqGKTJo4i2QXELlDZpjswx0e4L0ebTxDkVA5LM/8feeYfJUVx7+63unpw356DVrqRVzhIiiQwiZ5vkAMY4J5zAxgYbZxsHMAYDNsbknHNUznklbc5xdifH7q7vjxFcrj9fmyyw530ePbDT1d2numa6u06d8zssMDOs2vAkNm+GzYMmpS7BSMyMHF6rzi12KYwnTFqDcFCNihCCzpDhXT+EGfDYDzukSqz8w9k168+R7rWPZpZJ1WoXvZZaoZZlTjIiI68akREshdWI0KDbUt3cCDRaiuvITgymVE8B2ZEuVHcArA6Sw53o8TCa04ORjpKdGMbiL8PiL0MGykgP7CU93Il3bi6HWbU7sRRWI4HsWC+mEAirHaFabIBxIMc3T548ed4tAprm27rFDO0RJhelqCgqJJHK4nXa8LlsdA6GeWlbDwGPnRe3trGnZxgEBCNJAF7c2k0wkqTUdxiNZUdx/QOttA9tY3JZJQBjYTs/vnM1j63tJJGWVBV5uPTEZlx2Oy6HhSKvE90wOXx2Lsrn2Y0TvLatgJFxk9LAAFk9Q3/G4bBXT9cAAiPbSQQKbemCStKZAr66eqXFUljpkPbmL1mqwheVnH3NI1JPxQGEnuKz863eUH/JMVJiBIcEzYFa8Yk+pUivqylylcUXpfp2JRR3oV2m46T6d2OvbCbeugbTMEAaSENHT8dQsxlsU5YCYGYzZEa70aNBbKUNCCGw+EqwFFaTjYySHtiL6i7A4i9DDw1WH5CBzZMnT573EFMytWXEIOyVVHhU3FaBVZVMLVIZiUuyhklfVJLMGLzUqVDtE1R7FXrDJi6L4Ocr0/xhQwbdhJG45KBqlasP0yhw5iKSFCEIZ0wCSm4OYdMEFlWydcjApgn6IyZOi2BBSa79XTvSFDkEWwZ1ZpaqtAZNOb9cWTSrNLf9/t0Zzvb9UvVbdTyhKntiz5WZGQ7ZGCg3b19+lv17UX3Vw+HxsbC90lXgiLZxeNno0S+Mx683TVM6YgkhHU7bnGNOrlYUpbq8qv60rtZdocLyChGPRdCzWeYuOYINK59lqL+LiupJGNksbbu3Mrl5DtX1TQCkElG2b3yNkvLcY8Bqs1Nd30QsEiISniA4OoTd7qCorJJQcCS/KJ3n/yPvRMrzgXPBT8/84+LT5jkAgn0T9Ozsw+VzEm7rozUYRvF5sGRTNB82FXOkg2x/Dw4LjCYkjUU5naPukElf2KRjwsRlFaQMSSYt+du2DD9blWFuqeDjs6woQnDXLp3btmQpdAp+dpSNvUGTrC6ZyM0zGEuYzLb2y3KHIqq9Cg6LwkvpBvXJ4Rq+VrqBcCROfUDhdUFgu81iO7JWAHGMjg3a72yfPujuquvmPrjyz9clKud+QXP4NH28b2Ns+3M/d885fr6tdNLJQrW80X8zHcdIJ63W4los/jKyEwMIaWIrqECoWk4vKRkjO7SPhJ7Et/BUssE+TD2Da/pykr27wdTRfOVIaWLEQliLqpAIaowo9ZkRdfvBpx8B/H9pRXny5MnzUUAIIZ772Tk3HTWvnoGxKOmshbUt/Vg1lR0dI0wq92PRVGYvrqey2It/9wAWTcGUEr8rF9HpsGo01xah62PoRhaTCQ6ZFSWeeojBMRe3vfBnkukUN331OIp9Hq69s49Lr3uGi4+fx+kHT+bul0aYXKkxHklS6HMSjTvRDYepqS7FYQ2gkKTcYTRH+7roKa+i3pJgQHUyBAhFw1Ezw2UJlJMd70fzFPukaV4o0/HHC/c+uNkf8M+9O0OsYGDwlfaBidV2b+NTn6hJlmoyF0UlpI4lFXZmkTgnLUAoKpmxHlRXIVa7C6RE8xZjJqOoniKy4RFUdwCZDIPNib2siWTPDsxMCkftLPToOIrDjeYrQxg6qcFWZCpWJoTQ/q/Kcnny5MnzYeeby2wrvrbEMqfMo7Jj2MBjhc0DOj0hg7ZxSZFTICTMK1dpHRdUeQUCaA0azC3XcFoEyazkoGo7mwdNMqbk6lcy/CZlUuNTkMC+oMHBtRZmlWrsHDHoHDdQFWgICBIZk44JnQKHipSStC7RDUm5R8OUOc1WUxopiyoqesImDg2qvQp2kQUErmSPclijZgfYPWqQ1s3GYqd5+a23f+zHFpf5pXrrmGd9zNj64P2/f+5TX7nmq9PL639bVliKNE1QFJKJGBLFb5o6zbMXk4zHGOrrobSiFpfbQyaTZtKUmUwER1A1DdM0iYSDJJMJaiZNJTQxxo5NK7Fa7UyZuYD+7jbKq+pwOFxEwhN0tGyX5TWTDwFeOJDjnOfDx7t1It0D3A/k1dvzvCV+VVH53ebz519qseWcKkIRCCEIj0bw6inK58zAVeInEU7Qs7MPU/UQExasRoZoWhJNS3aM6Cys0BiNS4IJg+G4wnGTrUgpWdmj8+R5Tr77fIo/bswSSkmcFsGVh9r49Dwru0dMphQpPN+eYWGVxtreLBMpmFeuiFqfSsuowd6Ek/UFJ5X2Fi2lbbgea/9G/Qv1PVpfd5Itej1pqXGE3M1YQhJT3PT65vFyj4JZOetId+MSixGfoDjVffQdJ/ct/ezgiLUt4sHiKyHZswvFZkcLVJKdGFAUuxspJXp8Aj08gmf6coJP/4HE3lVoBZVkBvZgr5+HrbwRYXViK5lEdqwbi6cAPRok2bUZM1qFrXwyZjKKER7h+ECML8+vtzzSYfs7UHxgRztPnjc4GVDIR8jleQucc/i0wid+fNbTZQXuQoCyAjet/eOEommkgNKAk0Nm1QCQQJL0O4n7XcysLGBwLIYpJTc9uY3pdcV8/4KDeWV7D11DN3P8okpK/NXs6RnjrpdWMxAMcd1lR3LmoVMBCMU0Gqvm8uentnLMgmoaKqrY222jpiTJg08MMjJWzwlL4opudnL3SxrdRox5JYf451l99I09zJhmytk+UzwzMkGH7kFx+AAw9+vbmXoaJTpU9OOj7dOPnWoRP15teK7rOuy3arJAIWWK20djCJtkiljPl2bEcDcl5cdXlQihqJiZJOZwK5UlpYwX1yH1LOH1D5Lq2kpmcB9ST+OefwqBIz5JZrAVPR5EcxeQHNhHfN9a7OWNWP1lGKkY2cgY1uI6LP7SqVLP/Ar48oEZ6Tx5/gcp5ZgQwgLktVfyvCVuWOE44fBa9f4yTy7Cx6aBpuaiiYQCdX6F2bmaDDzXlkU3JUNRkzKPQjApSWQkrUGT2oACMpfq1h81+fvpDk6+O8l9LTo3nujErmWZWpQ7jscKS6pVil0q24Z0fKogYFeo8sKOYZN9QYMZpRqVXoUdQwbb01kyhnAcPVkjmDB5bE+GGWUWNgzo6CbYVUhmQQhBSodKj8qr4QocxtiSM6ozHlURrOnTGn/5l+eeLywpFxNWYWjCVMPb1mJ3uimrqCUUHJV2u1MAJOJRtm14lZPOuRhV0+jcu4M//uxydmx4jdDEKBaLjZLyai78/PcYHujGFyhCSMnu7RvIpFPUTG4mGhojHovQ39XKgkOOEZl06nuzFx5647YNrw4doKHO8yHkXTmR9ots5Vew8rwlhBCO5xoafqA+3ylenVKMUekjk8qQiCZpXtbEUIGHPeu7KGssJdg/gTvgIllahn3QoG0cVky2MBqX2BTB5kGD/qhJlVehyJGLEJJAiUuhqVDlikNtKEBCh+6QwTkzrAgh8NqhZUxnRqnKUEyS0uH4xlxVhdZxk6iucEFTirOM33NOMMMuoxzduVg7P3wCAoFqsaM6Peze/Zis1bvEpIDG4v47WFopHIFx7+SkkaEwO8IkpXfmnDLVIuIlWO0VSCkRmoattAEAa1EtibaNaN4C7FXTSWQy6LEgtqppqMV12MsbGb7jcoxklPT4IPaSulzFHdWKpaASS0ElSAPF5UemYliLqrEUVnFj5xZ27UrwiYDVfeBGOk+e/83+MrH5xYY8b4kViydfcMKihgV7esbY3jFMNJFBCMH0ukJsFo2tbUO8uKULv8uGU0C1CSMeJxZFIeC147DmXm2yhsGja/ZRX+rHLJHk1p9BSli9ewC7VWPhlHI27B2mc9ACqJywqIHrH93M5tYh6kvL2NfVhCkHGBs/DL+riJc2dfDls/Zw2UZJuHIOrROjXJRRsWcMynXQh3Q+U9fNLmUyjw9rxFuelVnhFpqvGCMRpbK6ZvFx04ZF51iSei0i7TXLj5CZJBLJqJ57nbpuRhfLm7xAgShYE2Nwz2osgXJszUcQ7FiLDGRI7ltDYu9KnNMOw143h/Brf0NoGtmRboxUAlfDNABMI4tMxwGJ4vBhCVSQtXvQIyMIJIrVkS+bnudDQz4qLs/bYU6pcs38CtW+ulfHbxdMJE1iGTiu0ULbuMm2wSyGlIzFTSq8CpqiEEtL1vdl+fgsGxNJiV2VdAQlrRMGp02zIiVML8npo3ZO5PyZB1WrrOzRcVoEnRMmRzfknjE2TWBKiSpgJAGJjMmZ03PFfvaO5TSS5pdp+O2CXaMmVV6BISGaMkkbEpdVwe9Q2D6k0xJ2os+9mJ3pIJnSKur9a5f47KtpifmJadLTMHXWkTaHk2w2g67rCKHQOG0OACWVNWK4r4uJsWEmTZnJ/KVH0NOxh/qmGfzpl99hoKed087/PLWTp9OyYz297S1c9cUzOfX8L3Dh568EIJVOYne4iIXHqarLpbyZhsHoUD+FpeWK2+svBvJOpDxvoLwfBxVCLBZCfPz9OHaejy7HfW75tN4qr6UsoWPvGqdyajn1c2qxWC10bOmmcmoZ80+cw65X9nLf1Y/x+4tu4b4fPc4xf03ybGuG4ZiJ3w4Oq2BxlYZUFKwqJDKSPWMG93Zb2Fgzi63DBlIKrJpgImUyq1TliX1Zdo8YVHoUpCkocCgsqtQodinopiStw2ujHvZmy1AVgcsCSxMv8RnzPlwWaMy20+SMY6+ciur04c2MpI8rneAzVe0s9/bwwHgjxycfH706/H19W8WP+KLrpcznOg6l196EEQ0isyks3hLSI52k+vei2N24px+KNAz08DAWfwlCtWCrmo6wuVAdXgA0dwG2ohpsZZOxVkwhM9pFZqyXzGg3luJ6ZDaJHgvmLrA00fylrA3G+Gq/a6T4lG/9Y4ncPHk+NAgh7EKI84QQsw60LXk+XMSS6dMmoknqSn3YrRrLZlQzvbaItoEQQxNxjlnYwIKmcja2DjF7UimNVQUUeO3UlPoIRVMUeBxcftYizjh4CkfNrWfjvkGEgPFokh0dw+ztDRKMJNFUQTzlY9W2JlZtn8L2fc2s35OraNw9EiUUKaampJl06mhC8XEAskaCPzw8zrjDBUDcG2DX4FZSGSfnHJIRXWKEsxeX84uD03y/dhfT/RlcU5ZQWFjASdUxrBZFfP3hgZ7j1s7lu8Hj0SNjhpGMgmmSnRjCEqjgtt4KXmsN8bFHsoSK56E6vSgWK0Z8At1fjREbx143B/eCU/AvOTO3qEBuccJW1oBic5Ls3UV2YhAzGcVSWENmYhCZSeQusGmguos4Kblb3tkky35xxumLPvhRzpPnrSGEqBVCfP1A25Hnw0WVV7HHs7LZqoJVgWlFCstqLHhtgpc6s5S74YzpNkwJugkzSjSmFqmYMlecZ8+oSaFTIWkIFlapNARUOsZ1ElmTZztyvswSl2DLoMG2YZMCpyBtQH1AYceIwaqenOOq3K3gsCosrtRYVKnSOZELuO6PmozETQKOnBxGOpvTUKryKqiKwKEpHFZnYWqRQn9MGsb8z1B45NdQJx2KEh0iWHeG7ebsmfHdp69l6Jg72LtzI6aho2fSMhqdoLF5Dt3tLXS37yEeDbPwkGMxTJNYNIwhDSpqJjHY20nNpKl87eo/ctoFX2De0uU0z17Mt356G9X1Tbz4+F10t7cw1NeJ2+PDbnfQ19XG64XYXF4fup6hu7UlftTJ53120pRZjgM24Hk+dLxnTiQhREAI8UUhxHZgLbn0hTx53iBQ4b905yfmcMfZUzEObmDf2nZ6dw9QP6cGqz3nuX/h1td45BdPs/jUufxqyw+44vEv8YUzqtngruO3ZYdyc4ugqVBhJG6S0XLRRS2jWW4z6hm+/CvEzj6NVWo5yazEYxMUO1X8dsGKJgvDcZO2cZO2oM5+eSOsKtzX5eHcofMZcDQyofi5q9PHs90ql5Xv5TuT2zm2YIiBhtMYTeRuqkIIzi7ptYfT8LuRBfzU/33+UHoljwerhgJWQwNoLsL2kDzc0AprcNTNITPcGRdOH9lgH3p0bL+o6RC2ymlovlKyI10Y8RDS0LE4vRjxXEU6Mx0HM/dASvXvwV41FYu/FD0aJD2wFyOVxNB10mM9xFvXoidjpIRVZqtn1zgbl/zCPeuYeR/0OOfJ868QQswUQvwOGADuAGoOsEl5PkQIIURloXvqpn2D7OkNohsma3b3MxxKsHxOLbphYpqSff3j1BR7iSWzAETiGW57ZiuKKnjgtXaOnj+Jsw6bxtqWAZqqC7FbLTy+qpWekSSnLGtiTkMJsWSWx1ZWEAyXYZomZYFZbNpbAMDOzjCdg+INLTzTNOkY2oUqdGpLXRyc6MI+sItpXW0sqj2YyoLjUFUHVx7lYSKac9ZYFYOWZECgp/le9RZuXaFx88xd2YmU7LIqIKxOYabj/fbKqViLarD4i6UeGki/GKnmtOeLeHG8BNXmQLG59kefSjKDrQgh0KNjKBuvs6EAAQAASURBVA4PemQMZC7Iz8zmtE/NdByLtxjF7sY0siS7t+/fZ4L0SCfp0W60cD/XzKsRx0xtOmL5lKaffdDjnCfPv0IIYRFCnCGEeAroAL5zoG3K8+FiVomyvNAh7Q/szlLkhHV9Ouv6dCYFFKq9ChYFhmMm0ZQk4Mjp5UkpGYgatI8bDEQNLnwwzqoenXhG0hky0KVgx7DJl59K4bPBj4+0k86a9EZMKtwKJa5cytkhtRZ8NhiMmjzZmiWt5+YHqoDdozob+nT8Nih0KDzfkWVNj06JW+HwOgs1fo3D6y0ob5qBl7kUNRmdINGxhpNbv8qnlLtQt/+lt7fkmKBpGpTXT7VHQuORmklTaWyeK5LxeEYiCY+PMTzQTXFpFaHxUeoaplFRPYloKEhXawuKonDw0adgd7rJZNK5ymupJFJK/AUlREJBAoWlTARHiUXC9He3Y7Fa6Wzdxbb1rxKZCDI+OsycxYe55iw+/HOnnHfZZw7QcOf5EPKuhbWFEIcBlwBnABngeeB35EsB5nkTZ3/v5MPmhjKfUu7YhuOQSYwMh7H6Haiqgs1pxTAMVt63nkd/9QxLz1zA8k8czGh3kGDbAJZjj+GTSxpyN//ZU7n7jr+SSOl8ptkEVEbjGtcUdbPhz39gbdEU5scHcVpzKw9VXoFdyzl+ytwKE0kDr13wbHuGArtgMC64vuDTHGXZzRWlW+lPaJwQv4pmo42D1NsZTQp2KlMQispi5wAl4b+zbdjgM6VXU5XeS43MrTBkg/2IBRcu/pKeZV/HNQlPpOOFrBJaxkhnAYDqLXTFdjyPa+ohYBqkenchhcARqEAPDyONLKapQzqJsDoQOY09zEySTLAPPRrEUlCBtaCKzEgnit2FYnUi9TSO0oacjpK/DEXVUJ3VwohPIBExqWcmDuS458kDIIRwA+cCFwOLgXbg78BTwIsH0LQ8HzJuu3zFDT6XrSSSyBBJZKgodDM0HmNOQwlSSnpHI2xuHeZTx81iX984Gd1gX1+QlTsmuODo6ZQE7NSUhNnaGueXd2k01aocMbeK4fEMT8UX0drVwC86n6fCfxCaupeH1tzK51b8LFd5c3g3L+14DIBI3EsoFmNL2yuompVYKsy8SYdx6LxnmNfoJJUJsXj8YIYSvTkti+wuqktsOG0alzyRpiZgYrY5ucQ2l8fadlM8KY1p2sDULbeeW3nous4Nxhmv1gTTfbtfUxye8xTNisymRXpiwGZxF+JuXEJ6qJ30SBeInIPIzCTRzQxaJoWRiKC5izBSEVJD7QBkxnqItryGc9I8hKKhR0ZQFAvSoeGsnYUeHiHZuxtbeQMG8JW2KH+fBfF0JnjgRjxPnv9BCNEEfBr4BFAArAauID+nyPMmTp9mKfrGQZa/hVJQ6BQMRCVTizXW9OosrlJQhMET+3QcVsFB1RqRtElr0GQ4bhJKGXxibi6gxpCC367L8K3n03hsgowBsYzkyHqVbx5kZfeIDgiaizUGYybTSzT0/Qu7TYUKj+/N4rAKOiZ0xuIGaQMcmsDnEDQEFBQhWNWjUxtQEEh0U74R5VPsUtgXNOiYMClzC5ZGHubVHSpua5ad2RqcZ95SP88ToGXbuoyeSe8Ojg7p3R0tCxRULFardd3LT9M8ezHF5VVs3/AaQsCM+QcTGh9FmibZbJpIaBxV1XB7fAz0tNHdtgdTGrz23IPs27WJ8upJZNJJJOAvLEbVVKbMWMCOjStRLRq+QDGllbUM9nVSUl5NIhYZPUBDnudDyDtyIgkhSoGLyE0IGsnlSL4InJLPZ87zz7C5LF+w37lNO1S143y1jy1Dcdad1Yxa5GbXK3vp3zMghzuDIp3IsPwTy2jb1E00GMXlc+AvdGFkDTKpDKYuKaoM0NM9IXsiWVHjFRT7rVhVyTJfitTejZR6FCwqGKak3K/yUmcGpKDCJ4hmJG6HlVPqBGv7dJbVKCzL3szK7iztFpPBhE7cU8w6+2SO6Ybfev+ONzUgA9FXs98te85aY4tzwshJCF85/b5yFljGOGhsA5vjmWSqqMaBxcZ1xtlWo9B3khKfkNbiWoRQkNJAsThQbQ6yoSGMVBw9m8Rs24C9Zgau5sPIjvUgnD4shVVvPGQ0TxHC6kRiotjdZMf7MbMZspERNHcBGLlVeGFzoWhWhKKSjU2gmwb6WNfv47tf7jyQ457nvxshxCJyz4mPARYgCVwkpbz9gBqW50OJEEL89fITLrRZLZw8pw4pJdvbh/E6rby8rY94UmdoIsSM+lI6BkP4XFY27hvGadMo8U8jlsriSmYIRQ0CHgU9O4eRyC4Mw2Rnp6TEl9MJGg1Oo8hbwTkHe3l68x1c8bezcVhdmKbB4TPP4PltdyOlZFrNYjwOH3v7XuGgqccxNNFJJDlB13CGrG5g0WyU+WtIG89x1MJRtnYZqcd7A/bn7Ufg7OnnEmsVNquTo83JXL3HyiN72/XPzcsJNs2qcKgPL91d/JfSsvMeGANrUS4gT00lMZ0+zGwaxWon3rMT1elHZpLYq5pR7C700DCO2lkIRSU90ok1UJG7gIaO5ivDiIwiNCvpkS5UhxfFYic1sBeLvwxraR1CKBjxECsTOp/aNBQNbXjps4cdmCHPkwchhJ3cQvQlwGHk5hRWoFBKGTmQtuX5cFLj5eh4RhY2FGg0l6iMJUy2Dho0FcJTbVmGIgZ+q6TOZ0FK6A8bTKSgwqMwKaBhmCaJrMBjgW8fbOM7y0zGUzC3XGM4ZrCwMlf857WuLPUFKjZF0hJ9/eySp9uylLoEs8tUtg4bnNVsZTQh2TNqsqRa47n2DKbUEEgMmTvvcMzgla4sRU7Bym49WeISjsYChZ6wyZwyDUgybhnnFv1CgvFovMkTcAEE0r3qaT3fmXNX3W9RFZWquiYqaiaxYeWzFJVVMj42jKKqDPR1Eo89xeTmOcxaeChdrbuwWG001s4FoGX7epYuX8H2jSt57O4/kU4lOfz4M8mkUwz1dmDqWVTNQjIew2Kz4/UXIBCMDfcTngjS1brr+Zt+8e27/vTzbx2AEc/zYeQtO5GEEApwDLmb/ElAFrib3OpyE3Bq3oGU580IIcT1lZU3FLkd5zY1FfiitQHUgRQAejyNzWnDarMy/bAp+Mu8omXV42gWlZf+sppNT2zD7rETGY3iKXRx/BeOpPmQJjLJDOuLp+BusIvdrz7L3dXLKAmkKe7bTMsEDKWt/IBPEhQFXKXewnBshJklGoVOwUMtGSx2J8X2DANRwaJKla/smc1gYC5HOJ6hsXCIxkI4ZPMf2F58HAvT602vmlFOiT61+wfmeY7vR8+cFJywU6G10J2OU5DuY1b6wfRFldttzxtubhgNM5xxMFi8UJPJCFpxnTBiITRPAWYsjLWsgdi+tVgLKrAGylFTcYTVhmrdn2KsaEiZW+EwUzldDiMRxlZSQ3Z8EDMewlbRhBztwj31YGQmiRGfILThYRSLHXvtbPRgD4qikA4NJczwyG0HZODz/FcjhPAD55N7VswCOoEfAbcAfwHGD5RteT6cXPHxg6aetHTyX1Zed/6siUjSEY7n0rKEyImQTsRMTl5ah9Wi8sCrAxh6mtKAk+0dI5y0dDLJdJZVO8d5co2NE5dJkpkMhX6FvvHdVFaX8cMtEZx7ZhBLdOGwuYimQoyGB6gqbOD8wy4HIJ6OMLPuILpH9vD05r8xqXQ6yUwUt92Lw1bGcKgXU8aZ21BKgdfCaCjI46s2o2iSeHFCPjbgN159ceCJaWVNJx/qGLOo0XF2ajpzAk10T3TRZnGnu8tOtQ2sfiZ9VnPGpsZHzTMXVyo/7S5A0WxI00DqGVSnF6x2kj07sAbKcZRPRmg2pJ4BQHMF0EPDGKkYmtOHzKQwUrl5tuYvJTvWjbVpSU5jr8TEWlhFNthLNjZOZOdL2MomoxXXIE2DRGiQh0LxDRNbtowdmJHP89/Mfj28i8k9L/zAc8Cp5CQxduUdSHn+kdtPc1w6s0S56rjJlhJFGm9IUyCh2AUd47liOeGUytpeHY9N0Bs2KfeoLK5W2TNmYNVMXu0xmFqoEM5IvDawa4KsAZ3jBgFnzrETTUviGZOdw5Jyj0ooabJ5MCeufdxkjZc7MwQTgkkBje6wpLFQZV2fwWBM4rEpb1RzawvqbBk06AkZNBYp7BhRg+0TYvsZU43l+4Im0bRJd1TFaVVYZ0zO1hz8cbXE0O0t29ZLmyrFipE/qhOmm5p5x9HdvhuA9r3bmDZ7MTs2rcbhdBIoLMHucKIqGgVFZQBoFiumaSD3p/Hp2Qz7dm1m56aV7Nj4Gs1zlnDWJ7/G8EA3S484EZvdSV/XPtaveo7x4QGOPvV8YuEJbHYnkdA+M5mI3SZfX+HOk4e3F4l0Fjmn0T7gW8BtUsoQvBF+mifP/+IEj2f+oS73Z1UE3o4Iz115GK/2RLDvHaV1VgmYEsPIOU3cARfhkQh61mDj41v52t2fpWZ6JS2rW3nomke57+pH+fZDX8SaTtKYHKHNWmFaLUKJJg2UOVPY0tWO25OhVzbRW3wUUkpu7Dqcq+z3UuTKJR67rQrHTDIAlXWDcOdQDQ/XfANF1WhJFBiXyl+rnRMSYbXLieL54tHg+POLYjWhi45afvbycJSTdvsJOoo5n7/uSb687lfJRGxk7uHi25qiLT2uIu7o3fOwnFcuxAXxCn3CdKhmeEQ3MilN6imh+YrRXH40T9EbK85m/x4Uh4dExyaEzYXMJDD1NJmxHlR3TpdDsXuwFlYjLDYyg22IMQemnqtUJGxO0sMduBqXgK6T7tuJvWo6QlERmsUZ7docOCADn+e/nb8BJ5BLVfsO8PT+6mxv6MvkyfNmls+pvWjJtMrFAK1944yG42+IXysCVKG+EZ2pCgeRVIQdnaOks7nnh92qMTQeZtksF3WlZdSVevntA+P4HBX09odNR8W4EkqqmNkkGT2FqqiU+KsoL6gla2TY2bWGQm8FqqKyvWslNs3BcfPPx2nz0DqwjXgyzKSyGUA1D73Wy6dOkOztdeCwVOOye+WTq7b+8IjaQy86dcYJZ3QO7aY2bacHe/wpZeLZl5/85t0Zt9+jzfzGnwE2MMu2YUfWPKLIIw4Ph6k3e82V2QZ5ZEePqgqFF8rLUDULVtWCxVuMfD39WUqSPTuBXJpzNjSC6vCgOtxv6OZZvMWogQrSA/tQrHYsRbUACLsHouO46mZjZpIY8RDWohqsRTXE9qyc+8GOdp48IIQoBLaRW1S4DfijlLJt/7Z8xcA8/5S5ZcpXZ5Zq5QBPt0nsWq4KWseEQalbQdn/iuG1CYbjJtagIBg3ObYxF1kkgA29Ol9c6gQglIKxhInTKuiLGCSyUOUTdIyb+GwCA8EJky25lGVd0hc2OKEpp+GqKYJlNRoWVbBnzGBtb5Y6v2BygUKpC3aP6JR5FLJSyJmligA5+NP1gdumVE+/3BJQl68b2szishhemzL44M74n+4LNu8+7JzGIzy+gs8CDPR0UFBWS3+LQ59riWqPvXaXkXTXKYO9nUJVLfgChfj8BdROzkXY9nTsxeMLsO7VpyksLsPQdZKJGB17d1BYXE5FzWSeuv9WHr3rRuYfdBTLTziX9j3byWbSlFbknhWmYdDUPAejaQbdbbspLC6nvmkG5TWTlKfv/8ss4M4PbLDzfOh5J+lscv+/PHn+JQNZvW03emwmFvfQJD9CFaQObyA4t5zJjTlP+b71HfS1DBDsmzBtTpsCcOxly8mmsvS1DFBSW8TRFy7hlu8+wrM3v8IFS318LLuPp1oHRNdhRzF99RrU3p2cWBoHYNdgFw73IJMqeznq4/VsXXs0ga0vICRMpA3iGQ2nBR5PzKJ/Ip5RCqMKzoA2krFsnL3tXGU8ntkdiyVvsiSemxbd9sw9TReefJcQglq/l7n+NM/F0js39ya/8LODzTvsqup5oVO/E1WZucusdQfUHlFnybKh6Afagm1n9I9aKqTq8lepniL00BDJvt3ITBIzm0HqGfR0HGvWA4qGER3HNLLYSydhKax6Y7Itjdzqs0zGUP1lWIuq0SNjpIbaEKaJNExUhxczEcJIpzBTMdTc6rQ0s+nBAzHuefLsJ/+syPOW6BwKbQnHU9gtGoYpyRqS+jI/uiGZXpebT/71mQEKvQF2dA2Y5x9VqSiKwKoprNndh9dpw6IpqEIhkcrSH4yRTi6jvKCS3T2jiiNUC+jYNBuVRTl9vV0963lpx/0smHwkjRVz6Au28/iG23hpx4McOzfnQEqkoyTScVRlIiyl9JmmQWv/8DN3vRQqHhwP/2Zrp0HWyAaHOtfuLJlxzvcBinwVICXWUNcNpkzFs6d9/W96eGRnpn3Do05/5Qkl40FtoLhIedGcw8lPbU4f59qzWxrVM1Bc6oKCqXT0rmOP1wnZFBZvMenhThSLDWFzkxjYg9VbjKJZsXiLsJbUY2YzxFpeBfb/4LJpNF8x1sJq0qNd6OFhzEwSYbGBakHz+8mMdmIprAYkMp3IRwbmOdDknxV53hLtE7J/ZilTBqIm9T6FSFrisioct9/Rs3XQYMugQSRtogDVPpVFlRr7ggYg8dkFVT6N3aMGjQUKg1GTIyZZ6A0blLhVxpMmW4cMzmi2AZDs0WkdN1GEoMYnKHFpbOzX8dhy0UqTAiYVXpVo2mQkZlLmVWOAezQuh9b363tMhLGhX/9eKMn0PUHzFdVWdpbdYrEApGURAUc8/Nfd9ou8H/vbDy6prL1y0+rn72zbvbXH4XLXpFMJdMNk4rSHtV+sfCo8MT7eWuVTFzg9HlweH9s3rsQ0DbzBQrz+QkYHe1EUhUBBEcP93ZRW1mOzOWlaNh+3x8e9t/6ah/72e+YtPYLPfuuX9HbtpWHqLOLRMHt3bsJqtSGlSSwSxuXx4nC5icfCAMQiIZLJWMsBGvY8H1LejhPpPiBCLkXh58CPhRB3ATe8H4bl+eizNZWMrEonOzdWWmdmF1WixzMMtA4TGgoRKA9gc1jAlJRNLiE4EDJ9JV4FoH52NQ3z62jd0IlpSjx1pTjcNvo3d3DGFAF2qMqExfEdL/CgcGZrjDCJrGpBSirkCI9qV3B389k4fTVw7MGE9qxnoGccVRE81wN2dFbYNrNFGC88tOPFn2meolmJ1jV37mh57c3ioqsBfnP2mb/UVLUonEwGX93QdXskEnnx5LnGl6cUalUA04qVwCnbjjhheR1PXV/b4Yqk4Ja+GsZslZWWgiowssTb1mIaJprNhaNmBomODUhTorn9ZCNBFIsDxWLDSCUwYuNYCqveMMKIh0j2tWAtrMQYbsfMZlAcuVVlW2UT6eEOMqOdmJkMFk8B2cgYqf69ZEODryX2rR74IMc7T579XMj/pLM9CXQIIf5ELp0tT57/j2c3dY5u2NOftVhUy2lLm1AUwQOv7aHQ62B6XRH9YxGWNFvxOo1sWlctf3t+B821xZy8tJFgJIVVU5kz2cOzG3V6w/3sDXlx2XPacgXeUkq8lWxofWGkqmhyCcBIuJtibzE2zcEdL/+crJEmmUlQ7K3gqNnn4HMU0NK7iayRwWF1yr0D4ydFU09Nyeip8P2r/3b/Pwvp//TR37+mLFB7Ss/ovpeHQz2PPbf17pfKP3X9DtVdYFXdBfOim5/42bSxSF9/edVnNX+5kh3cy+LSiO2m3hlzNV+AZ40gr3Y/QcpbgDCzCJuD+L41mIaBtaiSzGg3Nl8J1uI6Un27UUxX7sRvKvFjRIM4pywj3bcbCqsRqgXV7UWxu0kP7SMz2o2iWdEKKkj17MJIhGR6cN/nP6BhzpPnDaSUQSHEbHLPiU8DXxNCPEtuTrH2gBqX50PLtsFsy1BEP6LYpeC2CZwWhQ29adTJVuoDKpG0yUE1Kuv6RXxeheqKZXJOprnlGhv6dRJZ8NsF/RGD1n4o9eXun1LCtGKViYRgw4A+NhQzi0pdgqGYSXOJxq4Rk2U1uSlz1oBdowYem+C1bp0il4luSEzE2F+2Zpd1heRxu0aNl374cnoHwKdypq8BWFBXdZvbZj1IU5SCiYnxv2/tTD8fnPPZhnNmLjgIYMqM+Ydf/ZWPTfvEl36wa8rMBXUut5c92zfgCZT63P7iBf6CIvZu30w8NkFxWTWFxWW0t2zDME0MXSebSZNMJPAVFONyu+kNDqEqKiufe5h7/vxLquqncMixZyAxKSgqY3x0iEBRKalkgikz5hMJjTPY10lP+158BYW4XF42r32RidGh2H23/vp2bvnVBz/oeT60vGUn0v50hKeAp/YLa3+CXC7zp8mJ4G0RQlillJn3w9A8Hy2EEMp1FRWDzYq9ZKIvwfTbd/DE3GK8Pz2ZvWvaB1tW7RspbyiZ7S3x8MgvnrlhzrHTPzNpXi1bn9nJQOsISCioDpgCqcid+9AzOtUyRjRuZ1e/yeyy3I2/SKbkzFLVOhSVtAYNjpqksXEgSmD7NlJ1JWQ37CAdjNBYoLI9bmNFpaTUYaEzZDLSbtw78fKtrwCv/F/9+Oq9978CLIWcsAvAr4+1Pze9WLnMYRGuPWPm098+4eSLF8T/7vJYBR6roGV4UtZSWG0RSLTiWqwldSS7t2OvnEaycwvOSQsQmoVk13bARLHakEKgSAMjPMrEi7dgxEOAREhJfOcLZPylqN4yUv27yIz2YSufRLJ7G8LhQygaZnwQrXIK6BnQMwhVnf2+DnCePP8HUsoJ4PfA74UQi8k9J74HXE1OWPuBA2heng8RQoiDHTbtartFW27RFEZCCS47cT5IyfK5dfzi3rXP1ZT4jraogsfXtad+++DG3mgi0+iwaQyOx1n56/MYGI8bJy5uUB9aFSIaa+LZvhFqLgww9NJahtbHmRU4HEVRcTm89tJANSPhPqLJCbLZLAsbj2Rh41HYrS5Gw32YSArcpYyE+5hWPR+A1v6t6ac3/e014LWc1X/4p3255bmrfwD84H8+uYvi0777pOYvm66Hh/Yku7ft3rr4rD9aiqoVRQi0QCUZhjFcRQg9g712BnpgFBkZweIpQg8P42paipGMkOrbjeYtBGmSHevGVjEFAST7WjDCw1gKKgFyuklGFiMRJta6BjObxeorQZoGqt2N6vSTDQ3gaFiAyO0grKUNnwGeeR+GN0+ef4mUcjvwRSHE5cCZ5BxKj5CbU2hCiMD+50mePFx/vO3+82bZzohmJJMCKlsHdRZWqkwKiOzt2zJPndlsPbnMLfjbtuzTJU5RWuRQ5zoU2DyYi0KKZ8xMY4FqbQtKmktUtm31oqtWXhyOYhZmOKpRRVMEfrtwqwJ2jRhMLRKs7jFwWWAwahDLQHfYoMQpyZgKpS6FRVW5CNo7tmc23rAhs4+c7Ms/ZWNX3yBw4ps/W3bUKWOd+3ZuraprnDPQ2/HEuRdfflHt5Oa6wuJyAOwOZ1zXdZfXV4THX8CiQyezac2LNM9ZwtqXn2TqrIUUFJWyb9dmIqFxSiuqSaeSjAz1sOTQ43j6ob/y519+l8nTZnPNDQ8xMtiL3e7EX1DMqhcfIxmPUlZZS8u2dTjdPiwWG5lsklQyQV1DM6qmkU4l3Q6n2w/kf4953uAdVWeTUg4DPwN+JoQ4nNyN/3RgXAjxEvA08LiUsvs9sjPPR4yDHM7DqzRLiQ74FIWQaTJt/QAb7tuMtbHIFxmLdcdDySFVVbrSyfS1wb6JfXaP9VqL3eLsbxnA6XMYqWTmuXm7Vh9RF+yz/iRj4JzTzHOlfk6wbWd9v0GFB/YEai3tdXWUdreaxfEupTeSE8k7I7iZl6/exCSvybhJeN+Y7HKI5PRUWtNwqCSzMvOHiSUtN5xzzdXZ8f5148/d+MRb7dvXnkm9elC1NtWq4ni5S+/908/+ftIaYw5ibAdDuhtrwtKnZ0cMYXNOtig5YT2hWlAsNlR3AMWSC5MVVjuKZkWPjGGrnIIhJYYxAEJgZGJ4F50OCIxkhGxoCCwOtIIKbGWTcFRNR0qTRPtGFEXFPfMoMkNtSCGwV01Dj4w5HJPmVyQ7NuWjkfIcMKSU64B1QoivkqvQdjFwqxDiKnIT16eBZ6SUiQNoZp4DR+n5RzaXfeGU+fz4zjXc+8oeSgNOdvcE+ftoCHPupOnrtka2zp/prtjSNrwuGEne+/vPH3Xa4+s6Tn9o1T4URWHV9smjz6wPj37tLNfMjx8Z4e/PZ9h0vRU9q1OuNtE50oKQ4LR6vMHIIJHEhFlV1KgMjHeiaTaQksGJLrzOAP1j7duzeqbEZXWVmtIUilBIZZObPnboV88OuEumt/RuvOWlHQ/0vNXOjT38k2/Zqmf+2UxF+oRm86m+Iru7bx/JglKKgyO8HO1/RpaWHy4sdhuA6i4gM9aL5i3GSEYkIBS7B8XmQupZMLNYK6ZixidQnD5G77kidyKhICx2ImvvJbL2PqQ0KTjxctxNS1A0K+mRTvR4GM1biL1qKsmurdirp2MpqEQaeuH7MrJ58rxFpJQp4A7gjv0aqxeTqwA9KoRYT+458aSUcuMBNDPPAaaxUD1ZAn67wkjcpNyrsGovWEc8miuSqusKpzvLXArxrPhVVwQZSWdvWlBpmTQpoLCxXyeaZsMDu/Vp582yFOgSOmeGiMeslBbp9Cdhy6BOb1gazcWKfSIpaRs3OWayxljSoM6vsnVIx2MROC2K3DaUfbXQKRfV+zUHQFKXtI/Lxx8+1/ndUEqGPvlI6sbXtSD/HauefyRYWFKxtLKmoW7HppV7v3r1H7+mZiKM7HwezRFAtD6jDVgaX4nHCg8rq64HwOcvRM9mKKusw19QDIDVZqegqIzW3VtomDITm8OJrmd59ekHME2D1t1bOPfwuv/v/F/+wfXMWXQ4AC3b1xGZmGDpYSuIhIJ0tu6kec4SisurOfeSy48E7n/3I5nnP4V35ER6M1LKl4GXhRAB4AJyDqU/AIeQq9yW57+QBU7ngql2O4oQbE0kyCAZViRNq3oZVzWnq7l4Sf3KF3t61+77/CsvpPqB3x52wdL7F5w0e+/q+ze6hKqoU5Y2HNe5Z0R+f1WKeeUKK86ehXbwPLZcN8iKSaPYNAXveKd4tPIQBl0Fqbmtnc6sQ6IogrV9OjUejUHFzY6LLnBNBBOj937jzsJLJ9K/mlJkeDsm5K+1uaffYCubPM9WPiXhnX/i4simx3e+1f6t7tXfqGazeuOr3+70Ny36jf/GahSVI+XmgvG7f19qLZ18AvNPullY7AUWf5nIBntJD7Y9LdPxqVJoVUZ8XLMWVqM6faS6tyMVFdVfhqu0AWWwDZuvGNVTgB4ewTRMpJElGxrA4s6988tsBjOTRPWXkxnpRJomZiY3FxdWB0K1uN7jYc2T5x0hpYwBNwM376/IcwlwHvAZctU+Hz+A5uU5QEgpH3j+5x/7xaxJpfjddgC2to2gu20Uqyrh+ZUVWWW8oqVt9Imh8fi58VQ2AdxxVbF/JbDsoZctVJbVlDmcHWXTanPO+anVGqHQIkZSfehGloayGQB0DrdQ6q8hloyYbQPblYCnhHB8DCklXmeASDJkTKtZ2NQ13PLddW0vrBwK9/7AZfO0DIx3vXjcvPMesVrsmtPmWQwc9zb6J/mfVelEwXFfvOQ8/7zbK4wKVSus47rwUDj0/E119smLrzbTiU8oVrvFWlxHsndXMjPc/rDU0yfosZAXRRMWXzFmKk6yZwfSMLF6iyg591qy4/1Yi2tBCDLjAyAUkCAzcWQ2DZoVgURmEmD4yIx2IfUsQs0JzaoOT/w9Gs48ed41Usp9wDeFEFcAp5BzKF0FfAnIC27/lzKvXC198jyHVuZW6Q4Z9EdMXFaBVSqYFlMsixXNGowOZZ4Zyl72jWdTzwMIIabccpJY47eL+U6bBcfMTy2rGn4Nu6UNgEmFksYmSWsQqqwqs8tU5pRJ9cUunZklStZjw7Ky26DIJdjUl6XApWACVkXqh9RZK+/fnV28vj97XNuEccRYgtuX1WoHH9ugfc6UElNiAje+1f4FRwZSwB6Aphnzr7/ssJojv1z0wvGmhE2i2fbUlrHv9nbsjSTi0fvKKmuneP2FYmy4n7Hh/u19nXsypRV1M4aHeu3+gmLKq+vo727HxGB0uJ9LvnEtvR37cLjclFbUEgkFSSbjxCMh7HYXCN4oXJFKJCgoLqWvqxU9myEezWkiWSxWHC6P/z0c0jz/AbxrJ9Lr7A85/R3wOyHEEqDhvTp2no8emhAtWSmxCUF0eqkcCcZC88cz/sK94yK4L8jLl8/lfK2rZl2T7X4hxGRyRRNGvnzHJYmaGRWu7c+18NyOPixpVZy2wMuiBRWEZ09joqWHykiQXlMyuQCSWZOBh159ZHGqf47DqtQetD9n+ZUuWFatAhlG9u3WnLX1R7kO+dh9fzCrWyMbHrw42bE5+rtP/cEDIDSLHUXzvNO+/vW+P7UFDvvEZ5wVyYfsqqrEYx3X6eGRNPAQ8FDxqd/5ubW45hvZVLTFWlzTpDi8dWY6juYtwlaW+5kYmTjoGezVMxBCIE0DYbFjLaoGFPTYOEgNe+0cEm3rSQ21gZ5G85WBNLGVTkKaBrGW10j179H1iYEvJlrXtr6rQcyT533gn6QwvOXIjjz/eWSyxkagnv0vsWOJVPhjC+p9AGbPBJkiwSmTG1YYmnGNEOJbUkrdyMo0QFFAZ+b0NHZbHX9/vpPGKli53YtVMQlGhslkkxT5KtBUC+lsIvH8tnsenV695FyH1UVl0SQy2TQj4V6qiiYTjgfVVDah2iyOrx46/eSlI6HeB2974ce3nL70s6doqkUDUN/FcwJg/Onf33n24V8/PZuKnTaQDY8Hh/Z8L9XfMgR8xlE//wr/YRc9o9hdc83Y+IvumUefnRluVzVPISgqtpJ6TD1Lqmsrwu3HVj4ZAJlNoTi8WHwlGMkoAoHicKN5S0h2b8NSVI2ZjCGNLJq/HMWSqyyU6m+BbKojM9j67XfTpzx53g+klFlyUQ/3CyFqyVWIzvNfSlInk8oSAzzJhMJEvyXmrs+IQ2ZIl5RJnp7QmF6uWJd5LH+6bKF1w40bsy2A4beLieYSVexQD6Fy1mcYXJ9lz9heUtlcZbdgwqQvYpCbgqiMJSRDUXPLQMSM+GzisBVNGqoiyOiwpDo3v9jUr1scmpjcFBA31wW09he7jG9878XUrlc/6ToeQBECt1W432lf9+3clPrcQusljza5NgVsRtFWzfniC4/duWb/osS0z3zjp2cvPeLEWywWq57NpEZmLz78qI69O6ionsSkKTNRFIV0MkkmnaSkopbSihpKK2rp2LuDmklTiEcj7Nm5EV+giMbmuQwP9LB9w0qcLhcub4BIOMj8pUcCsHHls7Tu3sLYcP91N1z7tb9c/+OvvsuRzPOfxHvmRHozUsq15IXx/quptloW9WQytB89WSoXLxGK1x6YOPHWoUIoG1Zl5qhdL1uFR2C63DXffuTCPXrG8KUTGVVKWbj8woOpnVlN/ZwaBtuGSCey7BWCwWd38/meZ1lYA1sGJE+1Zs29uqul8diGk4JbkvoU/X+KkUVSuSjSZNbEu30bnxldg8s9+ZifFJx4jMwmB4BrUz07Pi/1zKf10NCayIaH17yb/lpK6lZoNXPsmXQ89dxA28o3bxt75KffslXP+FN2YjBWftF1g5nhdqyl9RixEHoshOryoTq8qA4PMh1H2N3IbJrsaA+arxQjFcNZNxsjFSU71I7FX056qB3N6UEaBpo3tzgnjSxC1cgGe1qDT/72pnfTnzx53m/elMKQ57+UWZNKnNd/8egpz+wdYM/+MvXb3dax0zO612bVxFjreOaMOZU5r4et7Nx9f/nMp/7w2WMj1cXuqsFwhLOPcLG6c4Laigq2dXrZ01nHSKgPRaxleu1ihFDY1rkSVdXC6UwqOrP2oHMTmahhVe0qgG5mCMXHqCqaTCwVwmXz0VgxpzoUH62eWXfQydOqF768p2/jowF3yfcD7pLm9sEdv3k3/Z1UNt1/wfJvzS3xVSnayJ6eiR3PtL2+Ldm5aVQIsdRWNb3aOfOoTxuJ0AqhaWi+UjLDuWaZ0W4cDQvIBntzK8fSxEjFMUe7UO0uLP5yLP5SUgN7MBLhXJRr/x40TxFSqEgjCxYrQrWgj3SRGdj33eiWx3e8mz7lyfN+s18a45cH2o48B47PL7QelNCxvLBRxdbjY2rG7u729e2gkpmRFGakJCzrS1Q1lkZbUC7u3Xqpq6x93Ii7raKyIaAwFh8ilU7gmXwSwyvvpNiWYU2vzpQileX1VnpCBk+1Zgmnzc4qjzJ1LGlaZpWqpHSJyyowJEwkDfx2hYGYKedWqEJTtMVuq1isKniBkx7dq39fgpnIEPrpyvT1Z7+L/s4uVQ89ulYvcliEOtKydtWbiznc9Mtv3zt11sJXU4m4ftl3frVhz/YN1E6eBkB32y7qm2YiFIXmuQcx1JdTc42Exhkd7GFsuJbh/m7mLVkOwK4taygsLqe/p51EPIyiaLjcXiAXnaRZbfR1t6V/f/UXv/bPCkrk+e/mLTuRhBBFwNS3cexRKeXet29Snv8EaizWpY12O11umxBeO317BldtiEW+Mke1HPakRxk/pWnR9SPpoGNrTXW6elpl42hPkMkL6kkn0oz2BimsDLDt+d24fA7q59SgWTXi4ThPDTWQ7d1FNCWZWaKa1oyoP7LnJaXdpli7wiZ7xnITkUkFCqt6sgylVE6bFAcEp/ja+HEqhplJRgDGn//Tc8Bz70V/VVegSQiBanfbVXfhVOD517ftv/G2Bw7/5OGpvt3jFn9ZoeYuRHMXEt31EqorgBC5lebU4D708AiOujnYq6aRaFuHYsstaBjxCLaKptxBTQNbWQPS0InseAHTyCBME2tJA8n2dc//ExPz5PlAEEI0AwVvY5ddefHU/04qizyTlzZXzRpKpMnurzLWFk3dedOT27YLqNs10VBeUVDxNYQgq1qd2cygPxZU/IqZe3VxOyyUMMhrK22oZjnlRXWUBWpZvedptnetwecqwOcsJJoKp5trFlY5bW7aBrerST3GSLgPRah4HAF6R9sYHO9k0ZSjAVCEQiabihmmnth//77mveiv2+6rDLhL6gG8zoJpgB14Qw9MSpku8rh6GgdXiXbAOStnj+EuIr5vDahW9PAIloJKkh2bQYBrykEY0TESHZuxV08HQGg2rIVVUFiF6vRiLaolPdxOsmMzmr8Emc2gBcplqn3D5veiX3nyvF2EEBqw5G3skt2vsZfnv5DJBcqS5mLVnhoRpFOa2atnBu9frX4+JDLzNo5YY0dU619qDTIrZUjzyEnWqcms5PRmqx/ICXAXt/LIkxfgcTmp92Sp8WuoCqzu0ckaEoSgqVCwc0RYD6u3OOIZk9Zxk+6wSblHMq1YZWVPFqtqUuhEV4Sw1PlV2sZNUjoRgF+uTneRKzrF8e+yv5VeMdVlzYmqVnpE0z9u37N9w9D5xx8zZWTP+tHApDl1ZZV1AGxe+yKR9a8gJRh6FovFwtpXnqKqrpHlK85l+6aVpBNxhBAM9XUxbfZiVFVFSpPSilpUTWPNy0+wZd1L2GwOCovLScSiPXkHUp5/xtuJRDoKuOtttL+HvCbSfw1CCFGkqgVjhjEhpTQ3JxMPKYKDih/Ykbr1gQ2XPd878iAgi+689NrTF9QdvfW5XRvaC0vXDOwd6ls8N/U905RuQAhFYccLLb1zj5tZPWVpg77q3g2hhvl1RfFwgsLKAkoPOZtdT73IpwZX0TJmaEVKWgGodhj8cfbRnBzdw8FyiJe7dA6q1ng0U8ZdwfTIEiWoPDxS3pqIr71j/Knf3Qi/fk/7nxnY83PAKzPJ/ui2p/92w8d6PuZ3Ogu/+/AjN48UTLbba+deaS1v+qrqCqipgb0pLVBhN6KjIBQ0TwHSlMRaVmKkIlj8Zaj2nONIcfowEzFSg/sw42FUpxfF7sKIBYEGTENHsdlRLA6sJfVkJwZiiT2v/fQ97VyePG+PnwMr3kb7vCbSfxFCCGtVkcfZOxoJPb2hY+dja1pfmVJduJSuYAQouv9Hj/0uOWvq5Dk1FdeXKW2+Z9Y7HiqumLynzNhelgkEPine9Cr75LMjw2dMX1Sq+gdH7x4Q3uqiKbaRcB8LJh+GlJJoMoTN4kA3syXO/c54m+Ygno7htHlAQjwVxecqIJYK0zm8u9ei2ixDoe6XQvHRP+3r3zL4z3vxztjetXrXxcdc9ZMSX9VxgxPddzqnHuwoPu27lxrR4N7x5//05DHTm+YeNa3hxqqAY9Hs1Hrj4e5SYaucqhjRMYTFgcVbiBGfIDm4F3QDW1k9QghUVwBQSI/2oIcGAYGUEiMRBvE/xR1MPYVWUIVmdxFvW/9SfM9r+ZTnPAcKP29UPHxLBMlrIv1XUWGx+AZ1PSmlzDzbnr23wMFnbYW669mSnutvWS+v7slkoj+67OJjjj9i+m+6uvb2GP1339obSu88apL4LMg3HC/7gsY44D6rtt/6u7Wp7uZp1lqAiZTkk/PstAYNSlwKvRGTYqdSBuCyKvSHspR5VRoCCtuHDRZXafRFTLrHZWb3qD4xFCPYFzEfemKf/uvD3+O+P9Wq/7nAIRZaVeFe2WP85trZ0w4u9riWtA6P3b+qrbvn4lNWXDhjct1v6wKmd/ueV1PjVXV2RVGJhiaob2pGUTS2bXiNibEhnC4PVbW59GevN0DfxBhtLVuJRcIIISitrCU0PkZFTU5ew+32IYRg6qxFJBNxuf61p699j7uX5z+Et+NEWk9ODPVf4SYnflf/ji3K85HkD5WVt81zOC/Ym049V2O1nvyD0rLGKTa7A3Ccl5CHPCflPfVza+rr51QfrVpUpi1rXPCjFb85Mdg3MTL/hFkPFlYXLJi5fOqxA63Drff+8NGfZlPZk1PxjPfgcxf+cahjhOHVUYoXuxnuHCXjKUcdFnRm7PQU1yr70gmGnIW4pM72cy/ipZe3cqV8BlURNKdD3HroaS2f/PhNy6VslTnxh9++5/0PPvvHF4AXAP503vYLP7XsoL9aVBW/09H4qfHaqfbq6cfosXGEomIJlNlTg62mHh5U7JXNmMkoqiuAo2EBisVGZrCN1MAehGLFSMaxeAsRdg+KZkXqGVJ9XaTDQWT7BlSLA4u/kkywFzMVi6d7dyxJ9+/JV2TLcyD5HfDwv2nTDHwOsL3v1uT50PDtc5c27rj5008UeR3Vf//Oyd+UUv5+9y2X1DfXFlln1hUXrdndD0Cp131UwOkoAZjoXS8uv/XX3xXi88r5R02/KRNRDxkIRS4Gmn739KojYhE5e9NozazGyunf7hpuIZwYB3Kh+Bk9RZG3gl0969ANHavFSiodx+MIIKVkeLyHyZWzAEhm4uzqWfuDB9fceNv7uer652d/eAVwBcBT5//8IXvV9FPNdCLTvGD5ZedMrv21227zDYajNBQG1NkDL8vN2QTSEGgeD0KzIbQs3mmHYqbjZEa7SQ22ooeHsZY1YERGUT3FKBY72fEBMsEezGQUIzYBioKlqIZE+wZUTVsTWffQCvjh+9XNPHn+HVH+/ZxCkCvAcNj7b06eDxM/r6j43N21db8MG8bApYVFJ85crDYvrFCLhBAIIY64amXscoDq0pIT7DarmDplZu1jw5FXfvrEnbcvr9f+WuMViz42U54Yy0h59avZK86aTvNTbXrVsmrLDySC59szWFRlfySRZDhmkNFhJK6rL3dIhAKRjGR5kaAnLMkaUOJSKHEpjMayTL8hUfb6c+LC96H/12/I9AInAHyhoWby8TOqNrjtNr/XYT/r+KOPfvrQubO+n85kGY9EmFZgs7fvWpcdiyUt9Y3TiUbClJRXU984nYUHH013Wwvte7ahKCr9PR00TJ1NLBIiUFSC0+2lY99OBns7CE+M4gsUo6gK2UyW9r3b2bLmxW/fddPP/vI+dDHPfwBv2YkkpewAOv7Ztv1hqRcD3wZKgLuB774XBub58COEsD03qeEsv6oqixzOY5vt9jkjut6u738PH8nqHQBdW3u7W9d3Plg9veLk7h19D4z3h0YBNj25vR1oJxe9xl3fA+CRc39w6tmFlQUuAMu2Eoqn5tId2vuCXFt7AtpsN8nREPKwuXRt7aGwfW90+K9PpERFSfGTRgWLUwOs1irIprL6BxmKWeh2lVnU3Oqvz+4oFXZ3M4Dq8qNPDCKEglBQLO5CMDJovtJclTVrrjoRqoKQAimz2CuaMDPJ3Gqzt4Rk/24UzY6rtpnMWB+qvwzF7kEamaARGroqtPLOXR9UP/Pk+WdIKZ/9v7YJIcqBq4FPAhHgSt6jlNI8H37mNZYeM6OuuBGgubbwDOD3oViqHagJJ9Ipculd9E2EHy90Oy+2qlpgKBy7H2B/ueS1wFohRAPQtKmnd2Rj9913feO0P5zscfhJZmJoqpVSfzUA2zpWoioqlQWTsGoOHHY38VSEPf0buyuJlqczWetYeACEYGi8GyFU44N8VigWeymAsDqsXouY7bbbfACaIjBMg6nWuNiWSWQIVFnJZtB8JZiZZG5fmwusDmQqhmJx5IS1I6No3mL0aJD0UCvWknqkM46ZzaI53GiFVZix8R3ZkY5L0gN7Uh9UP/Pk+UeklGngz//XdiHEkcAvgLnABuDyD8i0PB8CJlttpxdrmqNY0xqa7fZjxxKxVeNJGS10Ck8wIdtfb9c1OHSv3+OeHgyH9+zt6XsB4KVOfRx4ev8/zsw1XSuEcPV+xfL3Kp/CREKh0CWo8SnE05IXuwwaClTcNpVF1Rr7giYWRWRv3ZLtnV6s1ts0xGjcoH1CIqXMfpDPCYuqljisFh+AVVXLigO+aYqi4LDbMEImGd2g0hK0JN1l0uZwCKEoGNksxWVVAKiqiq+ggsHeDmoaplJQVEYsPEFVXRMde7cTGh9jyswFDPV34fb4sDkcxKOR7Pjo4F/uvvnnv7zrpp99UF3N8xHjXQtrCyFOBX4KTAFeAlZIKTe92+Pm+eggpUzfWFX9aJGqnrszlXplRzK57ZlodMOEYfQC6s9HRx78Zq6dKYQ4s2529eLQcHjHm2/CQgjxiV+e81lfmbdh18t7//Dcza90rb5/w2Nlk0vudwWch8qoV0kMW4ucpTbiGZOGI+cBkOocxWKz4Ct0cfb23Z5sJOZ5STbSc/FF7AunCO9sJ5PQP1CR99vXrvtTwOlsclqtBS/u3XtNRtevQZpV2dAgqqsARbOhD3eE3M2H+YVmIdWzA9MwQBoIoWIko+jJGBaXD83lB5efRM9O9MgIimbHUZMrWW0kowBkI6MytvmJI+O7X972QfYzT563ihDCQ24S8HVAJRcO+KO8FtJ/Fzs7R1+cO7m0u9jnrGzpCT4+F/jtQxvPau2fOPWp9e3Hsf99/5md+7ZW+H1z6gqLGtd0dGy8+03HWNpQW1rh9y4eCEUgF6lA98ie6xWhzoqnIgVWi63ANA1r1sjgdRVSWZgL0R8J9+FzFhCMDNJcu7Dc86Uu68gvi/C6CgnHxwh4SiO9wdadH+T1SPXu+rY0jG8a8fG9OzavvHKmZc4Fbps1MJFIkjUMsrphSKtHcZQ3YSTCubTmVByhakgjiz4xiJnNYi+bhFBU7NXTSbRvBCSO+rloTh9mNkWicytCKyLRun4k+MhPZuf1LfJ8WBFCzCSXEn0c0Al8DLgn/53976Ijk3msymI5dNwwhvalU89f/3Jq14+OsB9d7hbTb9+WvWf5/nZX/enWn1X6fY+pqgj3BEP9bz7GVz9+9jENVRUntPf1P/6bO+97XkoZv/cs50+mJuVn2iZMqalKBT54tcdkRZMFRQhsKmgKzClTea1btyyq0sojaVM0F6sgFLJGFrdd+UDnuCtbu9bUFQa+V+h2LuufiPx5aMsOr6aqZ8VTKbJZnZKAn5be7ljV4Ye4K2sm07F3J6lUgj07NhAoKiWrZ9my5iWsdjvTZi8GQDd09u7YQDIRZ+HBR+8/k2RibJiAWsr2ja/98a+//+GXf/yNCz7Irub5iPGOnUhCiCXkVgkOBnYBJ0kp87oW/6Vc1t933nyH43ubksnu/aVZYX9Ky5t92Jf+8cLfzDxi6pdHusZ2H3b+0qNeuWPNIMCZV5x4ysKT59xgGCZCiDMvv+9zq2cd2XzVdeffdBbABdvO+nbsybLvaxaLMF2GLTw0IdxFXkLtg7j8TjLtfRTpicy6hJKqt0541//k1s5Wb8VzcZv76Yd/9uSjsx+/77xEVo5+49nU/xkl8V7x6LbtYXKReSwFfn/m9wMWX0muIk5sHDQbimb1g0QIAaqKGR1HrWxCtbkAicVbjNAsZCYGwdRBmliL6zDjYcxsBjOTxEwnsVTPQEknkOl4flX5I8r+SE6klPqBtuW9Zn/fLgF+ABSzP0pVStl1AM3Kc4C4+o5VLU1VBTNK/M7ClTv7uoUQlcDSe1/ZEwZ8+5ud5HM4lB+dctKVlx5ySN2TO3f9Afji622XTa79gttmnQNw+DmL1i88ec6mjau3/UlKOb2xYpZr6ZQVzwcjw/OEEKbL5rGbpkE4MU4iFWVCHQUgYYZGzZ5EZWZZq9z0cuvK8EDsFcPUHwxUaxPf/+rPPt3WueelOx++7Z9GXr+XjD//p1eBVwGE+JGtwOV0a6qCKgTRVAarpqll6SHCgOr0EW/fiOr0YSmoREqJUFSkUJDZNHp0jGywD9XuwlreRHasF83pIzPajb1sMpq3CD02PpSfjH90EULYgMx/4hju/31fA1wETABfA66XUmYOqGF5DgjfGOj/7WyH48GwYUx0ZTIxgCtfTK0D1n36Te3OXjjr45cevvhmU8rMafNmnPPQ5p3PAkytqyn46Rcuvas44C+wtXd++s7a2pda05k/XTWU+AHwgxePtR+VzOj37Bk13ImsKbYNCcvcco2ekInXBl0hyewyhZc6M6MlLq3m+fZsaCAunkvr8qnXevQH1xxjP9JtEeWfezJ19/v97rb/9/7j1//+4jmnXz6psoL+kTFiiQSReIJKj92dzeamXgUlpax+8TGmzVxERfUkQuOj6PVZyqvq6OnYg93hIpmMU1hURklFDaHgKE6Pl8HeLuYvOwpFUWjdteUDXVDJ894hhBCAdX+05/vK23YiCSEmA9cCZwED5CYIt0kpjffYtjwfYoQQ4rLSkivqZ1SeP3xIXc+xnz380qf/+FLbv9uvdFLR8ZpVo6KprLl0UvFS4EEAoQhNKIKJ3hBTD5pcm01na9PJzJyv3XXpa1uf3XXNwmULv3BC4CKHRbOyZc/6vk2vPNYSS2RqFp86r0nP6CLZNXjPt9a4Hq36xqduK5kVIPZij+Xvn/7DZ6WU8pFu589ObtK+mdQxbljhOPdzTyTvf98v0JtRtGEjNoG1sAprYRWJzq1Yi+tIdm01FbtbkdLAWlRNqm83mCaKw4ORiGL1lYCioEfGyEaGcdTMRHV4ibetR/UUYy2sIj3YSna8/4FE+4Z8JcSPGEII7eOHfv3nnzrye59y2r3Kxw/9xgvxdPj2R9f/+QlA35++85FFCHEauSjVJuBF4Jv5KNX/PmpnVhUdct6SvxSU+xujwdjDrf0T397XNx7bv7ma/ynAEQEeAFaoilLeMz5RZ9U0GkuKj39z247R8UlFHhdT59cTDifrsulMXfNhTYs+/buP/3569eLWutKpS15PZ1vd8tSza/c+7bBqzmkz65YWjUeGQr1jrb9GysqFTx19aZFiEePhF7Y+tuHW7wkhrLdf9NC2htqmqV0N09uKCopnjY2PJj/ASyV0wzAtqkp5wIc7laJzbJxj7a3c2bqaNCqOurlkx7pItG1A6mkspZPIDLVhLWlAj4xhZNIoEhRVw1JQQWT78zjq5mAkQujRsVS6d9f3P8D+5HmP+FRBYdNsq/XG35eXLzNh9Mdl5XdsSCb+9EgkMvBBTBTeT4QQXuBbwFfJRRb+CrhWShk6kHbl+eD5eCCwYqnT+SMLwhjQ9Su3JZNP/7t9SrzuY102qxNwlnjdRwPPAuiGoSiKsAx1drNwxx63zeE8qdftWPrFI5c91TMeuvlLM5WL6gNqwaSAwnjSNP60Mf3Ea916+ZGTtBmaolgHotm1a/qM308KqNcuqVLpcAnnUyvTV92yOdtiO95+yqfmWu93WdCqvGIeOYfnB4bTZp8YGB2jtrwUIQR7u3uIp1I4+zawJxEjGp5g/tKj6O9pZXz1MEII3N4Ana27KCgupbdrH+HxIDV1UygqqWCgt51dW9cwbfZi2vdsJRKa2Hvfbb/56++u+dIH2a087wFnfGfF+Zfc8PEf212O0gt/dta2bEa/8+7vP/wHQH0/HPJv2YkkhAiQU2H8LJACvg/8SkqZ+Jc75vmP5KqS0j8d5/Zc4utLsuOptinyywddwf7om3/FYOvwXU6v49sTg+Et3dv7Xn798/uueewBT5H7m5pFXVFcW3hYsG+C6YdOmQZME0KokY7YNt2brbRoVgxrxrP4tCVHm6bJsze+/N1sWl/7+G9ffen0c8782pwZPitAoMFbCViATJlLNAghcFpQy91i8vt0SRBCiC8tti5LZOXAzZsyb6xiZ4O9K4XFfo6lsAopJWYqbJp25z4zFrw3NbD3SGf9vGWquxBbWQPZiQHSY70oVjvW0pw+vVA1NG8x8X1rsRXXYPGXoUfG4sZEfGW85dUrE3tXb3y/+pTn/eP8w755lUW1ftXt8KGpVtx276kBT/Gp3z3rFkM3sqlzDvnydfe89tsrD7SdbxchxCJy5Q+XATuBE6WUTxxYq/IcCGYcPtV/+ndXbJ+6dHI5wEDr0DdP+toxLwNPAUgp1/KGZMX/cMa8uYHT5855oj8UmtcyNHTX9De1PaSpvmZ6Rek3HR+bdszUY5sbB/YNyYqmsmpDN37+5PZXP5EIRsKAT0pJbUnTUZWFDUrvWFvvi9vvOzmRju5+cfv97V8+6VfbX6/WVuyrOhKgsqzGU+gvagAoKiiuLy2uKAJ634/r4pqyLKAFKuZlhlrXJLu2JvZfi9SFS+dtqQioSwBMU5LJGPFkKrlGmdj9uOGv+7keHrY66uYihCDV14IRC2EprMFaWAlAdmKATLCX1OA+VIsDW/lkMqPdg9mxzjvTXdt+muzcPPZ+9CfP+8tMq/UpRVEmLXW5cChK5Wux6LeOcXu++bnCIvmnqure3enUWb8dHd1woO18OwghFHLFFa4CCoE7gCullD0H1LA8B4RryspPO8fvf6DJZhcxw0BLJv4A/Nv39aFw9D6v3XaCYcr0YCjyyOuft/X2j33roo9f5JPy42VSruiTpkNOrS+q07QLrJo6r3Oi/Q9VXuV8gLQuzUvm21YUORXu25257fF9xkN/3Jh5tjssjV2Xuf4mhKChQLVWeZVTgJYKjzLZbc1FkJe6lYb365oAHHvaRc0Wq9X5+D03v/Ge/9u773/4R5d9+qbq0hIhhCASi2OzWPr7u1qf3tsVHGmeteQ7sUiIeUuOJJ1KsnX9Kwz0dnDYsacjhMBisTF9biGrXniUKdPnISW43L5sd9uu7eteffpnzz50+4P5wJCPHqd964QjSiYV3e4pcIvGhfXEJuKLurb2LLr8gc/9yuVzmhf//rxnn/3Ty2f17Ox/zxbH3k4k0rHAF4Ek8BdAAl/LRU39U3ZJKR96V9bl+dDxjZKSJfMcjssKFOVoTckJXauJLIlwcvSt7H/T5+/4gRDiF0DyHyItVFVVHXaXbesrf1/zqNPrOKR0UvGpQgiyaf2QG6+4ZYb5Wev36gumBAZrWqY2M+koI2OYiqZsefznz70EEOwO/7XvmYlvO+u14pHt4bWve11f7TF+riqiMJGV4/ftzt5y2nt8TV7n3rMcPzxtqva9sYQcv/ZI+/HffSG1HsAIjzymVE3/SmqofZIe7O01U7FvDj3y83v273aV//BPbLIW1eREnhAomg2LtxA9Mobi9CJNAwQIi43aUBvVfu/40z3bF4TX3tf5PnUlz/uMEEI5fu6Fn9/Vu5aB8U7KCmqZiI5gs9j5xJFXqpPKprviqfAVFyz/zqVCyG/e/uJPbzvQNr8Nvk/OgdQK3AfMFULM/Rft75ZS/tsoxjwfLf7+nZO/8tMT5hy3RSjlr3+WTevZTDI78u/2fWDzlgkhxMGAQ0oZf/M2u0VzCYHovmPrHSlM3el1XABM1VNZrOMTTc9tuWf+nEmHXJnR08Oz6g76HOABGX5i418efz0NqHes7WaHzfNrRQi6hltuAugb7A7+8Ou/vLKuetLp3X0dj+7au+19cSBZS+qcRSu+9ry1tGFeqmfHC0KIo1+3SzfNP+uGOa9rdFwORaKrgvHkZ+/asK3194C9bs4DrlnHtImqaTYAKQ1Uhw8zGUYaOkYigmJxoLkLSQ2346iYij7e/+LYwz856j8x/em/heUu1/SjPZ76uTYbzv0FO7yqRoPNJjyqKgo0tXYsm1l7S1X1+vXJ5EV/Co7tO8Amv1UKgN/v//8HgH3Ahf9iTpGQUv76gzAszwfHOf5A6bEezw/KLZYlhpQCchPTpCnDb2X/+zfueFwIUQWYb5LSAEAI4fKVlQYfdNq+aw2FG12m/IwFNIvNXvdUbPFTPdvXfGJeuXbwREqqn5hj+SSARRH933o++di39h/jnjMd6xXBkv6oOfrYXv3GHwL37cr+pdgplrisovjVbv2ni967y/G/uOTr1644/7Lv3mOx2uxf/eEfv/ybqy67HiCdzY4rivJER//AiUPBidBgMPi73951/9WvO37O/tTXsvMOOur7AEJR0FSN+sbpdLXuor5pBvFYBG+ggKqaybTt3sbk6XPYtWX1pff/5brb+MrHgL++Tz3K834hhBArvnTUF+1Om/AW5hbI3AEXDp+Thnm1KqAmo6kVR376kInP3HDBTTd//o4vvxfvBeKtHkMIcS5w19s49j1SynP/XSMhxKNSypPfxnHzvA802+2OSwoKP5+UZuKKoaEbyTkJFSmlcVlh4S8arbbPOxUlGdC00CyHY1LaNFkdi8oMQmZL3ebwJxe0btvZd+pzN73yjl5gPvGrcz6/5PT5fxBCsP3Flh2+Eg/DPaPNY0yoY+kJRp4ZOan16Y7H50xf4GqY0nB84DDL3EQ0sevOKx+8883HEUJod57uuGlRpXrGvqD51Al3Js77oDzqWy51vzC3XD0C4JVOPdLhPLKXxguj21s2f+sPD92xSXMFKpLd21r/2b6B5Z++0lJcd152YnBC2JxzFKvTcVKpjQY1yT1BjaC7HHW0M/vwdCW6d2jo6o/fcutvP4g+5XnvOXT6KZV+u7J7des6b1pPcv5hl+N1FhKJB3lp5wN0Du/mkmN+SDqbpNhfRTgejN/w5Lc8H5WJoBDicWDF29jlLenp5Z8VHw5O+uoxc+pmVZ863DH60r3XPPqKEEIFTED9zUUrtjI10DgUi3f88KCGKTarJl7sGDEfcSgiHkmaFqtmIOXtN156+2fe6ff5y0cd/FxNof+omKkTWlG12cgaxbJPVFuGKkl2jvTd+NxNNVJK6Z51TEODo3jFssIZhZ3Du+97atPf/pfGwzGHnjj97JPPv9Pl9FTsaNny9Wt/f+Xt78X1+Xc4pxw0p/iUb28Riko2MirlRH/P4SMvRb1GbNdzu1o/rSiiKJXVo73jofF/3NdSUOnwLfvYw4rVWZ6Jjds1h3uS4gqoimpFpuNIaaI4fGQn+hO2wurOxN5V54ZW353XtviI8vWiosuqLNbrHYoi/KqKU1EYNwzsAgwJmhAYQMLQ8WsW+jKZx78yOHDSgbb7rSCEKALe0uLjfoJSyqK3cNz8c+JDwg/Lys8v0tS6Z6PRGx8Jh8eEEKqU0jjH5zt2jt1xT4FFs2RM2XKU1zsfYHUsZqZME0NK064o0SHD+PT3hwbfUTDCKYcdPOsLZ5+2wWm3W/dtfWZgbuaFkZdHa+ozLPFVe6bQke754xV33/A5IYQ4+pTzDz2Gl5ZXaeOxK19M/a5t3Hwj7UcIIU6b2/yFxtLiq9K63r2hq+/0Va1d3e/VNfpXfP+6u380d8nyKwDaWralooPt3bWprkT3wNCt19xy+42Lpk9tXL9rT+s/02Q646IvHTNt9pJfhSfG4jabo9FmsxfYnC6sNjvZTBrD0Mlm0qbVZo9m0qnHrv3GBRd91CUU/lsRQijnXnPqWn+Zb6G30I3NYQVFEOwN4i/1EwvF8RZ5CA2F8RS60TM6ax/efNqrf1vz8Ls999uJRHocaHwb7aNv05Y8B5AvFRVfc5jb/XUpJUnDrJjjdJ5iFaLi9xWV2vFenzeae3FxyNzqEbqUTHE4RUjXxbSEUFZ3RqbFF9SdSq6qxttGmrmb18RQmMZF9TMdbju+Ei9rNj6AWqCSasjOvegXZ086+cvHXV7PzKru0bbWX/7q2h/z/yf72A6tVT9e6VVsdX5xzopG7Vpg+zu/Mv/DWdMt5W6rqP7L1uyGfzYB2jJk3KwIOVNTRPGsMtUb0PdMjzU0Y5rG5dmxa08iF5nxT5l46ZYfAT96/e/zjzn5R38++tgrVKWA+t1d4YufuHVFsm3dKiGEkr/Rf3Q5dclnFtaWTH1OVTRvMPowR8/5GGWBWvb1byXgLuHgaSext38zu3rWcvKiSxgO91Lmr3adc8hX7hNCnPURcSRdArjeRvuB98uQPO8tQgj1yqe+em/V1PLGmpmVX/z4j07/5Q9fvPwbkZFo0tTNsmCBU42FEzhStqlJ3cBm1VDcVmXa0npa13eokxfWq327Bz9dUOm/Avi3EUn/DEnu/pee5JFTD58yD6DviRRlw8uIV0Srlk9ZM/O2Sz//nbMOOuTk9alCx0t9LTe3/IMDCeDQJUce1dw4axZAKpW8EHjPnEjuWUfPkdl0KN7yatc/bkvuW7M92bHpr5q//GxM3WGtnVMbNgeZT9eM8Xjy2Xs3bLv1/zpudrw/SS4qHMhNcIpO/167vXFGPUBk85Nros/+8Xg9PBQlp8f6Ubhf5Pkn/Kis/Moqq+2Hx3g8QgB7UylSUjKcyVBmsxIzDJZ7PAgh6EinsSmCjKkde01Z+ZnfGxr8YHUf3xnjvL05RT695iPEd0tLTz3HH7jdKoSwIWbcWl3jeKqu/vBfV1QkPx4oKI2bJhqQFnI+gJSSMotF8SoKQ7quuFU1EDCMC4F3mNEiTXP/u/I0thbMKdcq5pQPsGawlurAMqz97uZzDv7SCV85/7c/ql7cMNednhF+YuUrZ7SNP/m/dGOklPJrxxxyRonXXQgUjsUSJwLXv5tr8zpVAZ+jusA/v3c8tKlvIvz/pRi1bFt/t9dfuEK1WGb5AoX2hqmzpqReu5Vp9bargBvW7Wxp+b+O/cBff/csMPP1vyc3z2345rV/3ldcVqWMjw3L26676kurXnj4j/u7aP746+e/F13K8wEz+6hm3yd/e85LheUFcycvrCcWihMZiTLYPoJmU0lGk9hdNqqmllM1tZy+lgFcAS8zDpty3bKzF61dde/6oXdz/rfsRJJSxoB8ysF/KBYojOg6LZk0NRbLt5rtdg3AIgS1VitdmQwxw0ATgtXxGKWqRoPdzriukxUQ9Fjiwx2jq9/p+W//5n032Zw2n6KK0pK6ohMrp5ZPHuweGRKaKNOjeqxeq5KLT5v3W1VT6di9jqpjyhsvKDzr78A/Zqcl9oyZL1Z4xPGbB821O0eM90Rw+lsH26b98mj7c5VeUXlSk/ZzckKQ/4tPPZK8+zPzrSu/tcz2it/OpHXJKYZHSnVsfHTP2zmX76BzFhzrtcbSum46rVZlkt1clWxbtwog70D66CKE0M4//NvXF3pKfT2jua9lsa+SofFuPI4ADeUzkFLisLrY2bOOI2efg0W1YrXYqS9pPqO+dPokoP3A9uLfI6UcPNA25HnfUDSLWtC/b4jYWKygbk7VD0vriy2l9cWMdI1RUldE++YufJNK+OOeIQoHx0nPrcYCSFMSGY0SGg6tGe8PBd+pATv7h7+QNYzPT9gd9tJ46lNWh9Uy3hMaLoPSsUj/hu+fcMTlh0+Zcu4npOTGDZJYzbEXn33wl566d+XvHn7zcbr7O1aOBkdGfF5/Ue9A90vv9sK8TvHJl3+t8JjP/cJMJ0IFR1x8yviLf1755u377+GfKDrxayudTcv+KJNRUZEZURNkYtFU6i0/K4QQ2k9OPeWEP6piA1AvpYmiardmQ4NvKQ0kz4eXSwuLmqZZrd+bZLUqyv70rhFdp1jTqLRame900ZvJMJjNUmG1Mq7rzHY6iRumpRouBT70TqT9v4P8nOI/FCuiSEgpNiYShHT9jBV+f64KLXhrrVayUrI+kaDBamVdPI4GzHY6Gdd13IpC0jRldzb78js9/yOvrNr5nU+c94nKkuJlNROxRgo5bigq42ndr2YN3b53uPO1mXXL7gi4igPRdT2cW3mtb16F9W/lHqVhMGr+L4fOWCzxYqnXc2gsnR4ejcZWvbsrk0MIoX3hiKVP1xUVHNo5Nv6KEOKof4wouu+2X+8E5v7wD/c/XtcwbcXgvq3ZyS67paMvuOftzAW+cuQRtefWl88zDGMMKDH07Fjr7k2353WPPvrMOHzqD/0l/rnugty6rdPjYOuzO3F5HdTPrMFT5GbPqlz8QiaVIRlNUdZQQmQkWtu4eNKJwJ/fzfnfdnW2t4IQwgrMl1KueT+On+e95eKCggsOdrouvGV8HJuiMJzNaHsyaWxC0J/NUme1sTOVpNli5Xi/n6l2O2tjMXoiEdmSTv3tKRebd2zpeGTDY1u73qkN+29mPwU4/IKDfl0xpeyQzq09L42kRqbJrByZsXDyGwJ7mi2nC1BY46/7J8eRkwuUUw+u0RZ2Tphbu0Lme1K5ZGqhsqTWr1QCTC5QDv+/2t20KdP3sRmWZZVeZfp4TbXhm7iz5Lo/X/vAt679wls6T+Exl53oW3zmfessNvulrz1x/8dKtb3P7G65ael70Yk8B5SLj/nBVaW+6oXlBXXs6lkLQCQxTl3xVCKJcayaDSklGT1NMjJI5+BO5jUuB2Ak1JfpHN71Hyc4KoSoJZc2m9f3+ghw0S/OfmmoY7TQX+rFXeAiODBhMXSDYN8EVoeF0HCEwX3DMjYeF7OObCYRS9O5tRv92dbU8Gjoyu3P7x7et67jgXfz8vpiS1sr8BWAU75+7N81q1a4756JV7qLxw/qC7avXlG/4Hevt1WEwGlxKgWe0lnAw28+zs1///2mQxYtn+dwuEqefeXxLe/Unn9EC1QsF5pVUTVrgVZQeTCw8p+1G3v813/2zj9pK9mkMW4ZntaXybQ+tWPvWxZHfvILn7/puOnNnzx5ZGzs5C0vXx/KGnuCT//uVshnOn+UEUKI+2vr7pdSWi/s7cEgV7JM7v8vgCoEPkXh8qJiOtJpPKqKRQia7Hbum5hwHjjr3z+EEIdLKV8+0Hbk+ffUWq3ebxeXXHdPaIIiVSOo69pj4RDVFitbk0nmOp3sTiZQQBZoqljsctGRSrEqFqM3k9mUgb/vTadWPxqJrHs3dvzkL3+/B7hncsHvrF2LraePxOWe4eRq3aKuL/7r1ie2fOfMRV8AEOT8MdP96fLGAqWSf3Bu3r5609XzaiufSOv60K7+4f53Y9PrlHhcZWU+76EAZV7PYYUuZwn/R1T232/8yZlbZr+4TI52hHsqCqdu29f29Gff4nk+edDSyqtOXPFKXWFh7V9fu2/V1voFt/Z07HlqeKAn8l70I8+B48wrTzr2kI8t+kJ4OEoqlmJg3xCj3UGiYzF6dw1SXFuMt9iDw+NgqH2E9s1dLDsrp+Blc9nobxno+Den+Le8p06k/doIFwA/ANYCeSfSh5zLi4t/fIjL/R0NxIihYzMVIqbJzlQKA1CAO0MhAC6qrUPdv1+pxcJgJiMOd3vOaxlPT9y6+507kAAu+sXZF9XPqbkmGU11JmOps9+kdTQohBD2w22LNj+5/VGH1zGWTmQqsqlsTc/O/l9wQq6REELcfpr9K8VOpeKYBu26GzZk3pPVgtdZ2WM8NbVIX1PgEE3bho2/zPoXbe/amR0C3ggR/M3NP37L51F9pXMVm9MO8Lx9Cn/7/deuPOEdW53nw0BdybSA0+auPmrOuSWGadA+uJPqokaEUOgY2sncSYfisnvoHNpN+9AODDO3GCVUjZaeDXicASLxcR34//LeP6oIIUqAK8hV+zwDyDuRPsRMP3SKZ+4JM1ZWTauYFQ3G8JV4yKZ0Zi6fxu7X9uEr9hAZi5JNZpl+2BQRm0gghMDhsePw2FFnOO3eZMF3N76069R3UxlECKFefMjCvxW4nMsHw9FbH1m96QoAfgLAE565J5Rf0kb/16K7HxeJ1GBrbPZ8ya6Jlt4NbyiFfuPoo2qPaW7+4lAk0r1yw8t/kFK+J5OC18mOdN2uWBwLTD09mu7b9S9TMSKbHnu94s7bdmJVBfxzhRA0lxYXfd3Rsvqyh+66M1cUMc9HlSM9nsbpNlvSIUTpsK7z24pKBBA3TfyqigGsjkX548QEjVYrB7vdbE+lGM5m2JUUxE0Tu/jPupcKIQ4BrgWmAf9WEynPgeUzBQXHfqu45JFCVbXdG04QNAwypokmBAlTYhFwXXCMjJTcUV0jXk+4rbRa2ZdOs9Dlmt+VycR+OTZ63bux45LTTpp70Kzpf1UUxXbCMad95kt3P3D3m7ePLPv8Ue1DOx532bxaqfmA2eHS57UGzcde6zHeiPY+c8HMU4o9ruX9E5H7N3f3/9PFgHfKSDTe3z4a/EuJx33qSCT2UDCe+D8juPft3JQCXtj/59uqxlzu802rLSioBVgUcNZd9OVzDn7nVuf5MCCEsMxYPnXW9MOnVMdDSTU8FiWbyrDtud2suX8TkxfWYXfZufmLdxAo93PsZw+jqLqAwqoAW57ZQXFtIaNd41jsFvXfn+1f87acSEIIG7k0nhWAHVgPXCWlHBBCLANuApqBbuDO//NAeT4UnOHzHXqGz//duc7cwlXcNKm0WunNpNGEwjK3m+3JJM/FYhztdqMK2JFMoimCkG5wrM8HoDoU5Yvn+AM33hOaeFtpW2+menrlJeWNpdVA9Uj32CnkvksAnP/TMz9x0JkLblFUhe0v7L6ztL54ksvvqLLYLV4hhAUwb1xhP++8mZZfK0LgslAN/FtR97fDLVsyQ8BB77cmUapryx2qw3uUUC3+9ODeG96v8/wnIoRoAuYCo1LKF/9NWw1YAJQCLVLK96WizVGzz550ypJLNvqdRYGOoV3DwehwanHT0fZIopT5DcvZ2PYC/m3FlAfqGAn1sb7tWdx2H7FUmICrCJ+riIyewu8uckyrWuDmI6I1t38svkduPCLAveRCJATwDXIV3FzkSr1vPTBW5nmrzDxy6p0zlzfP8pd6ScZS7F3dTmGVn81P76BicinljaVIKena3kskGKV8chnbn9+N0BQsVo2pB00GKEhh3Mrb00H5Xyyqr140paz4Y0IIFCE+J4T4/pujmlzTl/8pU9V80rXZlD4rtu6Gi09qnhaJhXuH1SKrEMImpUyfNnfOdcsaGk7VDYNwMjFM7rv5njH21G/vE0I8wPusSbSpp+fXwBWj0VjL3Rs2PnLZ+3Wi/zCEEG7gaMAHPC2l/JeaEEKIScAccpWJ10gpQ++HXd8vLb3884VFP0NK1sRiW+tttpJFLheb4nGKNZXpjtx72g3BMQCOdrvZkUxiF4IZDidpJBUWC8PZ7EdqkiiE+BhwMVBGLgLkJ1LKtUKISuAG4GQgBvziwFmZ560y2+F4ZLnHY4NcXqUqBElpMqzrrPB4CZsmh7W3MclqxSYEummyMR5n3NCZ7nBQbbUy2WY77HPpwqvJvUO8I2Y21H+8qaZ6JkAylb4IeOX1bQdNO2HKKYsvedBt93l6RvduHUmfOfB04puTO6MtxfA9IYSwzKwsqzxr4cw7nFar222znSqEaHgv07/2Pxs+KYS4WEpp/J9CeO+Snzz9zMsHNzT8raawYMm23r4bpr1P5/lPRAgRAA4HbMD9/5huuD/r6vR/cYiElPLR99gm9dIbL1hX0VQ2d7RrLLX5yW39S89aWPnQT59ky9M7+d7TX6WktojhjlEM3WDV/Rtw+Zz07OrD5rJTPreU8GiUxsV1bHt+Z8W7teftRiLdCnyc3Ip4BphFbmJ9BblSzmPAF4GbXi+vnufDS61muStpmkgp2V8RAQm4FJWMaTKu69y/PwrpRK+XnvT/Y++u4+yozv+Bf87Idfe77ppkN+4uQBKCBHcL3hZpcVq0paVQihenWHC3kEDcXdfd7+51HTu/Pzbpjy+FFkoEwn2/Xvva7N3ZM8+cu9mZOXPO8wjgGQITw6JEr4Fv/xr9JKVENXhh9j8pLazQTrpsZHtmqQeRgaivv82/8evf1xo1VoZlAABqrao0q9xbAgDOXPtVd315w91CSgwEnnvlFYLBB9wsc2iWaQKHPidReNP7zQCmHsp9HG0IIdcAOB+ADkAeBmdAfucgEiHkFAyWFu7HYLLzPEJIL4CzKKWBgxQTeWq+5py52cUX+DXHWGVFwpjS2e5EKopQrB82oxvD8iZgSO447GnbgE31S8GxHM6cfB22NH6F5t49yHMPnu77Qh1QqEIybPlj8P+fRv1kEUKcANZg8KlxFIAWwHgARgClAM4GsBLArZTSg/p0L+3gKx1fZJ91yZR5od4wLG4Tgj0hmN1G8GoeGp0K4YEoVr66Hhve3QpQgIKicFQeJp4xBnaHCbyGhyRIkEQZUkoW//sev1tCEOJdwXBDptVcFIgn1n7zop5wKuv+z5zX6Z3hcni0LoenJNG85Z/33Hv3sE9+ddVHZq2WAwaXujGEOSTnisORu+6CF/75EoCXAGDG3x461Lv72SOEVAK4E8AUDP7tLwcwHV+bNfyN7R0AngcwCYM3oBKARwkhd1NKXzhYcR1nMtnnGU2X6QlzfaFKRTolEWfZ7cP3JhKQKMUQrRYrIxGUayiaUylsTSTgYFmcY7MDAGoTCWSoVACA+mQSdo6zHKzYDjVCyIUYvK8ABh82VACYTQg5HoO/2zYADwH4I6X0h1RySzsCrnU478/heXVUlqFnGIRkGYUaNYhEYSMM2kQRK2NRiJRiodkMvyxBRRiYCcEIgxEN4uBtY7cowslxyf81DkIIuXzhAn9JbnaSZzmus8/3f1bFcAxvVnNaPQAwhHWVZA6vZgiDLHvBGVfPGD/OoFG7d7R1/ZGAsIPt4UfP2Pguhzov0f6Bj/MAYMih3NFRhBAyE8D1AEZgMKF/BgaLi0W/sakawInf0oQFgwUwtgE4aINIp952/JQL/3bGqSaHcTjLsSgcla+pmFKauW3Jbqx5fRNmXzoFYmpwnCvij0GWZAydXoacIVnoa+2HI8sGhmVAKYWv1Y+iUQXTAbz4n/f6n33vCyhCSAaAMwFcB+ARSqlECJmEwTwDr2Fw5tHVlNKfxZPyXzpCCHefy+2JyBLWRCPIU6vhVxRMVKlQqFZjXzKJplQKH0XC8HAc8jkeIUWBh+fRJgjIVqkgUwUfBYOxGKW3vxTw/58plr+doC6qdDET17TJXzyzVfjO6kuEEPaJP7386dCS6qlfvPjB7o+2fnDS5o92/J/1yDtfaXrDBs8FrI6o96yuv9+Wab3faNd7o4E4za/OcQBw7DxmLt76/PXbHVri/bheun/CIeq3tJ8kFsCFlNLthJD+/7QhIeQkDP69uoBS+srXXp+NwcGOgzKI9PtZFXfOKhy4vSluxBdd26AyjAZDGOg1JjR170Qg2guvLR/tvnoMy52IuCcMrcoIlyULzb17kO+uRE+gDRa9A6G4HwPhnmCXv3njf9/zT8L5AFIARlNKN++fwXoTgFswOBPpnK/3fdpPmz3Lckl4IERAKJp3tEFv1iHsiyK/KgdWrwX3znsILM9izmXTMPzYIRhoD6Cjpgs99X0wO03IKXKjaVsrept9tdGB2PnfbP+kG+fO4VWc6c17Pnz7P83cOb6qfOLJI4d+yADmVXXNT29r6/r1N7dJtu16ncpithT27csotC2LxWP3BUL9PeNt2tF5dhvrMZlOu+Sll2cLktzRGwm3XL349deuem3xt+0u7ehjBLAYgykXLsbgg4Rvtf9v1hcAQgDyKKWh/a8bAUw+WAERQsjDBfmrMlXq8m6qYFcsgVKNBgDg5jmsjESQqVLBzXP4OBjEhkQcKUpxnE6PlKJAzTDoEEVk7k+u7RNFNIrCQZ1Zd4hdD+B1AJdTSoP7c+S9hsEbtn0AplBK08m3fya8LHuhoCjYEIshT62GlgBJRUGlVoewJGFXMokX/X7wAEZotAhJEgp1auxOxGGSJGTxKiwJheQEpYvfCAUfvONrbU/N5fTnVPEL20PKrrtWpP7j8t97r7zkvolVQ2+ob+/wLdu49crXPl/6fxLNr9r7waYCz5DPHCbvkMbuXX8TpORJOc7SKZ39O+uK7NZhhBCUeJwzd3X2XOQ06md2BsKvp5NQ/6JYATyKwXPA0xi8pv03+8c7/m3VCyHkegwOIr1wsAIae+KIMQuum7NUlhS+p6kPGr0ajmwbAGD7Z7tBCMHIuVXY+slOfPXiasiijLyqbGRXZAIADFYd6jY0oXhMPvpaBxALRpVgX+hHVxn8IU/hqgBso5T+7cALlNLVhJCHMdjBF6TLyf58/MnjvaJIpWLKNRokFAW7kkmM1ukgKAp4lkVSUbAuHkeSUlRpNGgUBBxjNqNx8EkX9iSTaBzqhHNMtX7Zq+tqCCHMFU+d/5AtwzKiZtnuZ+8bpbq9yMbkVzrlrYSQUd/1u+F1ZdrysgumEEIwuXL2kDdee1VZeMv8MXlVWef4WgbW/PPGN18/ffb51wyxDR/aP9ALb17F7e/d8dpxnWJTYtzJI+ckY6mHhYQQ7m3yfXnqG/FVADCDEOMDhHDfnHr4TYQQYhp36kwqCX3hTe/tPBT9nHboUUof+D7b7Z96+jiAl785iEEp/eJgxqTS5J/wbv95UBtGg1NvQFv3KjmeHMawLE8sBg+ynUVICnGkxDj0ahOCsX70BNqwuWEZkmIcQ3MnQJIFdA40I9tRhB5/y8172zf9XAbohwN4gFK6GQAopSkAdxJCzgLwenoA6edl+HHDTnHl2uEpdKG7sRdiSoIrb3AWxIcPLUGoL4xz7z8VJqcRTVtakVHmxuxFU9GwuQX2TAu2fLwDWqsWZqdR/cJ1r286/po5FZVTSx+UZSXVurN96cwLJz3EqljG4jH9HsDd3xWH02iYYNSorQCQ77BlvrdtT/KCB06/wuq1lOxdVff45098Va/NH35tsV6Ve6pXzBG69jbfcO9bJf3+voEXzzhpMXVZj93S1rbilY2bVry8YeNSQggDwEQICf+3a5eRhdPsmfbCCW399au3N608KAPNaYcXpXT9gX8TQv7TpgBwJQbLYxceGEDa30YEwCcHK6YMiykzoteU1xXngGVZdO2oRXc8IeVyHMcpFLkqFQo1msGCCyDYEwyCBTBJp0O3KA6mA6YUnaKAJAWyVCr6h76+3/7xYAV4CO0/H5cDmHxgiSCltJUQ8lsMzmQ9lVL6k69GmjboTKu16nST2Z6rUkHNMNieiKNArUFIGZyUmVAUtAkCuiQJozRaNAsC5ppMiCkKtAwLDUPwSSiISo2WrUml/HuTycSfvBmXlqrV57WJwpd/mKmqnFHAn9wbVQI3TlJP+fPq1O7viiXD6ZjCsSzK83Kdbd295kkVx7ur8if+NiHEBp5fes/9J4+//MQRBVPn9oU6UJRRdWtD186zPtz0XEeuJWZ0qXM/1PK8vT8aW/r6xh2LASwmhGgIIVpK6X/N5ze1tKCaYxnbl/sav0rfE/88UUr/Nej4Pc4V3+YiAEnsnyl8MBSMzD0jEU3x2RUZ0Fu02Lu6HlF/TNEY1cxAZwBqvQpv3vMhgr0hZJZ44Gv3Y/3bWzHlrLHQm3VIRJNQFBnttd2wZ1gQ7Ak1fPjgku9dyOO7/JBBJBO+vbx0A4Dt6f8sPy8KqKQiBIQQ6FgWMqXIVqnQJgjYlUggV8VjbTwGBsDpZgvUhGBPPA4QghSlcLAssjoS2P2nYchzaqYc3+hjysYU/Erc3olMjyk7O0KyAcClJ6UYnPL3rVNTu/s6+3fs2fJ0blb+KW2dLe8XzPXYyiYUvpczJMubU5m5aPKZY/fMyz8n0e/vQ25WAXKzCioBXH31bRdcQQj5x0UsMymjwD5zPPre/PBM3a5F4Uu+zLzyxd8r8VCjacT8eeGtH7V+Vx84TrjxD7qSCX9QUvGobeaiE/3Lnv7JLxVK+35OO+20jAkTJlwbDAa777zzzof2Ly+ZjcG8C28QQtwAxmCw6M2Wg12WfneouL9Qawcb6kAsuhM6tosNB3tQVXYd2nz1aPPVYeXu9yDKIqoLJsMX7MTutvVo76/DSeMug8uSBa1KD6vBhTV7Pu58d8OTTy3GQwczxEPpu84VjfgfEginHVnJaMptchoBAFqDBioND07No2FTM1a+vA5VsytRODwXrTvbYc+2IeqPDT7xGp2PPStrUTymAPFwAtYMS+7QGeWlx14x/Tqvx3wMokkk8hx2XsMzAGDxmEv+UxxNPv+7Jq36TJ5l3R2B0Aun3nb8n6eeO/53vJonap2qAsAxUOT49cZeLMixEylv9BXBgO+du3Zvarpq6tRrOYbxqFi24qMrr6x/+PTTXvrqumvGl3s8U9c2Nj0D4DtTChFCVDec/MQXOc6S4a19NZsIIRP+2wOKtJ+Pk0cOmes2Geb0hCLvv7t1z1f7Xz4HwCYAXYSQaRhcztAFYO3BTNXAMiTZatYnLfGkhpEkDE/JCLEsF6MU1Wo1tiXicEoSWkQBOkJQK6RQrdGAAXBgvaRTxUPNsIhLIj6Pxu7qEIWfS9UlI4DQtywhbwAQTg8g/bxQQKGEQMMOrvySKWDneSiShPWxGBwMgx2pwduAuUYjCtUq7EokwBICK8uiXRBxvNmCHklCroofQwhhP87L/5PaKNuqRdUEg5ppAgCXnlgdWlIK4DsHkRrbO5/jOS4/Gk80Nexavnly0SlvZ2WMmUgphTRdDIXj/qbeYIfisWYzDMM6OIb7y7vrnxwOACeNGHJfnsNyjYbnb1o0Zcx5nYHwozcdN+0uQgi/cOTQ89/esuvj79rviSMqj51VUfy2mmN1GWbTbQC+f1WdtJ869q7LL7pJp9GYl23c8sCnazd866oHQsg4DC7LfelgpccAAFmUe2VRQmdtDwAKZ64NYkpijHYDxKSIZDQFRVZw9h8XomJSCQI9Qfzzxjex4uX1yBmaheyKDDiybaAK0LS1VVz75qYZ+Le53D/cDxlEIvj/562vUwD8qDwHaYdfryTVqGiScgxDJEohyzI2xGLgAIRlGc0CsDOZRLVGg3EGAwKShPXRKCq0WoiShChVEE0KkARJIWtbrNq9XV6ytUea2yNwuzSwvV0gPljpYqfu8SmvUUq/c23z/sHHywghl89aNKV0zqVT18ZDCSsAgBCGYRn2pbefufe0+ecMz8nImwcAsXjUDwBDZ5ZXjZw37GyWYxEyaTBrSY3b3WGpChntGhjtlSpvySwAz37XvjmLdxRhWLBao4GzeEfiZ5BvJu37mTFjxl8LCgrO3LBhA5599tn777777lqHw7Gqv78fGFyWuxiDhQEsAIYTQh4BcN3BGAyfV111w+Sq388waCxo692AUCKIopxFSIohbKr7CG5rKXiWR3n2GAhSAtuaViCSCMCid+LcGTfCacpAd6AV0WQYHf2NsBgc2w9HjpWDKH2uOIrEQ/FNzdvasp25diQiSfh7gzBa9Oio6YaQEKHWqfDMr19Fy452sBwDhmUw4rih0BrU0Bo1CPSGIIsSCEO6KqeUzPavazRdPoYg32bEg039UqO55RNOxRkaNjU/iIXfHcfy2sYGACMIIWTRo2ffnFWRccOBXHnYfy0Tb9h4tmTL/AiwZ0dTqXhcEAYA4PiqYedMKS6uBoC63l5kW823DsvOJgBQ4fWeRgi56rv+j2U7Srwuc9ZwAHCYMkbajB4rgHR+lqOAmmOtw7K8z8c1BnP5iWf++tFHHpa2f/LBuxiceb8ZQA2AGAYHNiYASBFCTqWU/uilxVlWs3ZWeeHSIq9LQymFb08Dasw6qEty4atrhdofgYFh0CWKCMsy1sTjAIAFJhNy1GoUqNUAgLpEAm2pFCwMg22JxKofG9dhlD5PHEXaBKFjTyyWYEC1PMMgSSk2xKJQEwYxSQLHc/gqGoWX43CyxQJCCNZEI8jkVQjLMhgCtAkC1AyDAVnx3WB3nN7hHhAvmqPAHyF4abf0NsdiRldE2XnD0tT7v/sPsdz97D+fJoQ8AwDrLtZtaJD6Rx+YTkjAsO+tf+rzk8dffpfF4LhNpzZwoiz4D/xsocu+yGs25gCALxJz8Cz7F4dRbwEAj9l4IoDvHESy63UjdSpeBwA2vW7Uj+rQtJ+Ua844ZdH0kcP/9Fntk5h3VvDGO+90BUIhesODD/q+eY958f7PT32zjf/Vab9fMLFwRN4fcoZmDj6kW98IT4kbzlwHdi6rAWEGZ0sNm1kOo00PADC7TBi7cAT2raxH3fomjD9lFNr3dKKvpR9ao2Zg36r6g1KV9ocmlRxGCLnvG6+VAyj+ltd3UEpf+99DSzuUClTq6gKViuTtT8jYmExivE4HjhAsDYWwJh4HBTDHMPgE2sCykBUFPlFErloNJ8+jWRRo9w3vfTq1JXwZq+AyTziGbaKIoVRr+PUS7uWvopHfVgHILPPq8qtzhu9bXbd5oCOQ+rZ4KKV0wfXH5Btsequ0XQe51i41tO54StNu52xmreWOB29YIIjCIkEfnSAN9Weddc/J84LdoVXdtT11nlSwhG/vgYYDskPbWgP2Krsc9beIvpYV37avA4TuuscIwxVSKdWXaN6S/l09ikQiEfuSJUswevRoBAIBxmAwlBcWFhb19/eDZZgzS92OC/d09b4M/Csx998wWFXyof91n5ff+JdjCsur/2DVuUf39z2HDkGE08jA7eXgC36E7KxL0R3wQacxIpGKoCp/Eva0rcfxoy+CICUhyTJU7OCNQSTuh9eWD53agI6BxviP75HD7vz9OfO+ruw7Xn+BUvo/V3ZMO7QKR+S6GI6BK88BISGgv9OPolH5SIQHnw2sXrwRoxdU44y7TkRmiQfv//UzfP7kciQiSVz6+LkghGDLJzs7KIVc5TI/ws0ox9spCccORDAj0y6PWPjYPADA8cDIecPyeDVvXP/Oll3fFQ+llP72zSvzDVotpA/6kYgLwe1bdjww7sZjxofqlmxaqZo+mUYD52/u1lUKmmMvmVy54J7zhhu3Nfl8YkqSeEGS4DAY6NrGpp2jcnOq6n19H/+nQdr2/rq2ms4tf/dYck7oDba/NRDuTg8gHSUoQPwyp3FXjoHNbifhcJh3VY8+DZ8tA4CxmRbTTrNWM21PV2+AEGLD4DKrDwghRZTSbyZZ/V4IIeS88SP+fNzQ0tMFScoZiMag6+rHhTIDyDI+7fSBuKxQB2MwsgxkEKhkGe+GQsjgOBTyKvAMgUgpFErRLoqYbDCgRUhBovi5zEI6QPct9w7a73g9Rin9zuWuaUeWi+NKRhgM2lyVCgwh6BNE5KnUcPM8ahMJrI3HEVEUnGuxoluSkKtSQZIVRBgZepZFmUaDlKJgcSDwyXSL7jiHW5if1+/Ehx/HMPe4GMmxMO3VT0ZHVwPAq4ScbLaMGZCllhXRaN+3xUMppYQQ1qohBcWpBvSntmF738DWtpZlS+aXTS/7qOarO0+d+KtNXiOZO9m82PHqwhuuPevt+N/C8cR2NW8rj6eSsGg59IWlcCSZIgwhrC8S/fw/9UF9b//LBrX6WJ5l7O2BYLq68lFEUkTth3sehdUTAmFYYrOztkAw+fRttzsXajSsLhCQn3vwgf63AZyOwYrPP7pozOxFU/OGHzf0cYvHNEmSJa2vdQDJaBKj5lcjFoxDFmVYXEbYvBa07epEXnUOAt2hwWImKQmeXBd4NYdgTwgD7X4IKRFZFZmI+qMH7aH0Dx1EKt//8V3f+7rXMZggL+0naFUs+roka29KKYorosjw8jwYABFZhpFh8H548IJlmFaLLbEYQrIMJ8+DIeRfj45Yioi7L27sLrDi2M7BG4oBWVZWRKNPLY9FdwD7lwK8c9WSguG5E+s2NC0lhBzzXRfsHz645HO3PvO984dfdyLDMJw+ZTn71F9fdHV/wNdZkFs0593tLy65+O9nP2KwFvFWt+m0rK5hvypcHVZPUtaCTXaJTzaIW+7K/NIRCXzV/vIu+cqnNyf+Y0LGgc8f+xSDJcYxmC8+7WhACOEzMzMrJk+ejA0bNqCqqgqUUrz11ls8AIwuzOWmFuU8dvn0cWdEEqklAB7G4C/AIvyIQaSSypG355cMGd+oTsGgotjV3oZPdvrQG46iwOnGPM0MuK25cBg9UAwutPTshSjG0dHfgObefdjTvg7B2ABKMobjrKnXo6O/AaIs0K2NK//23/f+k3PKd7xe+C2vrcbgE/+0n6C23Z0PG+z68YpE2XB/BJnFHgBAuH8wRZfJacS5952CHcv2QhYlZFV6kT88Bzu+2ItEJAmdSQtOxa3nVNzJFocBTM5gPqUv6nZGDPW+R0fs38+ptx8//cy7T35HpeUNFz905m+evea177wIr13T8DeXhztmrLM0G2ZYUk7Lc6ZpU90ji2a8/dDHN55y4cxbuVHFM08DAEGMVTgMXfW+aFQampnJr25o8H8a5rdkFk4ctqR+39o7H3viIvrod1/v75+deM3+j7SjyNiRU0csOOcuNctyqOvfjBEjRkCn0/3r+5dMGT0syGlXPPPMM3VXXXXVfY899tj9GJzdPA+D17g/2Jj87DGVme7f9YWjIACcRgO0fAgkOZi3V0kkoYCiQqsFALQKAjYk4ggrCuYZTRAB+AQRTckUyjQalGs02BCLoV+Swqti0R+d4+Iw0wK48Tu+983XB/AfcqalHVnvh8Obpmh1y7oEYaaOZcEQAp4QUEoRVmR8GAmDJwRzjEbUJuLoE0WAEGhYBuL+CeAEgIYh/gF9gnVHDbByPCxRM97YFt7wZZf0xqn79/VwRuaD0w2Ga7pFsfV8m23mi37/ty59pJTKz5+ouSXfce6jVe5KvsIhjRjhKNiWb8tiHpx386I31zzy8oZL9A+OzeJKBYk9/fJJI01qy+n5jNZJs5x2bN73aL1VwwVD8aSmtqfvH5/sqn3r2/ZzwMq65lYcxMT7aT8d1tJ1Y6dOM6C+joXNzsFmY9HVJRGHgzvOZuMwYoRmyu5dyVuWLIka8R9WwPwQFVNKriockXvc+ncHUDQyH5RSdNUOFhPlNRza9nSCU3MYOqMc25fsQU9jHyxuI3qb+2FyGOBr6x+s1kYI1HoNSF8Yga4gWna2rcSp/2Xn3xPz3zf5l48AFP+Aj98cnBDTDoW3gsGufkX+J08IPLwK+SoVdiYS2JVIIEAp/LKMOUYjyjUahGUZBRoN3Go1Ruj1kECxNR7Djnistn56wTZxbjkaBAFJRUG/LNI6r+/DA8uCisfk52dXZE4EAE+hc/qC6+ece8EDp1/hynOovhkTpVQJbhVuDoYDAQBIiUmG43h4nBmZOZn5E1KxlCxLEg8AsW5RM2fK3KdLxl2Su8f1G+SYCW/UcZrhXrZoai6be2EV80qJnTUczj5N+2ngOE6bl5fnBACj0QiNRgOtVoucnBwAgKe0AhzDGrOtlnlDMj0PVGV7KwDUA8j/MfsNBwfq/Z3NkJQkHl66BsF4HCVuJ+KCCEFKIpVogyyLUKiC2vaNSCZb4LZ68NbaxyDKKYwtGIaUmIAoC+gPdcOss8Fh8pKqvIk/twvnRfhh54ovj0yYad/HP298802WYzvVehXsWVbIioKOfV04sPDTU+iCJMqwuM2wei0wO8yomFwCRVaw9ZOd2LuqTgz7IntkQW5KhhJIDkQR6Qhgz6Yu/8Nbm5ce2I+7wDXFaNNb1FoVZ3Qa5yx65OzfnHrb8bO/LaYPH1qyN9EceUJRFEiyDI663IQQOIze6YQQhoKWHliZmu+MTzxpePWisfn52nZ/ABzD+nNKRk0rzCtxz5gyb8I1l9z03LftI+3ol+XJKdJp9VCr1DCZB2ddl5aWQqvioeU5DETiyMzJHTpkyJCFI0aM+CMGzxMAkPu/7jMuCO2heLIrlhIQE0RQSlGvU6EmlURjKgnrQBhWswEtioykLGNrPI4N8QRYAGdZLKjSahFTFBSo1UhQCp8kwcvzKNNqTedZbWN/fK8cNn78sPPE6CMTZtr3QSlV9grCjYQhNE81eE/RnEphdyIBAoLaVArjdToUqtXgCAMXz6NYq0WFRosMnsfOeBxfRaO+nYnEl9kpA8LmOARFwV41j7q28Vue3yb8a8ZRrko1nSUEWSpVrpfjz3koM/Oas6zW7G+L68L3kk9FBLINAPpiA/Esi0dnUOs1Bdbs6QDAELgAQFQIbO7zby3LGjXOanSRhBAnCuX9+Q7bmCyb2VWZ4bll3rDyb86iTvuFcLrYcgDQaBnY7RwIIcjOVsHtViEQkCFJIC0tQinPE1yyyPpDxla+U7AnVB8LxalGz2Og3Q+qUHQ19KK32Yf+1sGvjTY9hs4qh8Gmx9o3NsGR7YDeokXesGw0bGwBgMGquR1+qLRq2DIsyBuaPetgxAf8gJlI+6fupkttHkXeCoV+7+G4q2YbTdr1sRjGGwyIyjKu6OgAA+BUswXrYjE4OQ6dqRSMLAuZ56ElDPQsi6EjR47uXFX/SV9Vdm3PRSNL3J/XkIk+kS0q5+7H/gom9Rub62vW1L/iynfMa9nRvm32oqnP82qeGKz6EgDXfjOmNz96uebSc35zTIYrc2QkGjaYjZab/S2reicHnjjB4eWKa7a1bfcWu6s1zU6BFhMVAASTKfHOjOOo+YSy6n+uWIEFvVtBKbXnW0ke/kPyvbSjkyiK4dWrVz+VkZExs66uLp9lWUYURYwbNw6LFy8GZTmlLxDtKvU4syLJVEiU5TAABwafdP7PHv/T9ZfPL8uZ6dbrsi+YMAIxQQDLDJ5LWIZBS9en0OusECIM4gkWIysGV/VfccwtyHRWYXvD+wAADa8FwxBk2AsAAJ39DZofE9fhdrCTlKcdeWve2HDXsVfOfMaRZUNfSz/yq3MgywpYngUhQCwQAyhF+94uyKKMcP/gSh+1Xg21XsW7Cxy/7arruSqRYX4i8d52rXl3BN4yR+60ybk3ALgdAJq3tr5tdhlP59WchQDuUcdXP5SIJJMLrjtm1gcPfr7mmzHd8dQLfw5F462CKCqIjTvTbuyc1uar2331vPvfre3YsqLVVHt8jIpaJsvKH/iZ7f3hsFI6s1ClUpPu3k5E4xFkeLL/5wGBtJ+3tZtXfDJr8nHZKTGV7RfbsykUNO3cjnyHFTXdPoQFoa940nQHACaZTPqBwRtOAN+aVPX72NXR0zUiJ+OyqaWFH3AMQxp9AxDiKTgYFg6eRzQeQ6ymGXtEGSq1BmaWwY5kArOMRoQVGSbKwspxKNYMnhZaUinkqdVoSaWgYYj6x/fK4bF/Rnr6nuIo8mzAv9XNsvUjtbqSulQKxWo1jCyL33Z1gQI432rFhlgM+Wo12hMJaDkONoaBgWGgYxlYKeucbDCetCmY+EAX4ec1Otzs8dNvhfqrexedZrH+441gYCcA1KVSz/OE/L45lWycZzRe4+B5i5fjT8Ng3rJ/s3jnxwtbAp3z24Jd0Tklk+6s93doVgRCng9m3f7KEJa+Y1TJF6/tr5ZYzsQDgKLIaGx7PVLuTo3rDiVh0+sRTaVYi04zFIMzp9N+YWpqUg9rtcwVdbWpnEBA0hr0LARBgcvFwelk8cLz/qa6OqFg2nQ9tBqm5WDs88XfvfHUOX86ZUHp+MJ5yVgKdesbodLwcObaoUgKWnd3IBGJw+gw4birpuPDh5bijTvfR8m4Qnz6yJfYs7IWsy+dimnnTkBnbTcyS70AgIg/yv+XXX9vP3Q5W9pR5GaX+5+gVNssCBBAMSBJsDAMDAzBtU4n8vcnbuyXJBRpNNiXSODjUAgOnsO4E05A5dBK+NetO2VOqDRPa+TpClszdRa2MzUDrOoPbs85d/X1Lt5fxeYcQgh76ePn/o5X89MBQGvSer8rrqde/vsmDFZGASHkoY2LjLtG55P5U3PE+X9cI7zRURNaX2EpOS4QHMjt6mlPfdy1du3Ms8dOB4DuocOxetNGmNWkYUmjvOeQd2LaT9INN9xwGQBce+21LyiKcn5eXh56enpQXl6O5cuXC0Nd1vmyoszvDUdX7O3qc2CwnPNjP2afQyzqqgKLIVOr4tHuj4BVDwPHyAA2IJJMoTzDhEgijgyLDXEhhlC0A2ZDFiLxdjS3bQGkIABAoQqi0Y0YULMgrDnZ1t9wy4/sjrS0/9n0CyYWnXLr8X/0dwUR7o8glRCgyAqc2TaUTihC09ZW6Cw6SJIMOgCobSrsW1UHzeAAEjwFLqh1Kn3YF/ld+aQSba/DnIyxnRrTrEK0PbehYu7fyyZ+srNmzcePLN1NCKkEQG796DdrAUBjUGs0RnXWt8W1/yb01f1fLj5mxNnHzh1x3iccxxOj1nzctqaVv+J11pN3OCsnKftiOk2ku8HrLbZNzC4kALC3fhcSyST6B/q2HJaOTPvJae1sbrvo+tMmAsD1v74hMXa8WxOyWTEqLxt7u/qwvK7tI+e6dZ85HI78pUuXPgvgnxisNPvpj9nvkCzvcVk2M6GUItkUQIVM8RUH2CJhsBSYwmmQYAkyeB51ySS+LCwEA4LN8Rg4EEQVZXBpgyiiUxDg5Xl0iOLupwYGVh6EbklL+5/c7/Vem8lyJd2ShJiioE+WYOI49Egipur1GKfTo0UQIFOKUp0OzYKA1ZEIVAwDA8tijF6PDbHoOCenYgrUanZ9KplqXvuomk8ExaFVpxx/xrB5fYt3ftzz267OvxNCHj3Pah0/2WBcBQBahsn8rrhe2f5BB4AnAYAQ8urV8/7yZFn22EUAsLtV2/S3bW/cCt3Y07M8mmG9gTbUd274KEPfP9+oMcOo0WBLSwdcRoOwva158WHpyLSfnMcf8z9LKf37hRfZTrJa2XeGDVNj584EFIVi9045vHhx6FMAV6VS9O6HH+5/82DskxDC3PLhr0e78hwI90fR2+yDM9eOrZ/ughAXUDg6D6GeMPKGZSOnMgOeYg98Lf1o290Jg8OA0+5YgPIJJaCUIh5MoGNfF5y5dtpT3/fwwYgPSA8i/aLZObZSVigOJNemANolCZfZHdAyDBpTSTSnBOgYBiFZRp5Gg5AkIaVWSxVDKjgAyLLby5xGI7tsyReQdvmVZYIuNUarzyu2MC+5eG4U9ueRoJTKJWMLns2NDL3IofM6wnXNXbeof7Neisusb0nq+Reee+apbyubTCmVVl3q5oAkUjIPZ0bl2Okj52dTSpmtuzY076ndudA6VXte85qa6ZkjC5Fo7ED9jTfCt6WBz978lQZA4rB1aNoRQQgZj/+/vEAFwEUIOQMAbDbbP26++eZjDQaDm1KKuXPn4plnnlGvaWh9bnV9y7MApmAwH9IWALf9mDg4hjGruMFyUTI7RKnMW7h/SusL4BkGoixDAcXezj5wnBltPSvAsgyEVBJ6bSfKPYOrL6OxOhRaLdjX+XJ7Q8Axa/mud+t+TFxpaT+GyW4ss2VYXaG+CBzZdjAcg/52PxRKMeXssWjf3YGHznoKlVOLYcuyY9/qegx0BjDv1zMBBRG9RWdMxlJyRomnUhJk+F/epVEHBKV2eXO02u06OVGYe9y8YWXHfLyzZtX+ZdD0pNMnPR9j9hRLohTiivXVt3923e1dm9qaW1/bcc/SvfUbvi1OhrARSRHBgQfL8Hy+q+LCytyxY6sSfnzR2vD2zuaVF//pnLI9PX1d4FVqvN3ci72sHaQzovz5MPdp2uFHCDEDOGn/lweWfR1LCMkDoFxy1tVXd+0LPGW1VjLDZ9nQRZz4ct2SCx944IEYBpexvQJgOoALfuxsS72aZwFAVihmBOMo43j4ZIJOhgElBKKioFcU0SeJIJSiIZkCRwhsLAcPz6NCq8WWeBwZKhUmGo34R3//w0uikZsW/Zig0tJ+JA/HV7p5HjpCQHkODoZFiyDgBpcLPCFoF0V0iiJSsgwXz8PKccjiefhEkdp5TiaEcClK9YUaja6dN8FbdYEqLCVFr9FFL7Tn3LOta+98AOOBwXsKQsiakWVzlpRkjxzX3Fe3/aWc3A+0LFuw15D78W5oH3hj1yf/lnSbUqosmnOHsv/fsOidBTH2nKtLMod7OwYahW1NK65SyVsHIoxpvmCQ0R+NIttugaJQ5NgtOQAOWtn2tJ8mQkgu9v+e4f+nuVhICEkB6L/hRsfK9nZhitPJYsP6JKTGX5lAf382INWuXRP7/UEMheE1PAWAUF+YVh8zhDAMg3goAUGvgpgUYbDpsGdlLdQaHgQUmSVuWDwmeApccBc4EQ8nULuuAcWjC9BZ1yN+8siyaZ898dXagxVgehDpF2xvMvWnMrXq+vcCgdKUomhKtFrIlMLEstAxBBQEWRwHB8/DwfPwSxJ8lOKN7q553MZNFaIsF40ryL98X3c3ojt3o0SlYoiiqPUsCwCwM2zRxX8/6zpvkWte6+7OD447ee5ZU0vmFhNCwIC5QB7aaQWAPNk0qtxTXQHg6m/GeO+ND/3Jm3+nq6PrU0EwD0G8ZWWtVvk8x28YCat5Ys9zrz++bfKZYztKJxQsFDY1ZBvzcyAkJZgrcnMLRuSOAfAfK7SlHRVG4/9PY/5k/+cTAcDv97++YsWK6urq6qtMJtNvZs+ebRw+fHjw/PPPf0+W5dEYLCV8HYDFlFLhxwTxxd76pS6T/mabXlclsFUmAHMP5GUxaNXwmE3oDIRQ4LSjJ8KA041FSujHQPAjaLj/v4SaIQpESUJSsbanB5DSjrQPHvz8s5whmS+k4smpvlZfvixRZFdmItAVgqfAhd+8tAifPf4VNry3HZyKQ0aJBxf89XSoDepg3cam0SzPXhAPxSuyKzNPqvl4FwpkNWBSM6IkmwBAq+K1Gp26+vrFl1/Ga3hL7brGt3JN5j9lhYkVrNqm5nXXZ5V5eW+hq9K8aWDW8dUV8z7cvvf/5NE6b/aJrpvOPuUv7X1dyd2NES4SV3zK+HarL1OGens2KjrVm9bXbwhdcd61V6SExDu14SS3V18CU7wfQZN7+pHp2bTDTAdg2v5/ywBeBODZ/yE//cojF//6ohubjAbTLfnZhbNuv+7PyH+7+POnX30kjsGZqqsBXEUp/dYkvj/E7s7eewDwSVFKVcrKaeBgZwDoWA4lGg0USsESggK1GpvjcZgYBq2CAFFRkKNSgSUELp6HmWHQJggQKF23N5lMPzBLO6K2JRKPqhlSujGeqJAAq5XjkKFSIS4rcPE83BwHBUBQkjBUpwOlFE2CgNWJ+Lt2kXs1UxBHcMAZtclkgVi4AOOzhpBmfwefbfHwAGBU60tucbnnjNDpftcnSfvucrsTY4eeODvTmkkKs6qPb+tcQzIYCpNWW1ldtmAGIWTsNwv5nDX1+oXZ9qIF+9q3JAkoF4w2r7BrfeM7uhuhN0xK9Qbblu1ormk5oap8CcNgDssw8Oh0iKUElcdsnAtgx5Ho27TDKhv77yEAdGOwiMJx+7+u/8uf+2dee51jkRIu/Z0HZ+bHo2qq4XW7Y6nwowczCEqpdM4fF16eiCTP7KrtiWWWeS4EADElomRsIdRaFTprulE9uxKJcALte7qgMWrh7wnB3xWAu8AJvVkHtU4NlmcR6g0lP39y+To8cfBiTA8i/YLd3N310q8cjn3ZHL9htskEERT1qRTCsgw1yyAkSahNxDGBMwEAwrKMHcnEfR9Ho0sALAGAVy++qKbA6ZjaIQjDizWawpAkoSGVAgNgg5TyDZ1R/metUcMZrPqJSoyo/X0+2A0u+MO+ToMkW2VBgUmyQGNjKr4Z3zHTjnedt/DS6/NzCnlUTEF9cy3mBJ6cUK2ViCDswJVffvHwRdefitWLN/ZPv3CSPrPEg72r62HxWkAIoZml3lKkB5GOepTShzFYYe0/uf3Xv/7152q1+viWlpYlkiQtOwRxUAD3AcDYkjkOjjXe0BfcNxLADOxPQkwGt0MqFYHCD6C543VkWHRQEYI9nYNVFziGQW1vCB7nmQdt3XJa2v+KUioRQi6auWjy80OnluWXjC9EZ003ODULSZCg0asx5ZzxGHHsEFTNGQKWZ7FvTX1q+5Lds5a/uLYBwG1jTxxhM9oNPoHC7ItET7LqtCpBlOCLRJEQRFEzNz+3ZFzh2QAgS/JQVXPUqmwagKQoNKpIrQCKBnZ3w65Sa/q06kp8Ixm7Mafy9rHlVRPGlgOMYy8e6Km3LDo3L4MQgibt9tZPX37nQeAemI1W66QxM7iCgB+afXtw1qxJqGltyDluxgneT798P53L6yi2f/bQBf9pm4ef+/NXhJDlt/763isDIb+npb3xYUqp72DHsqquuQPAxQBwi9v9tk+SFrapNCeWg3oBIKUoUDMEKWXw/rculYSeMMjVqFGfTKJdEODhefgkCU3JBIrVatd37y0t7fB4wNe3baHFckopx9XNNJlhZVnsTaVAMTgo2iEI6BYFGNjBW8+YomBLPL73sYGBU/ZfP719m9vzlZGjl7aEutxVQmJKPJVAra8ZOl6DJn978yid7t5yjWZUBaWztsXjYmSgkcCaiTZ/ez+VRQMlrFY2euHWOyoBaADED8RHCCHXnfDwgzmuweQwXf5WEHFdVbZZ1AHt2Nry7Jvbm1Y1A8DVM8ZL+U472gYCSAoi7AYduoPhEf9+1GlHG0rpavz33FdPTBt68oeV2ZErQ/GWxmgydFAqsn3Ty7e8/R6A9wghjEqr2qvSqSpDfaFz8pICp9aqIIkyCCGQRBlggLp1jciq8MLkNmHTR9vgznfB5DCgflMzLF6rBoMVMeP/ea/fX3oQ6RfqDIvVm8lzC8pU6gezVCrGyA3+KrApAeVaDXQMg2XJiKxi2aV9onBMnyQqtcnUqw/4fDd/vZ2znn3uUQCPzn3pKcc1Ic3GQl6VX7Q/l1KZKCzs6wqEtaVeW6rdL9G+aLyuepW1Y+XA6l21266t2lz+nCpOcm07lonBnv4t+EbNwdFV4+eKksBTStHS3ogMTxbCdVYZ8GEgTvujvrr1ADB3xolOuYdqUALojFpBZ9KqAJCMUvcoAE8d+t5M+zl4+OGHv8+J4aDYULekH8ANV0wf1w0A4WQKuzu7IUoy/LEErHotlPjHKPfaQADU9/pg0g4mShUkCQrJUrr8relVNmlH3J3TNBOuvWTIueLEovOduQ4wDIPMMi8aNjUjqzwDsWAcnStqerLKvcmGzc15oiDFa1bXzVj+4tp/5Rra8N5WP4DLCCGkPMd90fjsrGecJiOcRj3iKYEL1oZOE1Mi5VQciezsYYvmD6F+i0ra9/nee/kvu2N7t/RfG4rETRqW9bX7g/9Wxnx5Sle+pbMLVR4XVnT5kOKdukSkV9KZtJxI4uu7A60iAERikexA0I8Mqw1jvK4EIURbnlfsyPRkV2HwiWPaL9z+m9nHAOB3uPKQ7++Pvb3Lrps1k/vNjOmXr/tqOTbV1KJHFGFkGHSxHCwsC6tGC4FSQFEwIEuwgcP2eAx6lgXDMD2rY7E3/q1KSVraYVSkVvOnmC0nDNNo7qxQqY0Z+9NkqAB41Rpk8Dw2xWJoSAlLhuu4GVtiMa5LEmvu6OutOlDNGQDu6e1ZCmApIUTtZzXvVziLjplROB6EEIRS0aEDGnsHEEOYQvaZcvqKdi/OXNq0ouPjJD1h3tBz741ojWPDYopp6d6zCcD/mV3uNGV4eFaVI0gppMQEqCKBMFYD0AdJlpVEsu8zYHCw6Zxx1UWUUrAsQ20GHQEAp1Ffdrj6M+2nb/mudzoAHJacpftn1P31wr+d+Wn1nCFc45ZWqHUq+LuCCPaFYXGZoDXrMGxOBaSUjPadbeC1avQ29SHpMCMSiKKvpf9lSulBG0AC0oNIv0iEEM27eXlflKo1lRujUehZBi2pFEAINMxg5TUAcPMcXRaMXuLg+BcVRREtLNtxq9s9997e3k++3t7Z9y6cf8NbV79EBUmVuOljYUN7kDp5Xj1WpzduvO5DEZVeVEdV+lBXf+ytmX0nfPjgkk+uW3z54yVjC4YCgD62Bwt0zb8+fZr705yrFl5NGOJt29X5cayFLBlaPryjtaMpq655X1swHLQwmdcyW1te2Rhu2HL14t1iCwCUZLuvHz1g1w18FALa5Xgr2ts5EEPPVy1Lccrh7t20tEGEEPY3sybZAUDFMshz2NDhD6HE7QQhQG84ilA8Cb1aBa/Fghy7BQDAEAKWNodfXPHm20cy/rS0R+dqF1w7XvVGreJXf5xlRzycADqBeCgBk2OwJLreooPRqq9r29n5Ys6QrMuCvf7akrFFc6adN6Fn+T/Xtn69vcv/cd6TpeOLLu3Y0BJMvVlvafEFEgatSjtM0mdvufUzyWwxcMaOWOamlR+/Hywz3rPk7XVbbzh2aq/LZHDIBgMC8YShOjvznnP+uPDRnGFZv+2vjUS6XseTPS7rR+fs6JumXbtP6Av4AmqLw/ziP2LxQsfuj/Z8sfWaB88c3H9pYfnFkiyirmkvGprr9rEMU9DX39P02ZcfrAIO6kz0tLTvzabTjejt6CRD2zqwjTCYaDCgWRAwUqdHQJJQn0xCx7KIUYrpBiNMHIft8TjUDIMOUfjs7WCw50gfQ9ov200u11MTdPoLVkej1MnzqE8moWEYJCiFa/9DaifHoUuW/uKUxF4HyxWkKLbc4/FcQgh56uvLzqaU5Odef8yUz/Sa1uIBkYusblVp3AYHn2P2qqyTrylYW7NEsdgL2EprnveF5Q9d39m94ZWpE684blbZ9GMBoNnfjjxr1qzk3NQVj2ZmFXh4fsIGddbWYXkTHxOk5PJoIjito7+xV8WpOa12uGZH17LmgVDD7R/vrHkTADItpsJsm6WkPxpDMJ4kkWRqg1mjKWvzB784Ip2blrafyaHPj4eTyK/KgZAUwGt4uHIdMNoN6KrrQcQXgVqngcVjRcm4QlBKsW3JbtgzrXTNG5sO4kK2Qcx/3yTtaFOp1rizeL4CADhCkFQoOgQBrckkNIRgUyyGPYkEApIsHms03jfZYJgx1Wg8pkKrvWmByfzWhTb78K+35y1yzbd6zRZbrl2345LRLy+NRafoGaaPJQSmiMAXaXKhKixD1vRprlLJ8Pgxl087Jtgbqo8MRNFV14MGgxddokqxnTLz3qLR+ScVjswbVzG15O6CE6xvPrf+r1e98u5zY7v62283ZGhMuQVVRsv434zpGjfpz5fdOuu+guG5Gh2XSjpNFpRpveCsimLxmAvsIu8+VaaP3zvTcNa39cGFw1Wuj87S3fnsAu0lhBByOPo97ZeFUip3BkIPA4BCKeIpETa9FgxDQAhBNJmCmufgNhuh4f//eH5KkgFCkkcs8LS0/XLNZKhJTdReLgUlmoBKw2PPylqAUEQDMbTt6UTDlmZIomwsm1h8Z/GY/DFjFlSfm1nmvWvcySOf/3pbhBDiLnCdqDVqUDyrzLJeHTkzEE/80azR0EgyCaYnzpGWCAKxOLQiFug3+u7xmIyGhCjWBqwsQrMzIJZbkWRkLmdY9nO5Q7Imjji57NjhY0a+N0cVHUt2Pzu/dd07FSYj3W5zcPqAfqIzrio8c9Ksyc+dfN38UwFAq9aKTrsbOd4cTFYFc2YLtZYiEh1xx+nnfHbjMXNKv60P/n76aTM//82v/vjnk08afTj6PO2XZ1Vj46O7enrq4lSBhWURUhTYucHVzGaWRZMoYIhWCzfPQ80MXrYTAP2iAI6Q2BEMPS0NAOBguaGEEGSoVCQsyxAUBVvjMWRwHNbGYqhJJNArSTSL58+bazSdO1avnzhSp/31SSbzE3/2eq/6elsZFtM0r9lYpler2I747oYbPv1LfkJMbrDpLIjLEgyZI5mkyohAIsTklcy5Z9iIsxf5YoH6gXgwvmvjc+jf+DTaOrahr/azOdMNhmsqNZox45jk5VMq5m7cVv/iG59seXHqKyvur+TZhMmsM+hHlV+Vr+G1t5wxtvpph0F/fCiRPKc/GofTaICW4ySHXl+t4lizTae7+pSRQx8ghPAAQAgZSQg5nxAygxDCnj1u+DUXTBx1a2WG23Bk3oW0o13T9vbf9Tb1Cb3NPnAqDiqNCnqrDgCgyAqEpITMMg9MzsGHfIQQyJICMSUQMri886BKz0T6BdqdTLT+PTPrz/kq1YLaVKqxmCrHO3keJWo19iQT2BuP4TyHE4QQ7apodOyBmaYKpVAToilWqW5/ITtndIrSvatisQuV66d96MixnUYpaH9n4I3XAoGNJ5jNoytU6ptPs1gu20tA5uTmwGk0wtltyHyu1Pch1qtb6vt31o+4aEIxSjx4JCDVukozxglJEbyagywpsOXac0bPsr9r6cnp8MkdSE5vxa6GvWjb2oWCE8dPN7vN0/NNuLhk+9tLN+0xfKLVqDMwQW02u002uE0w73zffq2deenRudrU1Z8k/s+sjouq+Ycn53KnSwpFXEIQwFtH4K1IO8q9uXnnbwkh10uKglA8gQyrGX3hKKLJFBiWASEElFKE4gkE44OzTI0aNRKCkC47nnbEfVgnvejQk6laTrb1rdtjUlUUFI87aSQYlmD7F3tgtOpROr4IBcNzh7dsb28HgFRcAK/mICQE99XPX7xGa1Bn97X0vwDgD71NvncsLuNl3Y19a/s6/B+t29oaHVuQvXxolvfvVr12hD+WREWGC4QQUtfTd8zsyuLeVp+/sfDcylDp1GKzPEPG2jc3Od08awWAWF8KWikLxWMKzxglKwtyQqqWhjFCvnVkAsteXwOPKqmpPKt8YTJauPC++x7cG+yIfsoQJuFr2Rm/aVj+eADID3diQUX2pL1W7iNCSOXXE+zPLi/PfOmiC97ymEyWLIv1TEJIEaVUPhLvRdrR6/M9eyMASh/PzOrkCMkwsyzsHIemVAr7kglM1xvQKYrI5Hl8Hg7DwrKQFQUulUrZmUyuPNLxp6XtSib/Qghu6xPEtiRV5ugZlj/BYkWfIKA5Eccwqw1lHEd4gpMSiiLpWJaT6eBNLgvMfDor+zcqQmL7UqmrOi26r7KC4RqTVlPUH4u/3R7q7pxWMGZ2tbdi0VnD5v+hJ+IzOfRWDPWUYnhGhXZ58/q7/fFQ10srHm85L9FUwTMMdm34R0dpKjIjoNbAznGIaOywmrK05V7P4+BKfJWZBb0Obh2vxDdgW4canYH+igafv4IQcnE0JZB3tu5uO2fc8KgoKyGHUT8eAARJ5ovc9uu2tnVNIIQ4AYQADAfwwZljq4cOz8n4GyEEKo51AEivME076D584PMPp18wcWbltNKV3fW9JKPUi+76PsiijLAvDGeeA8lYCizLYteXeyGmJFROKUHbzs6uUF9kz8GOh3xtKeoRQQj5gFK64IgG8Qt3h8vdMk6vz6WEICJJaBEElGk0CMsyekRxa1hRFnMMyShWqbP2plL8WJ32hEL14IDmhnjs6Qva2i51ZNtMANDf7g9/ve1ZRuPkCRMnfXXtnJmsVa9HTW8PPhntw/wVbyGDTeHNgilITp+ETR9s31c2sbg8FU+hY1cHPA4TUmoWpf0TUeqqQkpMYqP1A5gLdPC1DkBMScgs9UBcugZXd3yF57cJiy58P/HMRQ+d+Y+q2ZWXhvrCsG/fhqtCG/FGfc6Swrz57I72jqcu+udLb/xltmbcrHx2iU5FjCYV8FG9fPGlHyaeOwJdn3aUIoS8DWDq/i/thIDyLEsYQjCjrBAeowEusxE2gw5PLl+PrkAYDEMQF0QwhEChNIjBCkLXU0pfPGIH8hOSPlccWTqz1n7un0/x5VRmEUVWEOgNIzIQRXa5F6gNw7e18x/yaHtbNBArzCjxmKMdoRJnuXuop9AFWZTx2RNfHfvh35YscebaPb7WAR+lVDrQdqHTri9x2x/yWkyXVGZ6AAAt/QGIkoxchwVRIlPT1aMItGy8aWurWDG5xNxTO4DwMh0MjA3IqsUfzdVgGQYrk53Yd4IZkd0ixgrHYxP9FPqRBOwKNwxxh//MK+e5Th5ebbp6+tQ94/Lyva9v2YgSlwf5DmfqXlvtZ1qLVtr68c7rlj2/uu2iP532YHlV3jXOHkrGtWn7y++8O/PHVnFMS/su51ptRUNVqhoTy7K5Gg3isoyIJGGMwYCoouCTUAhTDQZ4VCrsiMchULryvPa2qf+95V+O9HniyLvJ6XxxmEZ7nnn/Mra9iQRy1GpwBOgTpWBtKvmHLJXKqydMvgLE9YScPVynU6kYBrsSifrTWltKCCEql8lg6Q1F+r7e9oLyGQWjMoeuGZM1zDPEU4KUJGBD+w6YNUYM85Ri8/Y3lLLWZczKaLTJy/MFFpbFTmJCd/4xENRhSAqHouzBX4+Orlfg0PbCF4lhW2snSr1O6HgO93++Cg6jvrU3FMlbOHLISUOzM95iGZZRO1yQ+nvxztbdLeVeVzch5IuX1m29lQCfXzZ1bIlZpykiIAgmks888dW6RYe/59N+Kc6444TndBbthZllGVBpeAx0+GHLsMJd4MRAZwAtO9pRNasClFK07OxA577ua177/bt/P9hxpJezpcHN86v6JAl5KhVKNRrkqlSwcRzy1GrMs1hGFKrVU+0cx6oYxulk2eq4QnFg8DGuKMKz2TnPPMKYXjo7yeZ/s+1l0ei63t5UzwO7u/BRfS2Wu8JQNzSiRJOCgQccO7ZFexp9MLtNpQOdfjncH5ECtb2v93X6B2LhJGRGQne0DZvwGdqb2rB3ZR0IS0ApUL90l5TTvA+hJE32xWgDAET9sS8SkSSsXgvCOXmxd2u5VceOOm/OyJycmaPzcv8MAOOy2AtGZHDGMgeLZX1W/+3GP8w3jzv1X7HbZi6a5D33r887jv/tFYfpLUg7+lwIoGz/h3NMbvZtZ4wehqunj0e51wXCELQOBNDaH8LU4nxcPHk0bjxuGu48YTZmlBU+B6B4/8++fiQPIi3tgHgoMcBwTFBr1MCV54CcEjHimCHI6iK4lQ7F/UNnXVq4Nsl4i93exEDMwTYEK5X91aVEQZKV1lDBr2dN/Oj47Pybv9l2o28gpub5t5KSrOxo60KjbwAmjRoaFQcVx8HGqknHl3WpWCiu01t06ra9XUgk470duq2L4+UNMmsA4rKIz6UOrHNEsPOLvZC6GURSQcSaZVrzebPkZLIRiYSaAChvb90WWLxl3Yq/LP0I/fEg1rU2db0Sqds0dFbFCUWj8hcOmVF+LSGE5IzOPdtU4STJ6U5c378klH1V9h0Hlj8TQkj2FdnXF9xa8JznVM/Iw/tupB2NXgr4G1iGtNh5Hgql0DIM2kQRX0bCqE0m4eA4uPjBZW5ahpG/isXOP8Ihp6X9GxHkywFJQoFajQK1Gg6Ow1CNBjxhMM1otMw3W34bLZ7Xnz/nrgw2f2o5IUQl7i9hqwDhx0+449aPz3/6g99NuHL6N9v+YN+XTSqO+2pfpAbLmtdhc8cu2LUWDPOUghACe8541CWTMDNMQUyWhHZBQCDa9VV736e10egeABISqTDau95AMNqMne3dSIoSZlYUoT8SlfujcQoAgiTFAeCdrXs+yx02PDVqyjSMHTkStX3+bWPys7XVORnjh2S6fw8AerXKU+R2FDmNBiQEMaFQWnryyCHHHoj5qhPOzvjsT888/u6dj/15TNmwg76kKO2Xp2lb2428RqVY3CYosgJey6NhSwtq1zUg0BOC1WsBp+LAq3nEw4l9i//w3iOHIo70crY0rI/Hnpii05/dxDCkLxaDXxJhYlnk7q+uYGCY4aM1unmEEDBAggewIRql3bL8EiHoONFs/BMAUEACsPDrbU+fMMcz85xrzFkZufhi4xKJlHZxqmQJlrfuhVOOYY+rqIthSEnpuEKGEIJ9q+o+f/PRZedOOnPMsAmnjv7r1tavCi06S0buKC+r26KFwapHIpREV30PxpwwnKsL5Imf3PHcpU8u7Vg+e9HUPGeuzdaxr+sDm9U4snS32u3OuWh8fywRM+kM+g2yL/m3+067ZWJqxISq1C7IAFZ6J9n0NO8kUKUbwFUAoMkZ9qTKXVDJuwrONY9duD204e11h/UNSfvZo5T+nxl5hU773/NE8xWComTl2CzwmI3oi0QRjDOwGXUYiAYQiMURSqR21PX2X0UpTedESvvJ6ajp2ZxVmjHb1+ZHLJJA+74ujEsawDIMWJWK2AvspxmG5w4FgObGjYr/1T3w5bf5Q6x8ZXGEvyrLZp5MKcXJI4ZsBPDy19vmWGbU0Ew3AwB7OnsVk0bNqBgGvkgUkZQQyb5qiiElyigdX6RRFAVLn1552wcPfP7aOdN+t5p1Oy6/2bs2s/SSYVZO4GFslSFaAljS+jIYO0PKphdwa1e/t6v+q94TKaX0/oUnzzTw+tpgPLHJx0mFhtNzMyLhuKFSliHEJagbHPmX/uaKPwR7gnpvkQut+zpptIgrNJqMNzuOcywF8KVroesY8yjzXwlHwPBMGYAJh/0NSTvq+GT5CjGZ+OwYk5nRsCxkAC6WxaZ4HJk8j5XRKJwcJ+9KJu943j/QcqTjTUv7pgf7fa/+xe35R5coqrsFAf2ShLAsQ7X/+26Oyy535P9hiLvYWGTLwdburdibiCGiKJs2qJx/uaNkyhsqlidaTj2UEPIG/caSGX2pXDliWAHaO/oVrl7L6NU6bOncA5fBht1Na2rLWbY8U8VDz7CqmmSy7/c9PbMtEdl+9tSzHoolGsfta3oyo8LDqYWkCL1RD4Yh2NnejRyblbUb9FAopcF4si7XbtWcMnLoafuaml8CITPqN6zPdBs0w/2xhA8AesOREACTimO9gVicmnVakpJErdtonKxT8X8C8BkAHD9+xl3TqsZcDACxZGIAwF8O37uRdjTa+P4230k3z31LY1CfVjGpBACgN+mgKApCvggoVdC0rRWSIAdbtrWd8vXE9QdTehApDeUabdnA2BHE5HFj5LJVYAF8EAqgQxZgZ3hxayLxvpfnz7ZynKlHEv3lao23SxL79QwzUsswE1OKQtUMQ6KK/G8VQjI82WdnenMMAFDoKSD9tjC0ZifW9V4Ba19W77a2j/5a0KY8SfMpQwgBK6RSW64wtZjUNY4Xvkxt0EwYp4NRYQGA5Vm4C5yglCLQHUAymkK4P8p1l1Q6CSHq2z+99lNOzZXJgiyqmxKJk2wl3CeubnyZG0Lrtt3tGVOzy4Z5Mu99rSUPD3eMQ1mmD0VDtZgcW4dPatkLnCfeMk3sb/2VtmhMCgCgyBLSN/NpB0GjbyA2Ki9rksNobAZABEkGz7LIMDNoHRhAUhB7tvT1H7OyrnnnkY41Le27OLOtNllWwKtZjJ5XjYEOP95Ztxe8UYCclHxr0bd8BM0dGumOU6lhfNDJuU0dmzZ1OeS99yQFUQUAgiSLKUnq/Le2jfozVfuXP+hUqrDTaLCkRBF9kSjiSeG5hg/2jHCMyJqMQhcUSaEuJXfC28988XhfuCu0jfmyjtcbShKxFPzdQbjyndCbdWBYBr3NfWipi2FrPW/Y0J9QPXLG6SdcPGnCWx+Ye7k2pxyMCimTu9gNrsNv6qrpicnrdcmhBSNO0MF8wlruPexZUQNJlMiEguHYvncvxs6tevOCB05fy0rsE1ShMgFhKaWpw/xWpB2l7uvr++Iqm/2lOKXnazCYQNvEcXAeWBqUTD77z2DgypAsp5dVHiUIIVYAJwE4DYMzkN+ilP72O7YdCmARgJEAzADaMJjT8+WfylLbEpXaK1GqVhQFeWoVRur1WB6JQKAKkpTSJiG1tFTvcAKo3t1XH8iceZsuHPcL3TVL1ccWTPmTPx6Me4xOfUJKdX9zAIkQwrx2xx+GAEBWpp3Zur0zOTarWpMUkzDwWnzauP66qMb75kTZZ9ADkEGSV83988oMW/64hu6te8zsbiUuiypFcSAliShwOgAASUFCQhTRH/3/eeqPHVLylMdsPDfW36Ns6eoIO4x6LVgOZp3Gsbejp1Oj5l2EEGJUq73+WBydgTDUHIeBaAzBeKLioomjWvzxxGOXnPLrFABQSiFIYvqeIu2geO++T8+85LGz51NKBzNrEyCz1IuBzgCoAqF2Z8Op793/2Qc4/dDFkB5ESkNtKrlqZkUZSHsH+P2FyvJUGlTrdADA+zR691sDfce6ObZqiEZ7r5vnGTfPu9aa9C7O48GnNXVbuXDouZcDgWcv/UbbkUjo4z11O+82Gy18d19n44YXttxRnT3+8THemZb1fas+4zoNu2dNPpOuXfIZIqZe0b13R/EIFzIAYCIjTa6p8KJ1dweat7ch4h/8465IClieRee+bhSPLSD2LNt98VCi0eQyFibCSWSUeniUgn/umd3oGKpGdnEW1+sLZhvtBjRs60Cddg4YixZt2ICR7hQy8ixIykHdho6JFYkW/euJhg0zlFTsXCnQvSm08Z1th/GtSDuKbW7paB2W5RnfH4m+r+I4d67Dit5IFMF4cv172/dO/alcAKb9bwghHIBZAE4AYAXwJ0rpju/xcycCOANAD6X0mkMZ448li0rSnedAT+NgmgpbphWaXCPa5rgAwFlz6/rlsVflTdjuGTvBPuUqAGC0w4ZQlqK/aQvWN7a+KMrKGx/t2PfVN9v2R+MretWRSgrAF4k+HUgknDlWyzlmjUZo6PV/6t3Yq2hbxcm1/XFIejY6zDN1gceRwXscGY5uf63DMJRDV103ZFlBIpyE3qyDmBIhpBR89Ek+FI0jX1+R+WaGZt/rTUqES053wk2IRazppl2rg/AMdSCSCurJ2ITeX1CLLas7UT69AACwd1UtzE4TjlswA30tPps90zafKrR32fq1F/J2fkh0T/SZw/YmpB31HvMPXHClzR7O5fnLstVqVbuQQrckSX2SdPMjA/1/PSTrEtKOCEIIC2AfgE8APAXgbQCO79h2JIBHALwA4CUAIgbPOU9gcADq2G/7ucOtTkh15ahUKUqI2swO3mZm8DxKNBoAICKlhYt3fTKjNdQ1N9PoPiPXljMFthx1vHn1MJIYwK4ecWB7977fr2/f/u5cXPLN5mmoRe7kaCg7PiAm1zftWaBSdA+PyxlWVu9v372ip+6rYcc/5Psy0mbQ+WtpjcVEq7NHTQCAbGfFUCFSD4IetA74EUqkoFAKhhAAFIFYAkOzM8AQQkxadYlerQqmJBles4kBYGnsGwAFRZbVQgKxZKZFpwUAMAxBocuBQCyOuCDCpteB51hVpsWc2xkM/vn+V/42PSUK/fFkMnLxX2957KL7/21Fd1raD0YpVQgh1sid0a16s7Y8ryqbad/TiYg/2tuwoXnW2jc37z7UMaQHkdLwvN9ff89lFzVner35q/Q1MPkGEJUkhCUJCsfBMP/849prdvz+wY9efvLJrOzJOSrVWVsJkHP26dAZdBCL892XPPDIY7/7lrbfX/Lm7ivPv36a2+EZzTDs+BPyLrw7GA4ykUgYOZn5Y7Lrb9/Af/lJuzLrxIzC0YUq0Tut/JWVqxApKUWnLwm5pX9wXaeGR35VFmrXNSARTSmhvnBX3rAsNwBerVPxJqexaNMHO17MKHGf6My1O6LtIQiz7MjLtWPjB9vhLXQi6o+BAYVR6kSUz8eViOKc5iK8vLIVnmExMA19AGEQXP3qLgA3HOa3Ie0XYGdHzwYAnmFZ3oJIKnW3IMnLP95Z8/SRjivtxyGETAfwKoAdGKzYchoGL/T/4yASISQLwPMAjABaAFxzCMP80Tprum9t2ta6VJZkLhaIQxIlqHRqUErR19yP6jmVVzx8/jOz5ww/c30v2zHfanDmxuKb4VDakGO3oD8SDb65edcn39b2G5t3/WrhyCGbREn25DttJymUOimhHMMwnEWvnVk29UJPUO4JlByvtxJCjG3v1gnxhA9JPoK+cDfEbgMc2XbEwwkQAPvW1CMaiKUi2/QDss2UQQAQlvc+E99Xd1xjYoXQlDXWWGjTyP0MOSnzInQ1tuNLaTHsWRa07e4AYwSS0RTi4Ti8xW7oTFq07mqDmJLgLnBCkmS249mOlw7vO5D2S/G4f+DXAH59hc1+gZPn5tSlhDsXBwO1RzqutIOLUioTQrIppSIh5L+Vht9BKf3mstnthBAPgOsJIcMppUf8wSelVLrX433bwDBnrRMEmBkGEVmGjmHg4XlwhBSU9Ww45spt7z3x6ILfMyXJvImRcA9rzhmPstyRCCbCltuX/v2Td/csaf6Wtuklo06dPNI/ZEEoGcm7ZPQpj3WF+3ThVBz51syCE4afeXZciAXDvCleNuIyXYWYzN3btlmym1xcOB6AIA0FwMNl9MGkUaOl34+UKCMYj/db9XoNs/894BlWV9fb/5rLqPeYteo8SinhGAa5Div2dPZAr1ZBkmWAUhyYKuWLxFDosiMYTyCaSKGXCYOAgSwmAwvv+NUfAODc+77tTikt7X+z/+HzEEIId9KNxz3MqrjoW3d/eMvXC5ccSulBpDQAwJPvflh2utV69+kKrvexDCuDQzslSvKs3zI5Q0ZrtS31bgB7rujsOPdkk/ntsRne32VxzFgAhNHr/f+p7cdffGDtWSdeqL3qgt8+RAhBa2czvO5MDKzanlNpZR5U0ZhG1doOjC6ET+YRO3YuUjEBsiEFEID161EamIjovgg0soK8OVqG07FZbbs70dvkQ3+HXxkxd9hfrBlmZu0bmxrEuiBfpDKb4+Ms8LUNoHpWBdR6Ndr3daF8UhFKEh3o2tmAk0oLQAjBfIcbz2zrgqplizjQ6zvr8PR42i/Zzo7uJgBnH+k40g6aWgBDKKUDhJBLMDiI9B/tT9D8PIBNAFwA/tsNxBG39JlVKyacOrp4yLTSV6vnDBnfuLUFTq8Ne1bUoGh0AcSkaAeAJdteq8+0F1QdO2P+dW5V4iIoyAIANc+Fv6vt/Wv2X7hqxvhHs22WMcDgRblWxcNbOnlhpje3gPooAk3dsBWaENX4Va5yHXTNRpiIDVnlDrz8jyC6E2Xgos2YNM2JcfOL1f05kQzv9hT2hUPQ6uodc66Z916wMyTuXlHTpNuryy2Jjtb0uXrQo2tE1bQKAED9piaUjC9Aw+ZmJKIpDJ1WBgAwOozoax7A6sUba3Yu3XsV0g+U0w6xJ/wDL2BwQDrtKEUpFb/ndt91Y3iggtlP5p7u1p7us8+zWj8+y2J53Mhy5j3JBDhKsTUex2idDp2i6AGAqz+467FJWUNWnELDt1RMv+EkABqOYWWe4b7zWJ7Z/GYrgEeWL3q5q8ie6y2256El2AmJEp3JWnCPQWP29gXbIUgpAAQqjudUnBZmPYPuVBQWw3CkGIBRGZBM7kCWrRflGZKjYyCIvnAUFBQ6NZ8zvazwrt3t3b6NzR1dRrUq02sxIZYSYNFpkWk1IyEMvm0sYdDhD0Kr4sAyDOwGPQaicfSEooimhNtW17ek0xSkHVL7/zZcCQC46/Dt9yfzByftyOro8wkAbjzXalssUWodrtUW9RRVaYfojcesXL9s00tvP/3VP/HUgQv9dwC8c/sl51/uddhH721qeeai/9J+KBKs6e7rbM1wZ+X2+rr39TXtDRYveWSEcyqrfivvt8i2VmD7S+vQzTbDW+BE4ah8MCyDhs0t0CUs6C9ogjZoQXV8Iny7WiFV+ZDz+FpEpxZCXeZgHNk29Db5MPr46iKGZdDT0IfsfAc2vLsFI+YOAwAoooLGTS3I1Kpxqt2Il2uaMCnTg9f6KER/FPdnksjx773+xSHu6rS0tKMMpbTrf/ixXwEYD2AogHcPbkSHzto3N7V4i91T2/d2TaUUKleeI4vlSEVPQ19xy462v2Hu4HadA00hAH8YmZv595F5Wb9XKBXXNLTe/9/a98cS27OtskwpRU84solxVpgLy0aX+/x9cJg9oHud2PzR6pTdlqXmNjsx3DEJIVsAX65/C/nMMEzyGvFZN48vNnEwmhthlyQ61m4gJZyIUKFDxXIskkmBH3/qqNKoL4Gy9ipwCo+G4G6UY7BIZ6I/Dn9XAMm4AK1BjbbdndAaNVBkBdFgFIHu0Ip9q+vjh7Kf09LS0v4bQkglgCsALAew5chG83/9MxB4daHFssbAMMWZHJ9RmxK0I3Xa2RsT8ejnkcijV+/fbnXH7t0Azrpz1m9mRkHOag10rnpj1yf/dSlOX3RgW5E919sS6OztCPfu2xwVK+ymDG93oBVeay6ae/agL9QpW/UuludUsBqcCMUGkBQVWAwOKFSG1zEWMg2D0i+QlGUKAgIAepWKhBNJ5DiszlKeR2cwDJfJgNruXhgHl+XhwBwkliEQZBnRRAo6lQqCrACgAFWU97bt+eMh6dy0tJ8A8o2cZYc/AEI+oJQuOKJB/Ej2WfYh+gr93xiOyWCNrCT6xU+rP+/685wifk5Nv7zh0Y1Cy5GO8afgxGNPz830ZA9fs2n5F8O7m4cfOyJ75b5xI4k0zgSdRQuy3oaYdi1yIn2gZ5wAAGha2wit3QhvqQtCQoT6s1zE0IesLxZjSFMYu/Ucdp88ElK1BUJbHNVxDygBtmm6oMrSQUgI4FQc9GYdhJSAntWt4TERS+rSyjHOlCjhsqY2sKF23Gf/DJduGf3RauPoOKs35yjJ6DrfO/f8jlIqH+FuS0tLw8/nXLF/JtLTAI6jlH72tdfJ3CGlV2XZzef5IjHHB9v35tr0umeOmzLpideXfPluShRlSmnRkYv8p2NWRfFkAFi6t37V/bc9/jDDsL9SZBnZmXmIxiNoaK4VcjLzVDq9DiV5FVAUBV+s/RBzJi4AIQQfbduCl2NGTNNsxcllU+EyeLGk8W1YoyHQ4SzawkG4Cp2IDESg2+dBRAjAmyEgS9aBU4BQX4R+GmjqKJxe7M6uzFQFe8No39sJk8MAKSXL3Q29d+gs2tkWl1noquv9x0s3vfnWke6ztLS0n8954tvsX84WYRjmtZvPP1t06e3VmeE8FZHYHU9veuNXVd7yiQkp2fXw2n9WAbgVg7NX7QBeAXDJL62q67jsav3MovGzO0O9217Y+k7rRbP+0GvUml0M4WA3uRCI9iOejEiUKFxF9hiwDIt2Xz1SUhJF3qEAgPqundCrOAT9ryDXbgUA3PTWp8hzWDG9tBA2gxZqjkdfKAKrQQd/NA41z8GgUQOU4i+frYDdoEveNHe6BgDqenyglCLDasaejp52rYr/WKPiR3IMU7+rs+fmVXXNbUeux9LSDq70TKQfYeq4WRlxTXSEYaThTZVLpZGCErT5WmjztMOKurkzr6rsz2kKcM0LSvmxH9SKviMd75H23mevtwJoBYDTjz9XZTj1Uswx27FjYC0CliY0SNvk8pam5OmqVv0nn+nQwpoxENUiQ20EAMQDCQzQRvilepR3RUEpxUC1G261Hq0pSTT1MXHexpuDiEMIJpHUyDA7jDDaDbBlWtHfEUD5KVWmWHtc3LKtQ2A4VjUusgxjDASfqY5XdpRNmKcSWcLbMkEpHWebfflmDOY5SUtLS/ufnT3z+BEnjqw6K8diuJ5Sig1N7ci0mLFwTNXJQ0dWn712x259z4D/O5d6/dIs3Vu/ChgceLvpqrvs82edDFmW0NXbCUkS0drR1FpePKTYpDejvasVjS31aAkKiCfj0Gv14FNhzE31wEPVsKjtiCRCUJxxEFmP8jVydGCSTsv2a1lNQIRWaIIjREEL7TjJnwmGYbAs0UBeK56f/WjNLv+AOWDrbfFBZ9aCKkDIF6alEwrvtrgt4NUcNHp1OSHk7W9WEUpLS0v7IbxGp6474kNFVv68ibqJpkA4jFGuKrAsW9Yd8Y2ZVTghX6ZKUpDEM5/c+No0ADYAMwD8AYCBEHLyoSrl/VO0vn17DMB7AEAI0V1/4qOqfHc5/JE+UArEU2G0+Grr5406r7wn2ApREjEQ7oaaH0yILUgppIQgkrEmdPQHMRCNI5IcLLQZTQrY290b95pNOodBh5gogMQJtCoOveEo+qMxyMpgV/Msq/lw+964UaPWUVAMzfTAF4nBZTJkGLXqy51GAwCMppT6MTgDOS3tqJAeRPqBXCe6RmvztF/o4nrTzRfeS7JteXhs3/3YxW8Bp+IwV5kI0i3AWTkk5+3IGpxsXZrv0pMiAL/4QaQDbr767lOnTzz2ZYvJRgBAo+hgzTCDt3Fsv7lc2LHLp69MbEX/6DkoiQ6nZckq0rmqAVqfBSpDAmGTHl9cMoJ6zDrClrvR+3FjMtDDvNUeCJbp5rlHddQNoHL+MFBKUb+xCbKsoKOmW1Qb1LwzywbrUAf/99rNj2UUu+dbLSMyqpjhfJkkMfcEWKT2nxQUISkqQrL3iHZUWlraz9ao/Jzzb1946kclxaOYx379B9I90Ie3P34SS/fsRW84ikeuug16FefINGZAVhTwPKc60jH/1Fw4adSLdi13FiEEHMcDABjC4IwF5xdt37dVLM0v5xOpOLIy8/GPqBn1G/chVxzA3a4IQmwK9a4qLEm+Qm25RiIMRLGvTqytLxW+cq1xn1VdOc1krfkEo3JGoIsNYl19H15X9sEnJoRq2aryxaO4VFNuO/PNj/4y6vRRv+nv8CuFI/K0ar2KU2nVSMVS4NUcxJTYlx5ASktL+1+cXDnHdkzJ5NVUkcv+etxN5Ow3roeNsZkyiBdOgxNLm9bBqjFCx2vyd/TUYHzOcE11RnkRpfQ9DBZj2EoICWGwstsZ+AU++Jwz/MzS60985AuT1mIBAL3GiIQw+KB5VPGMjD2tG+CyZkOgKRh1NmQ5CtEbbIc/3Au7OQ/BcALBRAItAwHwLIMClx3xlNDd2DeQDCVS+aVuB0bmZUGr4tHS70d3MIzucJQSgAzJ8oBnWbQOBEOyooTHFGS7eI5FgdPGdASCLKXAgdNDXExPJkg7uqQHkX4gTYHmbUbNmIsspSjylAIAKrhh2GvYDkiAt1ODMRnD0BsIo4+OFz6s/ezpZ7eJ63/p9X8JIeTAhXZ+TtEJ5UVDVBu2rYHBpkeNah2wlKB4TD70LS3W0pYYOIZCrpeg1hqIw+CBAx7saV0DbcqAz7fWXG1wGIojDD0TG5vNtiobHCxzjlqngt6uh0qrAiEEhBCISQlCQuxe/87W4+csmvK+0WHM3LuyrrO7vvfBl25489q7Fxx/No7F8zqVChfY6vFSH6f07W16SUlE3gksf37Zke63tLS0n6eRheVnzJ54PDRqHTQqNfK92dA6yrCm4VMsnDQb5x9zMhiGQW17M1KCJEXjieCRjvmn4MC5ghCivmXe9IXt+1ZjtdoMFacCy3IIR4KoLK0iFqOZet0Z6OzpwL7WBlA+A+2ShP4YAx/RoiEYGtjcteUetV01p72nbworqpQxuRNKfLu3lA51FyLm70KuenBgyq7Xg9+XkHsj4Y9W5UaXCCdn/n2zFGHkN3e+/87DS2767MVV91zx1PnPATjFledA3fpGRAOxAGGYJ1t2tD+Hn+XimbS0tCNtUu7Iv9o15vKEJKDaWw4AMKp1iAoJmLUGGFRajMmuQkoSUOtrxrLGdV8sa1j3z8v+bzOr9n8eenijP3L2F6YApZRm2gtn5bsrsnc0r0ZCiMMf7YVObYCK08KgMZlhBrXqncQf7oFCFWh4LTSWbKSkBBhCUN+15z2rTrs932E7Q1GUAr1aJZh1Wm9vKIo8pxX9kRg0/ODtMsMQDM3yxrW+gVNdRsPvhmR6pnWFwvGG3oFffbKr5l2xXi4ZkuneBMBAAEQSSdT19q9Scexrb2za+fSLR7DP0tIOtvQg0g/gOdUzSpWj8igpBU2aeixvXAKPKgNrw8tBzRQqtwqtzX0YgxLwLIvarv6HLl8cv5EuPtKRH1l3e7ynvJ+X/9CbeXl9n4Yjp3nPue5DjzPjZJVKo20L1qH4nGwwLIP2PV2wbq6DWzs4aj9aYdBjycXH+14ThViIH1aohSEKTGE8o60XDj+fYRnUrG2oya/OKQOAxi0t6KrtQSwYR+vODqTiKQjxJDQGrbdodN55edU5mQBg9ZpTXzy1oglPAYSQF60OY6nisV23jVdUldnh9/f+46ULjlxvpaWlHQ1ycipAwSAQCaO+sxWBSAid/T5IsoSBSBjn3vc7MAyLgXBQ6R7oT1BKDYSQxQBWUEqfONLxH26EEPLnWx595tXHPjrhivOuWwqg7qEvVkspUYL88Sd44k8vY1j5cEiyhD21u2A2WlQ8r0JedgHWb12JwFt3QRCSUGQJ52Tk4rTjzzNlZdiOmzh6+px4PCb39HcnCpxFxBDlUJBoxL4EsNcXREIUsa+7B5kWM8uAmZ1XZkwanUYOAGpH65r2P/yIzLxw0vXxUCKTgo5TqXkp2Bu5+K17PvzZJERPS0v7aTlt6FzXjIJxM4OpKCpdhdjVUwsACCWj4FkWFo0Juv1LrziGRaO/bdevP7r7mG+Z+Vi+/3PLYQv+CDpmxNllN5z8+GKOVdnPnHLdr/zR3mXdgdaWPHd53p6WdRiaPwlJIYbVez/C6n0foMBdSaryJ8FidMKic2B702oZlDI6rZGoWA3c1oqcIoswU69WGWu6+9pLva5sAAgnEkiJEgCCRt8A1CyLvnAMZq1ap+P5qzKt5mqOZZBjs+jWN7b17F9KWHPyyCHn2HW652RQGxTatrah9bjecCT2+pHttrS0gy49iPQ9EUK4onuL3tJkangxJCLZl8Bj9ffDMtoCppyB0CJA8Amo293+xMZIjaO2pXPlk2+/8+iRjvunoEyjvqBYrc4EkPlBKPSbPz5ym+hyePqmj5+TWzq2EIQhAACpV48n++bDwfSBiCJ26XLw+bo/IsIM8GaXCZHMIlTNrYDS1TWaYRkAgBAXkrIoo7uhF2aXCYloErFQHHqLFgaHASXjCiEkBQR6Q+c3bGrZ4My1jehu6HsDcwZj238yvnn6+ROfNtj0ZR899MUS3PbSkemotLS0n73qwvKR2xv3YUheMVQcD4YQ9Ph9mDRkJGxGM0x6A3oD/YIv5F+r12j4VbvqP6CUXglAg8H8Ds1H9giOjJKC8tyRw8ZepNXoEItHTiOEuT8uiGNLCsq31zXtU4uSAGBwOVt7SyfKKorR2FKDz5Z/jNfefx5nn3wxLj/nGrR2NOO51x/H35+9j7/snGsyAUCr1bHBkL9dkqXyqKSgSZMNla8BKTGB3qCEk6qroOZ5bG1t1/HL9tn7s60DsqwI7Xu6PjgQ37LnV7cBmHDslTOmUUUJf/7k8q1HpqfS0tKOBmcMm/vwmOyqHFGWsLljF9qC3QAAj9GJSCqGZn8HltavXRtMhjvaQz1dty55sBXAqYSQjymlsf2zcaYB+DuARvxClrLluytOyXGWVgGAIKXOf23lgydNG3LytUNyx79rMbixvuYzfLjpWRR4hsBlysL25pV4b8PTmF19OsaWzEFlzhiW51ToDrTAY81BKNZXqOJYHQBwLMNFk6mIKMtGm14HSZYRF1JQcyzAchiVnwUAkBTl2M5g6E0Nzy3sDUe/qu/t33wgvne27H6/MtNdkGOzTumPxjb0hiOxI9JRaWmH2FE7iPT7GVeNHZ5R+atdkd3hgKF/zUOvvvl6ntdDqkuKxrb19u3csq/2hyYxZcFCDwAMz4BzcGAjLPbPqIQck0OJlsRNn7y1+smDfSw/d62CuDKfVx03v6UZQVmeAWBxX39PbiA0gGGuc9C1vB59iU707FWhz1aFd8TrYY924aHH/4ThU6sw6pRq1G9owtNXv4yz/7gQyYHgE54VtcVqncpRs7b+rp7G3vNzKrPOySrPyAaAWCAGvVn/r3XIikxh9VrMyWhi+41j75lDKf239/6rF9c0XT1tqvzeFZf/9vYFC2r/1hTtju35alO6Olta2tHtrHHDf2PWasZ0ByMNoix/8fHOfaurczIy1RyXsbG5ffMPzXejVau1B/6t12ph1OrR2tsFQgiynB5kO9x1a/dum7Fk8+rOA9sRQs4CYKD0lztvta5pX2dja/2aIaVVEyeOmrbqpbefuYVSKo+qGqcGgEx3NvY17EFHaxdMFiPyc4qwdfdGrNn0FbIz8nDSsWeCEAKr2YbLzvkNVm/8Ek+/+nBDeVHl3v6Ar37bynffaNix/Pp5J195rl5nQNRdBN2W18ERQN7/FhMGOMldMuPtP247/s+fL1lGKU19M87PHv9y+Wm/X3DclU9fcOOWT3aukQW5d/PHO+oPc3elpaUdRvMmjnPNGTf6zlAsqo3EEusb2jvff3f5qu4FUyaOTApC/5L1m1p/aJscyxsA4Ir3f4/t3TWQZAkA8EntCqxs3oSoEI/GxcT9dB19DwBuJQ+WAPgdgCcJISIAE4AEgLcB3EYpjRyco/1p6wu2r466KkJqXmvsD3WuAgBBSpYUZQzFrpZ1eH/jMxiSMw6ji2dhSO449AbbsGzH61i2403YDB5MKD8OAMAQFgAQift27B7oecdu0E/2RWIvNPr8HrtOd+Wo/KzhAJCUZOjVKkjy/78U0HAco+a5yjs/WOoAEPlmQvM9nb0hh1H/+ZyK4stPHjkk0ewL7A4lknubfAOhw9NLaWmH3lE5iGSfZ7/MUmh57MXYB6yhQg+tQX3FCVdMvWSadmhwdEXZiQ0dndtGlpdO+yEDSZTSVOZFma9TmV4lhSVQkUaMVUZjZEukdrhpDDPLOjfVEm5qOYSH9bP1267Ov5xqsXxlYVh1jyiuJoRYANyVElLwujLhRSZaOhpRVkrhbq6BlmHwl38+gPkzT8LkKdMQsrXAcaod/q4gXr31bUmWlNfpP6gPAC73n/+n6jmVN/U09kltezr9bFKxcV1JBEgQqZiAYG8YkiDB5DCip6lv2LcNIB1w7rhx/xybnzdlTGGh8kGunekpn/IqgLMPUzelpaUdRrl2q6Y627NSzfKjA3IM+U4LGJDbjh1ScvvxVeVXGzVqb5nXeS+A2/5bW4QQJ4BH9n9ZAAB3/PMR6DV6quZ55Ynf3EHfX/neDnN4ias4vrXWGBPih/DQfpYopWJ15ahjSgrKRzW3NfxrAF8URQqAeFwZ8Lgy0N0YRXfjANbzq0AYBq2dzbjwtMvx4fatmFpYAEFIQpAEiTBkWywenXjpjWc5CSGq7bfdsm1YZmbFK7tXBIi7SB1v26XLEQSA5/Dlvn3QqtVQsyz0ag2j4fgCSukn3xbnsVfOGHXM5dPe0Zm0GluWTbZnWoRz7zv1gpduevONw9phaWlph8Xps6cPqyopWtvS3a33OhwoyMg83+tw3PX7RRc8cO1Zp/4xmkj4rzjlhPlPvPX+hh/S7qe1K/6hYVVzFlYew88qnBgf6i3RNfa39ce4bp8n369v7O9+7c5/rvniwPaU0joAiwAs2n/OAaX0F5es+Z11Ty4fWzJnBM+pbav3frgZAAQp1dI10II2Xy0AitnDT4eK1aK2fQsEOYU5w8/ClsblaO7bC5vBBaPOipSYxOa6z9qX7nrv2HZffQLA308aMeT4aSUFj4uyzLcMBHp5hrGHEylOkCSIsoJQIgFKAa2KQ0IQ8rQqPhFPCd9aEW9BVcXdlZnuGxRKUeS0gwK7q3Mypm1v6xo4nP2VlnaoMEc6gIPNdZLrRH2B/gm2iGXZAh6heBRRfQrtXv+YDId9BgAUZmYMd9usld+nPdtMW1nOr3K+LLqnqIFoSIHaqYax3AhQfNTzSs+0k4Wz/nmG95TiPG/ekIriYdcc0oP7GXszGNxUk0qunjRmuvlPNz/8CgDE4lFs27MZu/ZtQ1tHCxRKked0o7ZhJxLJBKorR4NX1DS3fRTyuodjdulcWZYUDsBpB9q1uE0lhBB4i9xcf+vAA6ftsQh/MYzDXX3lyHTZUDq+EEJcgMlpwPBjhoxf9Og5t35XjFqedwCAU6thdEoSnMUz85B3TFpa2hExOi/zoxybdXSB2w6jRgNBlGAz6BmP2XSWRaf1sgwDp0E/7Xs2Fx9TOixyw2mXTLrx9EX2X590bsfVJ5yLS447hYRikRfvfeWJMVzzA1Sfqssek8Eef3I5f9o3fv5GAL85uEf487N9z+bYGx++tGLTjnXxhSOHzvnVzAlbRXFwGVtjSx2+WP4ZHJlqjJhcsv+1wRwiA7EY9VEeFAosZiuEVCpq0Jm6ATgIIc48u92cYbaUEEIw38Gam7549vFFxU7MLC8Dx7B0flUVxuXlYSAaw9DMDFw0Yfyddx4/v/rbYuTVnEujV2sAQKXmWJ1Jq/UUOmcchu5JS0s7zIYUFdgLMzM2Vhbm64eXliCZEsAwDIaXFTsJcKKK5xmbyeTI83omfp/2ZhdPND8w96bnl1z0QtOIzMqrM0xu/piSyRjmLe16edsHU5f0vHPOrGPY8jFDPTnnzhxyJQDh29qhlPp+iQNIB2yoW9K0eu+HmwkhZNGcO/4ysnDa/ZF4AO39g5NCuwdawLIMrEY3TDo7Evuf27T21VBCCCgo1LwaDKvttBu9mgPtmrTqMjXP8QaNGgwhG5KiWD8s24t8hx0ajkOZ1wU1z4JjGVRkeAznjR/xznfFqOE5OwAw+wv9eMzGIU6jfuSh7Zm0tMPnqJqJ5JznLDUMNbzKGlii9qihcqkgbhEhBkUEgil+TWj3y+Np5Smdff3LP127YdN/a8823ZZrGW9ZpcnVOMQBEVq3umDRY1G5W8fFWnOLdyxetnTFQ9df8+dsXT98/nY0NsfaDsdx/pzNmHDMmZme7LkAoNPpYdAZ4LC5UJhXgqbWeuRk5KK5rQGEEBgNRqg4NfR6A/wdAZztsrB/IwQEmAHgMQBo3NzyAMuzHjEhDuxeXvtcR4nzV0MI8bTJUSQhD7bjNMLiNgMAXHmOKQDu/bbYVjc0XBMXxF+93CuWtqrKPaKv6YXD0ytpaWmH00kjKu+06jQzc+xWMAyBKMtQFAV9kSjCiUSqdSCwQcPz+Z3B8Avfp73nfvvHC0cUV16s12pJIplEt79fshqMUm17c8vsURMf2bhtmbJHO2JIC9Vh+0CjFI827/r6z1NKPz8kB/ozlm0zX2ctGj/cEtoIAAhHgpg5ZQ46etqg4lXI8GRjX8NuAIDDYCDTy/IgyRK6ezsxrGKEpbx4SPmqDV8CgLW5v7/u9UWX3FHh9Sys6el9LyFKawci0ettBj2hlCopUWT1Gg3yHA5wLIscu81W5HKOA7D9m3F99NAXn3qL3Xdb3MZpsigXy5IstO3uXIxTD1/fpKWlHXpZLqfqilNO2OC0WNV5Xg8AIByNYSAUxkAoiP5geF1zV3deShB7ttc1vvd92rxizJnvOHTWGaIio8yRn7+lc7dk0Zqkmr6mbXt66zfOnzvy9xGmHP64gJ6uLR0ApEN4iD97JRnDS8uzRv+urb8OBo0ZGbZ81HZuRbazGOF4AAXuSnQFWtAf7gIARBIBYjE4kUhFFUmRmBGFU8cJUvIkAM8BwK6OnheMGvUkFcs6W/sD9xs16lsppeUypZCoogBgGEKQaRm8p7DpdVMIITylVPxmbDU9vnsZQnQpWS43aVQFDX396/Z19a365nZpaT9XR9UgkrZAezqrZ7VUGly3KsdlcCYOrJYF1TL8652rP3741revoJQq1z/02H9sS5Op4Y3DjWeowDmS9XHohxoBgCwfn2J/uxSmulkj/3jqrOkdC6ZM9AKAw6RBc8Nnbx/qY/y56xvo3aVSaZIANCzDIplKYiDgg1qlQSIZRzgahigJMOiNkCQRVZUjCQAIYgq7Ukbo1Go5mkxaD7T35j0frgUw+AToFOB3L166tcXcNjeoktBR07NWAo3sW1W7hxBcpDFouOZtrS9j/rfHduVri78A8MU4AM/mjygmHJ8+eaelHYVseu0it9GAhChCr1YhJUlwGQ2ICyLcZmPWw0vXuAkhzDfzHHybc2YtyDlxwsw5jV1txGNzYERxJYqz8ria9iYMKygtUvOq13fvWfVHvUanAYCWmK3xgS/2rT30R/nzFkokd5tY/TGSNHhtzvEqtHY2gWFY1NTvQUXJUHhdmQAAWVFQkFMMWZaxeed6dPS0oc/X0wegGIAMAKc//cy9AO4dCuBvhQVZ54wdLfZGIiqe58Qva2qXgaCvweezMQyZEYwnOtY0NH74bWuZ9+fI+j0wWHCj+tghw6P+2F7ceej7JC0t7fCZMqJqkstmLaQKBaWDH5F4HGV5uZAUGQOhCM79/b2ZGPyz8F9z5507/IQxc4unjdzVU4djS6dAzalACMNlmFychudPFblgv9NltLEMA1atQZtf9/4Pzcn3SxOKD7R3B1tqKWgpx/LItBeCEAYfbXoex408Dz3BNuQ4ivHFttcAAAQEbks2eoPtTDwVQXPP3rg/0vuvIglbWzt9AE448PU544av6I/GjlUoRVKUdnUEQv3t/uDaSFI432XUu7uC4Te/bQAJAL7c19AM4CwAyLSaXQ6DztsZDCcPaYekpR1GR9UgUqwh1qaICngXj2hNFGJYhDZTCykuQQ7J/nhD/MsDNwWEEDUG//D/21TRovPyrys5O/8enUajVTQUQRUgxSWwWhZ6+3DsdrYj125jLph/zFNrd+55HqBTuvv9G177f+3dd5hcVf348fe5d/rMzsz2vptN2fRGGiSBUEJC7wKCIFVQRFEQRBELoKggioqIUqUrLZRQEgg9Pdlk07Zke++702funN8fs+GbX0iyATbZhJzX8+yzZObee8oO98z9nPbW0iWHxdYIX8GD/7nv4wvOuPRh4Dp/wEd9Uy2zpx2Dx+0lLSWdD1e+SzQaRdd0wuEI1XWVZKXn0NXVyYwpR2EgwoB5T9cv21j7s+xU8q60jprQ5XMVPPXQylPGfGvUD0dOL/JKKWmpbM0ZKI+pJ//g/LQzb3kUKY3Uhd+/pOOtv70ymHWgKMrQ8oejTa0Esq3mMHEZJxiOYdY1YrE4jd29SwEGCiB9Y97J3rPmnPDC1aecf2xrd6d20oyj2VJbCUCPv4+GthY0TeO0o44rzkxO+8F/Xrn/eY/NOrq+23f3ASjiIe+xj9fcfM+xV14ajoTTAbq6O5g4ZgqJ/+6ks7uDZG8KAOFwiIbmOhx2Jx6Xl+KisTS21Hf1X+pzUz4+qdxe/8i3L7lxRFraL6cXFqZ9UF7Rd8rf/n51xR2/rh+elmbrCgRyqzo69tjO7HDdI1c8Pn5e8UWN21rWTjh2zAmly7Z2D1LxFUUZYi0dXSUNbe2RnLRUy/pt5fiCIdKSvbR2dhOKhGO1La3/2ZeOhluPvfaYSfl5z39z0qmZEsGknNG0+7vI9WQSiAYpadxC0cwyfjLK+91/vV326LYa84poLNa7fNPWfxyIch7Kmrtq/GPypp139lHXbmztqcfjSGHh1ItZWvIcz330F5xWN33BLixmGy6bF7PJgi/Ygy/YQ27qcFp76qteX/3Y+j1df11d4z80oc3OTXEvGJ6WUry1ue1ei8lknZCbWQAQjMZSBsrj8WNHjvr27GnveOy2gikFLb9lH9ZZVJRDwddiTaSU41Iyi24uutdR4DjPM9MDcYh2RpGGBEFU6KI90hr5Rt/6vlwhxO1CiFIgBLwrhHCKHVusARlnZMw1T7P9saOt1176eBlr7yil4ucVbP/VdrJezOeKCTdRP358p9vlwpuU5MhKTYlecvtdk26+/x9Xq528BjZ+9GTbmBHjzwIQQuBxeiiv2gpAQ1MtVrONaDRCIOineMQY3EkeSrasxWqxRrt7u/rC4bCwWqz843f/+dcvf/yHG3b+2wG8cs+bJcf60lrSnS6tODMjb1Ju7vxY1Pgs8h8JRYMD5dGckjtft7kcuj0pyZySq9a6UJSviXOOmLDwuuNn/8PrsDsKU71EojGi4U48VnCYzTJiGMvWVDdcuet5QghdCGHf+bVLTzzzV+cevfD4WWMna5oQxAyDUbnDeL9kJT1+H3artTcnNSMihGDm2ElH6ElFf7vnrQ+mPLey5LDdge2LuP6Km2e7PSmpVosVgGgsRntnK9FoBKSksbmO3r4ehBB09XTicibxSckyRhYVs61y8xqfvy/dbja3ffSTG+/70zfOm73r9Z9bvWbZ7BEj0pxWK0cU5J8JOKOGERRCEIkZoVA09rmd2XYmhBDp+SkLNE0jb2z2EemFqVP2S0UoinJACSG031x75a3HTJ385xnjxuCw2egNBOjp86GhxVxOe6S9t+/WR155fd1uzrUL0b/tV/+1jhs+87mjc+dl5ntz0ITAY0vCYjKzoq6EXHcmrbGazinjHVgtOnPHpoy74jd3H3nNb+9Z8Mr7H6klMvbBtBHH3SqEhsVkR0pJTnIRv7roKeaOPY00dy7TRxzHcRPOJS5jZCUX0t7biD/Ya+iaSbb3Nr08Y9T8lO+f+of7rjv1938clz8jaedrb2po6bGY9XVpLqc1yW6zZ7qTTo8acX9cSoQQxGV8wE0yMt2uuakuR6FJ10Say7lg/9WEohxYX4uRSJ5ZnrtcY11XhhpDaLqGa5SLsCtMPBbvbvlfy1F9a/tqpZQB8Yx4E1gJXAgsSU/2jnroZzd1bqupq3v8V7d2VNQ1/BvBtu7l3aLlhRZSj07h26edRIOjK1DxYWvZ+28smeKvbeNH55+aUlJe0d3nD2gtnV3avk57UOCEOQtPKioYmQtgs9qZPXMen6x6n7LKLZhMJuw2B4V5w9lauQl3kpc+Xy+ZaVmUNq1pvuOnt54Rl/F10yYdOXzyuGlzx8eisrW9aSvw5s5pbGlqeiHH4zm6OxhoXl9f//aHT9fVRUPR1nAg0vf4Tc///bEbnwPg56ecPPLk8eN+E4xEe+5ZsuTmtzZt7gOItFY/rzs8p0opjUhLpZqiqChfA0II+62nHPdkqsuR1tzTZzisFoqzMjgmuZrN7V3vfe+1nvND0VjXrp0Bx44eMfJHJx69yKbF8t+6xFuTbIs1vlYW/eHMBfd/9qBg0nU+3bKeUDhUHQgFy1Lc3uNyUjPcjR2twadWrg4u7v6w/WPrVvODB77Yh6wxI8ZfbTGbtR3bXs+dMY+1G1fiTvKQkpxGIBwgNyufqRNmULJ5DS1tTVjnBPnXO/c88cy/nvmdRG76wfHHiTkjRlzhsFhmARN2vv7bm7dsfb+sfPG0woKTVtfU/g/ofG1j6fl1nV1nbWpqeue9bduadhz77T+ef3FOcdY3Wra3vfHIj555CBLDmK/5x6VPmG3ma9pq2j+s2VC//ABWj6Io+8kt377oiuOnT/1tQ2s7SQ4HXpcLXdPIz8zgvqefv+GDdRuebuvq7tr1vCduOe2a6ie/e095Q2fP2n9c3lbf1vcRcIMudAMSHac1PXWEouFYVVf9pyNSC/Oa+tqKJqdNTflw7dKOtoDF6Qtm9P1qzvzklz9e8rnrK58nhLDcdNbfz9WFjkAwNn8GtW3b6A10kp9ezLCMsQQjfiSSQNjHuPyZ2CxO4vG48fi7vz1n3fYPFl13yt33js2ffgOAYURDwC92TqOpu/eN9CTnVWZdd7f09r388rpNz1pNusdpteRuqG/esSsraUlOy1lTx//RZjZlV7R0/ObN0m2lANvbOt9KT3Kudlmto5t6+p46kPWjKPvT1yKItIPu0ukp6WkXuvBouiZ0ux5xH+E+sndN79bvfeOs6Q/9/CbDHwzlPPbqm1Wbt1c5vC5X0tbqWgqyMkeEo5ERuZnpY9oeafO6Jrgeyj4je/xER0H+CE+2S6+U772y4r1vTikeuWF5yZqxsfNOIRKNMXP8WLcmxA90TdsKqGGn+6ClvbkkFA5KQOi6ic7udrzeVIx4jOLCsSR7Uymv3grvw9qNK0lPSWd4YTHFrjH53iLHj5qaYOyoie1AjhGPxw3D+Nx0xIsfefSfozMz/1vW2hqQUobuSLz8m2/99tzTb3r+uw9963fnvfHkrf97YeG4cbfPHTnymwCbe4Kx7Mv+MpW4EYpHgs+Gajb8uueT5x6P+Tr22hutKMohRQLEY75Ib09XzGtqs5mSA8YoL+7rpmvuez6R7c+c57hhdKp2ammr8fxTG6PPfvcIz39ctvBYXyjAcG9sfDjG+Fm52i+fXPrq92KGEe3s7Z7raH8h325UxtbUBv9wxweRx7c99mZjQUaOp6ezQnvI8qTZN86en5qTtMiSbsmJtEV6h7oSDnZCiKTzTr04+YIzLsUwEjG95tZG6pvrmJGZS0HuMHr6ujAMgx9ccQvfvfUS/vif2zn7zgU4HK7zkXKmWdcbrz/22AzAsrtp61LKmBDitIKUlLTazs62/rVHPhVCrPrvd66+7d0f3XDOG6Wlv793ydL2uz669YHU3GR3xrC0k7931Y/yZk869syK7Vs+mNMtNle+XnLen19/4y21domifL3kZqSxsnR1s9vhSdbp0W2RxuA356aOfvG9nu5vnTA+5cqTJ//ZZjF53lpddavXZU2dOz73t43tfS6P0+ayW0y5E4elTfnxeTNe+7h27SUt/tarmmPl06bNMtJqu9ZWLdu+9Qpdu2D+uRMW/gPg3fqkyFknfCsVIeZ7XNmPAGcPcfEPFdFwNBAZljnGWh3ZQqevhUDYRyQWZtKw2UgZZ1vDOl789AFG5x5BYfoYbBYHya50y8TCOZfMKl7QPqHwqM8GAcRl/HPrG72+YesKIcRIj91m7Q4Eu/uHEj94+6mnjL30nLl3PHPVFVUXPfzo7785a8pVY7MzfgCAFI4bzvhTyG5xDZs+/PjHjyzUHn9p/frF/12zrvIA1Yui7HeHbBBJCCHc093TXVNc55icpqN6Snpi0Z4ojnxHmtAF6GDPtWcgubvwx4UnFWanz21x+nNPSZ7G7Bnj26qbmpJsVguZKV4KszORUlJSVum++ZIL/+tyOOp7A4GHJ40Yfq/QRMqM+aPPy83IyLrj4cf/C9y+onRzONnt9G7ZXo3TYScai52HCiLtk+cWPVF1+4/ujgO6zWpDAj29nWRn5gHgSfLiSUomOyOXBx6/lx9ceQtNvbVU2TfGOyv7Li4ePpbczLzlK9d/8k5re1PpQ0/d/+7u0tnW0tK5879dyU7Xz1/74RMpucnejGFp5w+blP/hA8ec0emPhHnW3UDLGUlX5q2N2R3V2+kYN/V4n2ek0D0ZE4Hr93edKIqy/xxfZHIXp2oL3rzYfkp3eLkpxUI8w2VYpuWa7e2BOMOTdXOyXZvWHZQvPnSatXJWnvlss46YlavN7Q2bMi4YFzuyvKObEUUamtDZ0maQZBVnu53vd97QV9p3eUX7a1cUiV/bTDAz1/L3kSla6PXl719bGHrpvuR4TeqRWRO05PHTCXdvc5bk1IwC1gx1nRwCznjl7f/OXfbJ20ggKz2H62+/HClhU1kJv/rxHzDpZrbXlJPsSeG7V/+At9e/wr+ueQotYjJde8zRo793zDFdL6xbd+f4nGzvx5XbHz9iN4n0jyBu3fm1R799yVXnTp3ySyEEZl1PuXfJ0ksjwUinUdHjnr46rk3JTr61W5OmKZbApIXTjiBiGGGnxbIA+OBAVIyiKPvH+fPGjpo5JvvUeaPTzuhofC8cjsT0idn2rLx0Mw3tYaYXZydNHp5y/cM3njzGYtJT8tKSpgHMHp9rSUmyOaYXZ6dsq+tgdH4qAGvLmhlfmP4XI9+0BLteelRmyOu0mUfPmToudfrorE/vfubVGUZF+7PTZ4ZPc5j7Mj8qvZcROUmEwqF5QgihAtMDk1LKy47/WXdLV11SSlIWNouDFz5+gKbuakprPiFiRCit/pTs5GHMG382fcFOrGY7vmAPDptr+iXH3fJxeWPJ+2srl/1aE3psSclz9/Tvm7BrOkHg/1sO47SJE++bWTRsoRGP09Lbt/2Dii1tMSMuUx1u8a2Z408o747bmvrCnD41e9LskQXmEenpK4FZB6hqFGW/OySDSDmX5tyb+53c62y5Nisa2HJtBLYHELrAUeQAIFgTxL/dj4zKTN2uX9A5KkSXaKZ2+2JmZY36iZSSSDRKZ68vDmh9/gB5memYTfq57d3dFOVmxbfV1JUvOGpGiqZpjMzLmeWw2UYHgiHsVqu1IDMLt8tJa2cXBVmZR6opbQMTQtwHFI8oLNYBVpd8yi/vaSAUDvHNsy4nFArS1dPJKcefSWpyKn966C5+e/9t5OcUUllbZowsHG2+8+b76PP1Tr30hrNnfpG0/d2BuGEkehjiRjwS9IVity169dbTLpiTknvdEZcUgv07q57hqhFllPlt4oLeWwnbk/L2QzUoinIATM3Sk26YZVp26xzLlHSXpnltggKP4P3qGGPTTYxL1wGdtyqiFHji5HnE5Kwk0+TJWYlZai9vjdimZOm3r22KSQGitjvOsGSduIRjCs2WrmD4u/b2HpYn22rODAYjU7JMFkAMTxY/8dXcGx9XpGdtapNcF9hM7J2tLJpyEpeO0q4HLhvCajkkSCmfuum7txfpQrtj/jGnEg4Hae9qI27E0TSNDVvWYrM5OH7OQj5c8S4eSxq3nPc72pq2GMN9zR+cOWH08UBKRVtb7IT7/nLjCV8g7agRj8rP1ruQESll5PQfLTj72qTxTxydWzyx0+Kno3cLo0Zks6KqillFRVaP3T4MFURSlEPSnZcfc15euuufN31jZordYiI/w01jh4/alh5OnFYEgCYEy0pq8DqtTCpKP7Ew00u610FTh4+OnsDCTK89srW2nbo2X3xkTrImAYfNzMzRWaOrWhpGW80plDfKFUeO0THpGmML0tLmH5H/j5yUrmMiaI6cdAfZyU6aOv3kpBrJt1541AnAkiGtmEOEEJps6a5l4rDZtPc2cszEszGhs61pHZFoiOtPv4dUVyaltSuxmR0IoKKppHLmqBNHCCHITx817/cvXHNRW09jI/xyn9M1ZDyW+C2lEY+HX1q3aVEgEvnOw9+67MHc5GSbq6GR88anAVnmtbW1JNmsBSo4qHydHHJBJNck1zHpZ6b/WBMa9sLEImrhpjAmhwlzsplodxTdoaNZtMTGvlYIN4SREYmwCrqEnw+KtuohGaUh3kG5uUmLb4yT7vWSmZxMzDDISEkhFo9rDps1bWtVdbwvENI+3VBqbuvqTp89aTxpHjejhxUAEI5GqSuv1FUAaZ+8AHjPWPCNhUbc0GPRKMPyh1Ndt52W1kacDifD8oajaRozp8zhp9f9hvrmWpKcbtq7WpeMGzUpNRINj9peW/74F01YShm44FdnXpA7Ovv0xrLmN1u2t3UCnHr9/N87mrtP8mZ60ov7GsIiTVhHu8Icq73V8/iWnLsGvQYURTkgvjvD9IohOeL44SZ0TbC1PUY8rpHr1mgLxDHikmaf5IhsndUNMcam6zT1Jb7bhWNxxqfrNPfFLbG4wKLB1naDjS0GR+Wb2NpmkO3UuVBEaPYZhV1xvfv96pilM2DINKc2Nsel4Y9AoUejODURlNq0bjmt/njuUNbJoSRuxMNnn3IBH654l/GjJ1OUN4L3VywlFAridLo47qjE+qRZGdnEDAOEYNr0U/R3Xvr7mtHNzRMCkWj78qqqV874gul+58mnHnWYzUmpLlfmS+vX/3ke8Op9b69/5qorn4lmGRO3t7dHpxUUmAGSbDaeX71m2V/efe+Zawa5/Iqi7H9CCPHyr895wqxr9pljEpv3bqlpx6xrzByTw/qKFiaPyCAUiZGT6qIvEKGpy0+ax0E6DnoDYc6cXSzeK6mxZngd8TS3Tfvv+1vISHYye1wuaypayEmxYTVvp9fvn9zeQ7Sycbs5HInKrGTnSVZrYhPIdLedomwvRdlenlpaSmu3/3O7Siq753YkB9I9eWyuW8XYvGmYNDNbG9aRnzIKjyuFwowxiePsXky6BbPZyoisSaKypfTxLG/hOc1d1S+19zY1DZDM5zy3es11/nBkc3131/abXnhxkZRSCiEerevqvio3OXlWS19vYEJujgMgEInElpWV3aUCSMrXySEVRLLl2zKyLsxa4hzuxF/uxwgahFvDaCYNI2JgcpkI1gTR7TrWTCsiKJBxiTXTSrQ7ihE0iPliBO2CuEkSt8HKlApGt+UQCkeoaW5hbFEhFrOZdVvLmDdtSirAy8s+YtGHn5Cfkc43F87HrOuU19YzMj+XpvYOorHY6qGum0OBlPIjgDtvvu+fSc6k740oLCYlOY0ZU2azbuNKdN1ETcN2orEofb4eQuEQ848+hbb2ZqSUH15zy0V3A7qUMvZl0n/uV6+8B7y382ujNscD2qL6tuZRnen5+ixzWfdGQiKdAB4Zqt9U7RgxY6IR6KkON5X1ffUaUBTlQLj7BMu9l021HtcTNGgPSIIxSdQQrG+OE49LSlsM3q6IcfJIEykOjSyXRoFXo6IzxrZ2g6ougwkZOmaTYGZuopn8oDpKklOyvsUgzSGYmZ94/dM6OCrf5AVYXB4XBR6dTJekJyRpD8Rp98fRBJjaWijvjP9pyCrlEFNdV/F06baSa51O1/DU5DQgMa3NarGxrnQl5VVbsZitdPd0k56aQVH+CEq3lfgqfZHHxv7qNz8j0UH8hb+w93cI/RngpJ1er+3saH5z02afSeDaUN+Aw2KhqbuHnmCgvTcUspw2aeLY1zeWblQPCYpyaBBCiKdvPb329CNH2d9bX008HmfD9jYsFp2mzj5Skmx09QX4y4urSXHbsFlMTB2RSWayk+qWHsLRGJtrOijK8jIs08v4YWmalJKNVa2kJNnZWttBhsfOqLxUyhs6mH9Eoc3rstHa7Wfj9lYxdWQWG6paSbJbqGrpZkROMqXVrcTj8b6H39yw4d9DXUGHiE5fy13JroxHPY4Uk6bpJCdl4HWmYTPbae9pxGZ2EotHiRoRclKLiBoRAuHeTQ8u/vllQoirpJSxB7ntC6f756Xv1gA3A1z22BMAzCoaZt7S1NTSFwrGBZp9a3MzAN3+gGlrU0v7yRPGD4vEYrGlW7fVD14NKMrQOGSCSEIILfnk5C2mZJM5VBfCmmXFt9lHtD1KpDVCrC+GMAswQEqJMAm8s70IkyAeiWOxWjC5TAhdEGmPsON7nrPXQjQaRQNqmptx2e3oukYsHqelo5P2nl7+9vyLZKYkc/OlFyFlnLjUqG9pZc3mrfFAOPzeI68uXniPWm9/n/3ijz/+flZ6zu9+et1vyvxBv725rZHhhcV0drdT11iNYcTQNA2n3YXT7mRDa8MHt99z4939X86/VABpTy6aOeORmYXDxvX6Qqxw2LXiYQup7emjb1OHN3n6pFpz3nh7rLt527QLFtxYNNJifeG3r7+y6+5NiqIcPL492Zx/VJ72o2BUYjHpdATitAUkLovGT5eGKW2NMypFI2xI7vowyrRsjeummzEkdAYlBV44Mt/M+qYYFl0QjklA0hcBQwpC0ThbWiW6EFh1qO8xkHk6vohkTJoJr03QF5ZsDxhYdJ1XtkboCMlwm19+788roouHun4OFS8ufrZBCFF8+Teuuc2T5P2VQJDiTSUai+J0uOjq6SQjNYuYEaMwbzjRaJSSzWt+/vTLj25+mkcHNS83nTh/6s9POfnBZIfD8mF5OVluN5keNx1+HxOzs897+bvXLJySl5e0aMOGh/70jfPe7g4Eqn/z+htq7StFOYh997TJTzht5ryy+g4mD8/ktRUVzB6XR5rHQTDTw9a6Trr8EX726PsEwzHOmj0Kj92C22XFH4yS5nZw5uxRvPRRGcOzvQBUt/Tgspvp8Qepb+0jK8WFEYdQJEp9azPHTR1GW3eAoycWUNnYhctuQUqJNOCvL60iFI3WfrCxYa4KRu+7/7z3hyeFEC9ddvxt68y6dVQg3Etmcj6RaIhQZ5CIEUITOrpmJtmVQXXL1u631j51MdzEl+2U3pOfnXTSL8+YPOkMKSWLSzcxOjMTIx6nrKWVa+cd/Z/85OS4hNA9557zQ6fVGlxWVrbkudVrOgYzD4pyoIihvk8JIRZJKfc64jzz7Mwp5jTzM0lTk8YAhJpCuEa6iPZGqbm3BsNv4JnlSUxn64wSj8TRXTqZZ2US7YkSag5hspkwuU2Em8PIuKT+gXpcHjt3X/Mdejp95KdlkJeZwScbSpk5bgxWi4WH3niV5197jxSPm7/95Ie0dXVTXlf/wvLSzbd9tH5jBRBX09i+vJOOPT3TP8p3/8QRU86f6zoewzCwWq3kZRcCsGbDCto727o/WvXeyLkzjj13VNGYn3b1dm7426N//Oa2ys3BAS6/T1b+9JbVPRbPtBFOEz8r3dZFyuTkKumgx9eHLxZHSy9CM1s5YcyHkRnzUixLntm2ZMkboVu6P3pq7WCkryjKvhmorRBCiDuOs156VJ727+OLTKbS1jgFHg2PTfBGWWJzLk0Ixmfo5Hs0lmyPsq3d4KdLI0zN0rnjOAs2HYZ5NWp64oQNCEXBpIMAku0adT0x5g0zE4hImv2SiZk6m1rjlLZESXdozB9pwYhLFldEY4u2xq4s75KvLas2fLvbHUzZdxecfsm08aOnvpSdmZOf4k2lq6eTcaMmAlBVW4HP72NVycc/X7b0+Xv+cdE3n8rxeKevr6+77+KHH71/MNK/9aSFx/zguGOX+SMR0eUPRLoCAVmUlmbNdCexfHsVk/JyyXS7KW1o6JuQm5vU4fcHn1uz5q+LSjbc+damzWoUq6IcIPvyTHH5wkkZ00dl/vmUI0d+syDdzXsltcw/YhiGEf/sv0sqWxmdl8wxNz5NIBxlU3U73zvjCO7/3nzeXrMdu8XM9OIsPtpUj8NqJhwx0HSB22HFH4wgkRw7uZBPNtczOi+VNI+DpWuraWjv5ZSZI0nzOtiwvZXq5p7KR9/a8I2XPynfAGhSys/tDqbsGyGE+fQZV95anDPll1aLXRMINE0j05tYfmR7cynhSChe07Z1utlksRXnTn1QShndWPPJ5W+sfmLjYORhyQ0/vH9URvr1uqbxesnGzjnFI1OsugmTptHW10txVhZeh4MV26u6Zw0v8n5QXl6+YnvVj37y4kuvD0b6inIgaUOdgYGknpi6wHu0931rtnWMyWnC5DQRD8WJ9kWJdceQUYnQBe4j3XjnenFOdOKd4yVpchIApiQTse4YmCDcHMY11kXS+CRMUscqzfwt8y3eTSqlMDuLtq5uhudm09nbxwdr1/PSmx/istu48aLzqW1uja/ZVnbLPU8+d+GH6zZslVLGVADpq3lz2ast9anVXR9kvEN9qBaLxUo4HCYej1PXWANxaGqtX730o8UdI4vG3DC8cFTRtImzzjz5uDNPHaw8XFRpbr+uJ5efbNoS2LK94o7lpBt1/ghTZRurJho8Yi/FVf9pYNwUl0UIgSu3YL5ryklvJU05abhrwglp6efefkfqcVf8VAhxyIzqU5SvGyGE+Odp1ocummB6LN+tmYQQTMzU+aQ2SovPYHiyjj8q6Q1LHGao6DQwCUm+R3DsMJ2P6wysOkTiUN0Tx2XVOLrQzJH5Ots7Ex2VkzI10p06SVaNJj/kJAk2tsSJGJJvTrIRisPaJoO/bk5p3NgSP+GhtdEn3quKdaoA0lf3/GtPrh9VNNpitdjw+30U5hbR0FyHlJL2zlYCQR8PP/vAfZcdddSCE8eOPW98TvawKXn5NwxW+n3hcG0gGu2x6CbK2lq3dQYDz6UnudjW3ILdasFptfJRZSX13T1hIQRpLpd9wZixN9+ycMEjAH/6xnnHvfH96/5444nzTxmsPCmK8sVdvnBSxrcXTHx/0vDMbxZledF1jRSXlcaOPqqae8jw2nhu2SYaO3q5+7nlbKvr4NYLjwQSnQm6nnhsctjMLNtQy8LpwzlmUgEOu5nuvhBZyU7GFqYytiCNzr4QKS47kajBpuo2ctOSOHnmCLbUtrN8cwPvb6h7edHyimNe+rhsnZTSUAGkr0ZKGXXZPTXDMsdqkVgYTdPRhIlQJEAg7CMcC9Mb6PS/uuqRdUWZ467KTxs1qSC9eNrI7EmXDVYeajo7GpMdDtnm88Xb/L5HNGgz6zrb29tJdSXhD0d4d9s2I9Od5AXIT04edc28YxY9ePE3LxRCaE9ecfkPn7z8srvnjRqVPVh5UpT95aAOInmmeybZhtkW6W7djQ7BuiCB2gCxYAwjZGDLsyFMAkwQaYnQV9pHtC+KZtHQnTr+cj/+Cj+usS7suXbisTjxSBwjkpiNFNFijG7Owho3sXzLFnr6fHicLupb2vjdY0/hsFm5/oJzMaTEYbNsf+jFV/8GmIQQB3W9HUr6Svp+FygPPPVc1eNLy6q2xMOREK8teUFW1pQRiAQClTXlVwG0dTSvllLS0t7U2NTaUDIYad9z3rnHT3Ix5c7w73lh+IuOx6eU/LRvy/thkzeb03PcZLuTmJ+fzq+S+xzWJ7Z3lHzaFm0rETzkrU17et6Yp5LHzv7zxbmO2zadOvZ3i264cfPC8eOSBiNfiqJ8MXceZ/7dyGTtqqJkjbreONvaDd6uiKJrEqtJY0y6TlaSjscmWFwWoaw9hhAwKVOntCVOkVfQHpQcXWhmeo5OJJYYoeuLSCZmmkhzQmWXpDtkUNoSw2GGUEzgsgh0AXEpaQ7ZeUU/hRXmo56+dWlY7dQ1iKSURsmWNd+PRMIvb9iyrmbTthKaWht44Y1nZTwuaelo+URKGWzu6dlY3dFRC9DQ3b1qMNLOGJZmYVbajVXRXq/XYeeiGTMmmjU9+8OKCpKdDuaOGEGSzUZmUhIOi9n78rp1bRvrG+jw+8h0uU5//LJv/2r+6DH/LUpLvenmE098/fHLvv2rwciXoihfjBBCP2Zi3ifpHvuYwkw3yzc3sKW2nfp2H+X1neSnJzG+MAOn3cq2uk7ufOoTLl8wkUxvYtfnpk4f68qbcdotzByTQ4bXSTiS6GQwjDjDsjyEIjF6/GE+Lq1ja20HI3OT8YeiNHX4GZ2fQjBi0NkbIjvVGW7vCdz97zfWNw5lnXzdPPPBn57aWPPpvYFw3ytVzZtDfcEuNteuomT7hxjxaLw72HY9QHtv06pILGyEooFIe2/ToLQVt596ytgst+eMbS2tYkpennbdccfe8GFFZWtnwE9hagojMtLJTfZi0XV9c1Nz4OPyip4On4/G7m5tWkHhPX+78Pw7jiwa9ufjRo++5cGLv1l211lnTB+MfCnK/nLQTmfzzvWO8c72rhFCOKK9UazpVmLhGLpVx5JmIVgVRHNoND3eRDwcxzHSgRExsGXZsORZ0EwacSOOs8iJJd2C0AXV91XjK/UhhABAkwK9Px508uxZzJs2mYyUFJatWc9jryaWrjDicUOAjCdGHe2orMullM8ckAo6jMyeMa8wP6vg3LKqrc/OnnbM9Oa2ppIX3ni6BkAIYbrywusWdHS1b3npzWervmpafzjn7BOunXfMG2ZNszRW/pIRXkkwKuWkDZfKM4Zla66on2tHeOnw9ZHlduOx2zn/lWX/OnfsyAtmpdjdGe4kfvXu2opzpo4eeXROYtHXn7708oK733zrna+aN0VRPm9PbcWDp9nuGpOq/SwQldjNAqdZUN9rMC7DhNcKy+tjJFk18pM0RqVp3LY0gK7r6AKeLY3ij8IvjjZxzDALo9MSO6m9uDlMYoFsje6gQdgQTM810eKLU9UVp80f59giEzaT4IXNEWImh+/pzik/s7uTzStWrHigvr4+dMAr6DBy+vxzTzVbrMkCuSItJWPMQ0/dv3jH2hbXHHN0QZ7XO/Hx5cvfqWht+8qjwL7/yBUPTDx+7HfFR63yO/7hAmDZtrJqBMPSHE4CsSjhaJRlZeVkezyEY7GQlPLtc6ZMOcMfiWDIeLShqyd2wtjRdoC1tXUbjrjrt5O/ar4URfm8PbUTQgjx3M/P3JSV4hzb0uUnK8WF2STo8oUZV5BGc5ePcCRGXzDC8VOGMfE7D+O2W3j4plNp7wmw4KfPsXD6cP5+/XwMQ1Kcn4ovGGHxikomDk8nO8XFe+tqOHnWCKwWE59ubiAaM9A0wZzxedS29rKlto3qlt6Ps1Nci2taekt+8Pd3XhuKOjpcCCFMx4w78zp/pO+DdHdushGP9by97unP1qpbMPWbc424EVpa8vxX3hxpUl6u54VrvrNhVEZGwZqamvi0wkIN4KW16zqTnY4Uq8lElseDrmkY8ThFaWk8u2r1x1nupNxcb/Iwl81KaUNjfVFaat7IjAwAXt+48fZT//bAHV81b4qyvxy0U3CSJiX9IWl8kgMS09CkIdGiGs4RTqJdUTSbhtltRugCc4oZicTsNuPf4qf9zXa8c714ZnqIdkcJNYUweU3kXJpDtCeKc7gTgDnrR3DJhBMBWL5xE/mZmaR5PVx22kmcPHsWjW1tkZeWfTRp6co124auJg4fn6x6vwbYsXvRop3f639AeGOw0kp1uYrcNpsFoMw3qdoXq8nqlSOttxZYuGJCClImc+OLL7O9tYW4lDjMFuraWsfb8z1i1NjpbGlqQlZuSVqWlrJ1RrpnTGlj45rNTU0rByt/iqLsm1m5+g1Ts02EonGa/bCxJcYxhWbSnBqlrQZpTh2PVVDfFyfdJdjeDREjTpNPUtMjWThSx27W6QpKFm2LUJyqMyHDRKZL4LElvvDFw4mOB7sZ/FFJcVpiWhtAhkvnP9qZH77x3KN/HcJqOKy8uuSFndePKP/nk3/57B///ODDWqD2F4OUVlKqqxAgMsUrXnh8Y02xPSW/rrMj49jRY7CaTJz6979TUt/AaRMnUt3RwRulm2wdfv/R2R4PZ0+ZzJubNpu3NjevyHS7Jg1LTU2qaGtddMQg5U1RlH3z+6uOPeu8Y8aM1TTBtroOclJdvL2mmnPmFhMIRWnt9uN22nA7bVx57xs0dvj4wy2nMXVkJs2dPgDsVp3qll6EgIYOHzmpLorzUxhTkOhItJh1LOZER0QkGuOYSQVsq+9ACEFhpoflW+ox6/pjZ97+gtp47QDof274y57ef3vdMx8NVlopDmdaltudm0iX6PLt2wM2sznZFw47z5o6BSEEb23aRLvPz/yxY1hVXU11e3teZyDQfPSoUcO6AwG6A4HcNzY2f3rRLMdMfyjcvbGhccmgrd2hKPvBQRtEMsKG67NRUnHQk3RkPPFvk8dEuC2MNctK5nmZhLvDaJqGvcCONdtK3T/r6P6gG8coBylHpwAQqAtgSbUQ6YgQqA4go5J3XaUUbc7EabWTnJREerKXqoZGEILG1jYC4cgTKoD09fT3Ze8/VZCSPCfF4Ry2rSdj+6jCE66IBoOMjsVEdXsHv379dR7/dDmnTZrISePH0dTTw/vl5bOvfOpppCZIstkYP39B5j9bSP3X6nidvyXw746SDT1DXS5FOZwIIcSHlzvMAMEYWHVwmQVpzkSAJxKTTMrUcVsFi7YZLK2KcvkUC8NTdEYkCx4viXDzOxEqOyOsvcZJTbcg161hMwneKIuSnRQnLqGuJ0ZfJE6aXcNtEaQ5BOubY0Ri0BeW0Y0VG28c0opQ9puKVVV3CU1Yg30HAzIdAAAwcElEQVTB5oxeY5w1yVQ4OivbEYpG+PH//seamlruPfccZhQNIzPJzcljx3L98/9Nvvbpp0lxOrCZTEwfVji3KxAMdAfrV6+pqX3y/KEulKIcZnoDEYs/FCHJYSUelzhtFrKSHQghcNothCIGM0bn8NSSUp59bwvXnDaFzBQn3b4QfYEwAE6rmROmDgNgxdYGRuen0trlZ1lJDS6bmTSPgyVrq7BbzKQk2enoDWLSdNZXttDWFcBls2y48K5XH73y3iGsCGW/WFZWVvn81Vf9ojgz8+TlVVXL5owccVt3IMC0wgJrS28vsXicdp+f3735Flf+50lGpqfT7vMVdgeDhcu3b+e8qVMoSEkRTqv1yJqOzs7t7e0v3fryK8t/OtQFU5S9OGiDSNYsa7F/mz+xjlE0DvVgSbUQrA8S7YpiTjcTrAtihAzc4934qnwYYYNARQDHSAd9q/voW9dHytEpGCGDcGMY3axjSbUQbguDAaSZeDyyjF+6LiA3I4NVm7YSDIcxm0xMHDkisPiTFf8Z6npQ9o+1tbVB4HIhhG3zL2/fPjIjg1VVVXT2+QhHozz26XKOH13MbSefzMyiYaysrqY4I5NLH3ucJVu3ceP8+SzMzMBiajT9LebJb9BH3wg8ONTlUpTDyc+OtszPdGD+tDZGdY9BoUenxW+wsUUQi0Oz3yDFIdjWLrFqEodJEIhCdyjOO5VxnGa4drqZOz6IsKrBwGaC+voYmS6NuQU6r26LMDbdxLh0E2UdceYW6HQH43xQG0NKSbZTI8Ml1qxZs2brUNeFsn/8985XPwHm//Piiy4+Z87si026zqKSEkLRCBWtbSQ7HHjtdqbm59MbCjEyM4M5I0fwwrr1TM7Lo8PnZ2RGOu+XlztmFBTOCEQiVwI3D3W5FOVwMmd87jmba9qJxOK0dPXR0NFHKBpjU3UbnX1BzLrG5po2Hnh1HSlJNiwmnSVrqlm2vpaGjsRIpNq2Pp59bxNzxufR1O5jW11iZ/aUJBtNHT6GZXmxmnWau/3MnZhPaXUb2xu7ADhiVBYfbqx/RkppDFklKPvV+f/69++A3/Xd9OMXpubni9beXt4rK2N8Tg5SSm5+8SXCsRgVd/ya3mCIhu4utrW0cv1zz5Pr9XLzggXUdnYIl82Weu7UKVddeuSsfwMrhrpcirInB+0C0dGOqMM5yol7ghuTw4SUEvswO5pJwz3RDWGw59vxzPAQqguh6zqxvhgmr4nkucmgQaQ1Qm9pL30b+9AdOqYUE+YUM0ITWFItWDOtaGPNPLzuLRpa28lJTyM3Iy26vaHphpff/+iEB/73sloc9WvOa7dbQrFocnlLKxLQTTrpSYn1sVOcTvKSvXxaWUlPMEiOOwld0/CFwwSiEaSUzHAJHslsQ+usVSPWFOUAC8dobg3AUQUmzhlrpisUJ9muMzHTRJJVY16hmbiEGbkmJmSaiEtBLG7QFTAYlqwzf7hOXW/iO/0ntVEqOw2EgDFpOoYUpDp1jsgxUZymk+vWWFoVpTUgOSrPRNQQlSWt8tKH1kTPlEO9uKCy3zmt1uSazk7KW1ro9PlJcyVxwpjRibYh2cuWpiY2NzYSjEbZ2NDImKxMTELDrOv0BIOMTE+nvLVV1nZ2DcrGEIqi7LtN1e3OoiwvR0/MZ3h2CmZdozDDg9Vs4uiJBVgtJsYWpHHm7FGMH5bOmvJm3lpdxXsltZQ3JAJBZfUd/OXFNTz97mbsVh2H1czo/FR0TSPN42B0fiqTR2biD0ZYW94EEk6ZOYJPtzQ++tS7m8+66HeLfj/E1aAcAOGokVfe0kp3MIiUklyPF5vZTGNPD+dOnUpNZyf+SBgNwfFjRpNks/HetjJcNismXSfX6+WjysrGpp7eyqEui6LszUE7EkmzapEdIS6hCWx5NnzbfAgECNj5O7sl3QJxEBaBETKIdccgDrZcG65iF4HaAHF/nM4POrGkWTDpOpH2CNYsK7Le4JqZp9LQ0l6TluxNLqut/8s/Xnh5j3Nola+XE8aM9ritNrPHYae2qxOPzc747GyOLCpidXUNJk2jNxSmtKEeXdORUjIhJ5vq9nbafb7EotsihtMITk056Qf3aCZzWayr4ePuj5/dNNRlU5Svu2gcT7ItsV6RRRc4zIJgVLK6IUZ7UOIwaYj+Y5t8cYrTdHxhga71r3Fk0vioJo7HCqePNtPil1R2GrT7DFxWja6ApLbHIM+t0ROKk+0U0WBUdvnCMrSxLX7Rr5eFV149RGVXDqy+UCg/PzmZmo4OHFYLw9JS+c0Zp9PS28u1Tz/L2VMmU9HSSllbG2lJLm47+WSWlZfhC4UZn5ODWdfp9PvltIKCm/94zjneFJcz+K+PPnp6+fYqtQi7ouxnKW5bp8NmBsBuNWHSNepbe3E7rHT0BrGaEw8cN19wJAunF5HksBKJxogaEk3AhKsfZu6EfP53+9msLW/GF4zwwkebKcpKwWLW8QUiTBiWTk8gzJj8NKpauptG5aQ4F6/a/sndzy7/jpQydsu/hrIGlAMlGjcK85K9bGhowGmxkOx04LCYcVmtNPf2UpiSwn9Xr+H4sWMwaRr+cBiv3c4r60sYk5VFu89HbWen54bjj3vorxee/0YwGqu5+YUX1aY9ykHn4A0iWbT14cbwQiklsZ4YZt2MJcMCEnS7Tqg+RG9PL9GuKN7ZXoxuA0uGhVgwRtVdVaCBtcCKb6sP9yQ3AH2b+rCkWtCFxrXhBbxRuoaajPbIE6VLHlqzeMuNDW3thhpqenjRNe2IYWmpellLCyeMGcOG+npKGxu57eST+PO771L0818wKS+P+q4u4lLy1g+u7w8sBTlhzBgAXijdwrEZrpxF0YwfW7NHiWhPa6Nj1KxpgfIVzUNcPEX5WgvHZLtEhss6DGtDT5xgrH+HNovgiGyNJp+kpDlGLA7ffyNMklWwYLiJ7CTBinqDN8pjNPslP5tjoTsERxeaOSrfxNLtMfI8GhmOOKEofFJrYNGpf7Us9p2fLo28BUg1+ujwkp/sPaG5t5ccr5eRGRks21ZGkt1GQ3c33YEAmxqbyPZ46KqpIcfjIdfjoaS+nkn5eUzOyyNqGHy6vVJz5lgnXTV39l+TnU5RkJJ8NHD5UJdNUb7ukhzWsob2PoSA+rZedCEozPQCksJMD1vq2vl0cz02s4lUt52oIT9bMPuppaUABMNR3lm9naMn5mOzmnFYzbidFkyaRiASY9mGGsYXprO5tv2tD0vrv3Pabf+rl1LG5WCt8q8cErI9npSq9g5mFRXR0tvL6uoaNCG4ZNZM/rNiJb9+7XXmjBzB/9au443SUqbm5zOjsJBzpk5B0zRWV9fgtFichakpZ588YfzZvnA4ev8F55/zg+eeV7v5KQeVg3Y6W8dbHdcbISMQ7YpiH2HHCBqEakIYfoNQYwhhEVizrXR/0E3FzytoeLSB2r/XUv6TcqKdUTLOySD1xFQ0i/bZqCWz14w1y0rMMHi9djVNw3swZ1gs69zV1fWtbREVQDr8nDl50rFbmpox+hdtL87IQEooqa/nw4pKzp46hZsXnMgvTzsVIQRXP/kkVl1nZHo6UkqklMSjERqFG2FJDIkwuVJyNFtS/pAWTFEOAw+ujmx9v8b4h4xLonEYlaIhkVR0GpS2Smq7JXlunVGpOg+dZmNegU5VV5zXymJsajO4cIKZty6289OjrcT6Q0KhmGRMms7YNI22AIRiMLfQxKhUPfsvK6IrpJRxFUA6vAghhNVsztve1o7dbEYIgddh549vv8OnVdX89cLzeeuH1/PYZZfy4jVX09rXx7w/3ccZkydB/0ely+9H1zQihkGy0ykAPDb7mCEtmKIcJs6/4+XfldV3bq5t6WXCsHSihqSx00dPIMyW2g4a230cOTaPI4qzWbWtifLGTgKhCLWtPVhNGsdPKeTEI4aRleIiFI0Bid3YivNSsVpMbK1tZ/LwTPLS3eRnuP1/eXFVrZQyPsTFVg6wu88+a6FZE2Z/JLEYe6bbTSxucERhAWdPncLJ48fx1MpV3P/uMv790cdUtXewcNw4vnPMXHpDiUGpgUiYcCRKOBZDCEGSzWbOcrtHDmW5FGV3DtqRSH0b+spzLsk5T0vS/hGqDxXqVh1zmplYVwzdqSOFJNoRJf2MdAy/Qaw3RrQrSurpqaQdl0awLohu0XEWO/Fv9SNMAku2BYCYP8bGeFWHs93ZKMOy2bfB98wQF1cZIskO57QJuTnUdHSwuqaGhq4eMt1J/HzRq1x+1JF8Y9o0xmVn0xMM8Iezz+LaZ57l1lcW8eK13+GRTz8l1e4gJ8nF9ZEmPo35eaI9Rk9r7Rv+0qWrh7psinI4uO6N8E3PnWdvtZviv27y6eYUm47XJgnGJDEpCYYT09t8kThHF+q4LBodgTjDvIKiZJ3q7ji6JtAFlLUbNPYZHFtkwYhLeiNxujv4SNfI2NIe/29jX7xzqMurDI0stzt5fHY2G+rr8UUi+MNhXli3ntMnTsSs66ysqibDnUQ4ZnDKhPH88Z0lvFRSwoSsbJ5btRq7xUxxZhZCwIflFbis1uibmzf9buZQF0xRDgNSSuPnF80+e2SO96/hqLGgICOJJKeV2pZerGYT2ckuFq+qxOu04bSbKUh3s2pbMxLJidOHM3lkFrmpSThsZt5ZvZ3sVBfxeCJG5A9FMOJEKxq61jV3+i3LNzf8ddYQl1cZGjHDmDEuJ4cOv5+VVdW09vVyXHExoWiUa556mlAkyuLvX0emx01Faxurq2v4zRtvYNIExRkZuGxWnBYrqUlJGPE4a2tq6QkGtz/66aePqV09lYPNQRtEAmj8T+Pi/O/mt8moLDTnmZFBiWuMi2h3lEBlAGuuFcNnYMm0kDwnGQBfuQ/NokEcIu0RDJ+BrcCGyWmib1MfEUsEo8uIBLYE5jY93KR21DnMra6puT/L7Z4TjkW1dp8Pl83CE8uXA3DC6NHkJydj0TW2NDZx5pTJPL5iBR+WV7CpoYFvTJ2K225nZXU1aWYLP8vLZNS26pUXv3rvaWqkgqIcGFJKQwhx/7JLbXf2heNMzDQTNiSZTsGy6hgdAUkwKumLSE4fbcZpEXQEBO0BiVkXbGs3cFoEwZhkVpqJ7CSNxeVRclyCyg5j/S3vho+RUsrxQ11QZchIKeV/Lr/sXavJdFJNZxfpSS66AwGMeJzeUJAjhxURiEZo7u1FANMLCwEoa25hQnY2F8yYjpSStzdvpjAllTHZWdz7ztJf3r7otUVDWzJFOXzc9fQnZfdfd+IqmyW0IBZ3EQobHD0xH38oylurK0lx2Wnr9mE264wflg7A8i0NuB1WwlGDdRUtZCY7yUpxMqEogw2VLby+ogKzrrGltv0HF9z58oMAU4aykMqQendb2YNzRo64JTPJ7arr6iTT7ebjyu2sr6+nqr2D3599FsPT06hsbyfb4+FXZ5zG+xUV3LNkKatuvYVx2dk0dHfT1N2Dx24nGI12/u3996cvLt3UPdRlU5RdHbTT2XaIR+NBKSXhhjBSSmJ9ia2VU49NRbfq6ObEItnBuiC+Ch9Gn0G4OYw51UywPggmCFQECGwPYPgNTG4TKZqro+eTnq0/uOCca/71859s/dOPrnsiLyPdMtRlVQ68Xyx69X//WbFi1ubGpvDI9AxGpqfjsdsBcNqsTMjNoSsYJC8lmZ5gkHafD6fFQsQwcFgSHxmLrtMbDtETCBjh7ta/qgCSohxwIatJMyo7Y1R0GpgEbG2PMydf59RiMzlJkO6A96tjbGgxWN9k0BmMs7nNYGKmRmWngU0XfFgTY22TQTwuERo09InnAfHMufYX1nzHWfr42farhrqgytC49LHHT3tq5arfpzgd2MxmxufkUpyZwbq6eqxmEwKBx2bDabXwxPIVmDSNKfl5xIzEaAUhBBlJbhq6uyipq6utaGt9bGhLpCiHn9Zuf9OI7GTKG7oIRaIAVDV3c+7RYxmRm4zdZiYYjrGuvJk1ZU00dfjZVt9Bjy8MAvzhCE2dflZsaaSquYfReclomjB+9cRHD/743BkzPrjvW+s++cul793+rbmjh7ioyhB4d9u29mdWrR774vp1ZWdPmYIuBOnuJLoCQQDGZWcTikZJdbjYMdvRa7cRiEQ+2wTEabHQGwrhtFooa2397wtr13UNUXEUZa8O+iCSf4v/VqEL0CDQEMC/zY9m1gi3hDHCBjF/DNd4F8TBUeBAs2rE/DHioTiWZAvBhiCaTSMejaPZNLSoIKXPtfGKM06ZOGPc2L+OGz5s9KwJ4y75xvxjzx3qsipD409Llq7OcLure0NBugIBzpk6BZvJxM9eXsRbmzZRUldPnjeZX7/+Omtr6zh+zGjMZgvlra2Ut7TS1NNDZWsbb2/aHLr88SeeHOryKMrhRkppbGk3lhV6TEgJ71ZHaQ9KmnxQ3ydpD0riUmNKlobHCpOzdJr64pgE+CKCLCeUtESx6OAwSyJxQEJnSL7154XWhy6YYD5nWo5p/NRM7a6hLqsyNKSURiwef703GJKtfX2Mycrk1pMWYjOZmHjHndz68svc+85SvvPU0yzZupUbjj8eu8mM1WxiW3MLmxobqevqpLy1lTW1tZ/+4/0Pmoa6TIpyuLnzqU/+XtXSE/M6rTR0+Hj1kzKQUF7fiYxDQ3sfYwvSsFpMjMpNZmSul4rGLiRg0iAUjhGKxIjLOPlpSVQ19RAMx7qEEOaz5xa/eszE/Cmzx+ceO3di3veHuqzK0Hjow4/qJ+TkLvmgvIJYPE5hSgrDUlMAeHrlSj6prMRi1qlp7+DNTZv4uHI7+cnJ2MxmKhLtA6FImKVbt/LK+pJHh7g4irJHB30Qqfvj7o+jndEaIQSeiR6seVbCrWGsmVZMDlNinaM4WNIsaBYN50gn5hQz1mwrmMDitWArsOEa7cKuWf3ZJe4X3nt81UnZaakzEJgBOnt6je4+v5radhjb3NT0rU2Njc2VbW3YzWbe/uEPsJpMnP3gQ9yxeDHz/3I/T3y6gptOnM/dZ51JIBgkGInSFw5xREEBESNGqsvVMNTlUJTD1dKq+IX+qIxrGpw9xkJLn0GKPbHYttMs8NgF/igUenXSnBq5bp3iNJ3sJEFMCsammZiVZ2JajomOQLzh+U3R7/5nQ3TtmDRtWIsvMbiwM0j30JZSGUp3vbH4w9rurh99uHWb8eamTVwyaxbVv72TWxYuINvjwWO3ceH06Wz+5S/443nnkOZOoisQIBiNEJeSFIeTI/Lzaff51w51WRTlcLWxqu1+Ix5n6ohM5k0ppLath1F5KSQ5Lcwozibd48Csa7idNiYWZVCQ7qY4LwW71YLVrDO2II2jxuXh9dhj6ypaV/35pVWTpo7MzHU7rJnRmEE4EmNrbUfdUJdTGTovrV//y02NTe9tbmqmrKWFa445mstnH8Vza9by4voSylpaqGhv5/ZFr+ELh/n+vKNp7O7BFw4zKiOD3nCYorT0yJMrV64Z6rIoyp6IoZ55I4RYJKU8Y2/H2ApttowzM3ocwx2WWDiGbtWxJFuIBWP4K/yYnCaIgiXHQrAmSNK4JIQmCG4IYBtnx1/pJx6Kb/GV+E68puDkYwqyMk8praxaUlyQd4VETqhuarn/vqee//WBKrNycLrpxBO/e8vCEx9o9/kYm51NTzBIeWsrJfX1HJGfj0RwREE+/nCYdp8Pq8lMc28PWR4Pr5dsWLO9s/PCu95YXDHU5VCUr6N9aSsunaT/6BfzbH8y6xobW2KcPjox5XRNY4xWnyTZLvDYBE4zlHfEOWGEmWA0zgfVUeYUmlndYFDWIR/+x+rI9+843vobp1l4S1qMldOytV/2hQm/uDV23r/XRtYfiPIqB6//XPbtpnmji7NSHA5cNhtbmpoYm53Np5Xb8djtjM3OQghBSX09k/Py+KiigrkjR/Lu1m2yqbfnr9965LEfqZ2bFGXw7Us7AfDvH59cdc7c0cPCUYPatl5mjckB4P0NtcRicSxmnZE5ydS29jIi20ua18Gnm+oZlZtCc5efpk5fYOW2pgW6JkJzxuf9oLald4vdZhqW7LJ+o7q595Mr7n3jDLW0weEtxelMeu173+v1OuyMy8kmHo/z+KcrWFZWRmNPN0IIjiwq4rvzjqHD52N4WhqramqYPWIEf333vR6zyXTR9c8+98ZQl0NR9uSgXlh7h1BNKJT33bxH/JX+a3WnjqEZyLAkHo0TaYngPNKJ7tQJVASw5doIN4cxggZW3Uz3J11obr0tuD14b3a1mzmnT/y3N8nlSE/2nn7lHb/P7e7z+Ye6fMrBIRCJVAajUdKTkli8aROpDieTcnNo7e2ls38R1VXV1fQEgswfNxaA1TXVbGpsjFz55FPThzj7inLY29LBv7e2GzeZRDzHaYZNrTFMmqArGMcflZxcbCViSN6qjDI508S6JgOLLumJwFvlMfoi8U9XN8k/3Xq09funFZt/AiAE1qMf9ecDnDK0xVMOEjEZ35yfnJxV1d7BB2UVTMnPpa6zk7Y+H3EpWbxpEx6bnaK0VAC8djvLtm5jXW3tmze+8OIPL35YzVBQlKEUM+TN76zd/myax6FZdJ2y+k6iMYOOngA5qUkcOS6X1i4/QkBLt5/qlh7cLiuLPi3Hm2QL17T0/PmDDXUbfnvFvMXTirPmxMbFue+FVWf+5KF3rwW4/J6hLqEy1LoCgVDYiMaK0vJMy7dvpysQ4NIjZzIiI40ufwCP3Y4uBJubmpg7YgRWsxmAl0tKeOjDj0ZubWlpH+IiKMpeHfTT2XZoeLDh+/5y/zVIDEuaBWlIIm0R7CPshOpDhFvCmFMSO7hZ0i2YXCbClijmfAtCE8npJ6f/O3Ksdnc0FgsBRGMxf4/Pbwx1uZSDxwPvv//2s6tW/7u8pUWahaCmvYOlW7eSZLNxwpgxLBg3DotuIsPjpqylhXV1dVS2tdEbDP1yqPOuKAqsajD63qqMz17TZLw1JUsHBL6wxDAk84eb+KgmRlVXnEkZOiYNnBYYnaZhSJg/Qiffqx/1q3nmlU0+I3dHJ3LEIDC0pVIONlc88eRJT61YWd3u6yMYjfDO5i3UdXaSn5rMnJEjOGXCBIy4QZvPR3lLK3Vd3bT5faHOQODHQ513RVHg2r+8+d9NNZ3H1bf19o4blk48HqexvY8MjwOzSWNzTTudfSFcdjPjh6XjsltwWhMjW1NcVtPFx4//2U/On/VhJGYEACIxw4jGDNUprXxGShl9cd268z6prIwIIegKBHhx3Tr84QhnTJ7EsaOLSU1y4bJaqeroYGtzM9UdHfgCoRUqgKQcCg6J6Ww7SzkuZUbStKRPjKhhsiZbESaBETBwjXYB0FfaR7QnijXTCjrEg3GkIbGkWcj3pURHbs64auywwnGV9Y2v/e35Fz/abwVTDllOq8X7p3PP3XLNvGOyNjY0kGS14nE4cNtsvLRuPW67nRmFBWxuamZRScmi37/9zplDnWdF+br7om3FnxZYH5+WY7q0K2hQnGaiNySxmmBqtolgNM4LmyO4rRpCCIYnQ3UP5CUJdE2wvTO+vjciH3NbRfK/10bvW7Qt2rM/y6Ycmm488YRvnzZh4sNTC/L17mCQvlCICTk51Hd183FlJZNyc0h2OPi4sjL++PIVxa9u2Fg51HlWlK+zL9pOpLrttgeuX1CXZDen2WxmslNcNHX4mDepAF3X+ndh62Z0XjLVzT1kpSbR2uVnYlE6HX0hlqytunnqyKyU2tbeTd+5b7HaWEX5HCGE/pfzz3th/tixZ5o1HafVQiQWY1haGm9v2owh4xxRUECH389bmzZ3/Oujj7M3NzVFhzrfijKQQy6IBJC2IK3AMd6xwTPF4wHwl/uJR+LEjThmrxnNpOEv92NKMWFJtiDjEiEEC/yTiW2NnP7QS6++tn9Ko3xdjMxIt9x/wfkvZbvdMzY2NDpdFqsDQcxtt5nqu7p7KlrbamJxY9ndb739w6HOq6IcDr5MW3HHcdarTys2/3Nqti4Ani0NkefWCcegKFmnrifOpuYIRxZYMOnQFZSk2jV6wrJsziN+tUW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", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 1.55 s (started: 2026-07-16 01:10:08 +02:00)\n" + ] + } + ], + "source": [ + "ds.plot_layout(\n", + " layout_key=[\"RNA+ADT_UMAP\"],\n", + " color_by=[\"RNA_leiden_cluster\", \"ADT_leiden_cluster\", \"RNA+ADT_leiden_cluster\"],\n", + " cmap=\"tab20\",\n", + " legend_onside=False,\n", + " point_size=5,\n", + " width=4,\n", + " height=4,\n", + " n_columns=3,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "0e3b01ed", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['I',\n", + " 'ids',\n", + " 'names',\n", + " 'RNA+ADT_UMAP1',\n", + " 'ADT_UMAP2',\n", + " 'RNA_percentMito',\n", + " 'ADT_nFeatures',\n", + " 'ADT_UMAP1',\n", + " 'RNA_percentRibo',\n", + " 'RNA+ADT_UMAP2',\n", + " 'ADT_nCounts',\n", + " 'RNA_nFeatures',\n", + " 'RNA_nCounts',\n", + " 'RNA+ADT_leiden_cluster',\n", + " 'RNA_leiden_cluster',\n", + " 'RNA_UMAP2',\n", + " 'RNA_UMAP1',\n", + " 'ADT_leiden_cluster']" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 28 ms (started: 2026-07-16 01:10:10 +02:00)\n" + ] + } + ], + "source": [ + "ds.cells.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "f648d5ab", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing normalized data with cell key I and feat key I__hvgs\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix finished in 0.2s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing loadings for pca with 15 dims\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing ANN index\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using existing kmeans cluster centers\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "KNN graph already exists will not recompute.\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 0.4s (7/7 steps, 0.2s in logged steps)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing normalized data with cell key I and feat key I\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 1/7: normalize expression matrix finished in 0.1s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 2/7: normalization statistics finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using existing ANN index\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using existing kmeans cluster centers\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 3/7: dimension reduction, ANN index, and kmeans finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 4/7: persist graph artifacts to Zarr finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 5/7: KNN neighbor search finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "KNN graph already exists will not recompute.\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 6/7: smooth KNN distances into graph finished in 0.0s (reusing cached)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph step 7/7: finalize graph metadata finished in 0.0s (computing)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make_graph finished in 0.3s (7/7 steps, 0.2s in logged steps)\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No dimension reduction was user for ADT data. Memory consumption will be high.\n", + "\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "ad38df8e560548948612e785b8a51008", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Training UMAP: 0%| …" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "time: 11.7 s (started: 2026-07-16 01:10:10 +02:00)\n" + ] + } + ], + "source": [ + "ds.integrate_assays(assays=[\"RNA\", \"ADT\"], label=\"RNA+ADT_wnn\", method=\"wnn\")\n", + "\n", + "ds.run_umap(\n", + " integrated_graph=\"RNA+ADT_wnn\", n_epochs=500, spread=5, min_dist=0.5, parallel=True\n", + ")\n", + "\n", + "ds.run_leiden_clustering(integrated_graph=\"RNA+ADT_wnn\", resolution=1.75)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "ee1a0819", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/parashar/scarf/scarf/plots.py:840: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", + " axs.flat[0].figure.show()\n" + ] + }, + { + "data": { + "image/png": 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SPHINXOPTS ?= -SPHINXBUILD ?= sphinx-build +SPHINXBUILD ?= uv run sphinx-build SOURCEDIR = source BUILDDIR = build SPHINXPROJ = Scarf @@ -13,7 +13,28 @@ SPHINXPROJ = Scarf help: @$(SPHINXBUILD) -M help "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) -.PHONY: help Makefile +.PHONY: help Makefile execute-docs execute-vignette execute-vignettes prune-stale-cache html execute-notebooks-all + +# Execute one doc page locally and update docs/.jupyter_cache. +execute-vignette: + @uv run python execute_vignette.py $(VIGNETTE) + +# Execute quickstart + all vignettes in parallel; merge into docs/.jupyter_cache. +execute-vignettes execute-docs: + @uv run python execute_all_vignettes.py -j $(or $(JOBS),1) + +# Remove cache entries whose source .md files were deleted. +prune-stale-cache: + @uv run python -c "from docs.execute_vignette import prune_stale_cache; removed = prune_stale_cache(); print(f'Pruned {len(removed)} entries')" + +# Build HTML locally (uses committed docs/.jupyter_cache; does not re-execute). +html: + @$(SPHINXBUILD) -b html "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) + +# Wipe cache and rebuild HTML (sequential re-execution via Sphinx; slower than execute-docs). +execute-notebooks-all: + @rm -rf .jupyter_cache + @$(SPHINXBUILD) -b html "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) # Catch-all target: route all unknown targets to Sphinx using the new # "make mode" option. $(O) is meant as a shortcut for $(SPHINXOPTS). diff --git a/docs/execute_all_vignettes.py b/docs/execute_all_vignettes.py new file mode 100644 index 00000000..3144d9c9 --- /dev/null +++ b/docs/execute_all_vignettes.py @@ -0,0 +1,141 @@ +"""Execute all myst-nb vignettes in parallel and merge into docs/.jupyter_cache.""" + +from __future__ import annotations + +import argparse +import os +import shutil +import subprocess +import sys +from concurrent.futures import ThreadPoolExecutor, as_completed +from pathlib import Path + +from docs.execute_vignette import configure_doc_execution_env + +DOCS_ROOT = Path(__file__).resolve().parent +PARALLEL_CACHE = DOCS_ROOT / ".jupyter_cache" / "_parallel" +EXECUTE_SCRIPT = DOCS_ROOT / "execute_vignette.py" + + +def _run_vignette_subprocess(name: str) -> Path: + """Run one vignette in a fresh Python process so memory is fully released.""" + cache_path = PARALLEL_CACHE / name + if cache_path.exists(): + shutil.rmtree(cache_path) + + env = os.environ.copy() + configure_doc_execution_env() + env.update( + { + "SCARF_MEM_BUDGET": os.environ["SCARF_MEM_BUDGET"], + "SCARF_WORKING_COPIES": os.environ["SCARF_WORKING_COPIES"], + "SCARF_WORKERS": os.environ["SCARF_WORKERS"], + "OMP_NUM_THREADS": os.environ["OMP_NUM_THREADS"], + "MKL_NUM_THREADS": os.environ["MKL_NUM_THREADS"], + "OPENBLAS_NUM_THREADS": os.environ["OPENBLAS_NUM_THREADS"], + "NUMEXPR_NUM_THREADS": os.environ["NUMEXPR_NUM_THREADS"], + } + ) + cmd = [ + sys.executable, + str(EXECUTE_SCRIPT), + name, + "--cache-path", + str(cache_path), + "--force", + ] + result = subprocess.run( + cmd, + cwd=DOCS_ROOT.parent, + env=env, + ) + if result.returncode != 0: + raise subprocess.CalledProcessError(result.returncode, cmd) + return cache_path + + +def main() -> None: + parser = argparse.ArgumentParser(description=__doc__) + parser.add_argument( + "-j", + "--jobs", + type=int, + default=1, + help=( + "Number of vignettes to run concurrently (default: 1). " + "Each vignette runs in its own Python process." + ), + ) + parser.add_argument( + "vignettes", + nargs="*", + help="Vignette names without .md extension (default: all)", + ) + args = parser.parse_args() + if args.jobs < 1: + raise SystemExit("--jobs must be >= 1") + if args.jobs > 1: + print( + "WARNING: Each vignette can use several GB. Prefer -j 1 on WSL.", + flush=True, + ) + + repo_root = DOCS_ROOT.parent + sys.path.insert(0, str(repo_root)) + from docs.execute_vignette import ( + DEFAULT_CACHE, + list_executable_docs, + merge_caches, + prune_stale_cache, + ) + + names = args.vignettes or list_executable_docs() + if not names: + raise SystemExit("No vignettes found") + + print(f"Executing {len(names)} vignettes with {args.jobs} workers", flush=True) + PARALLEL_CACHE.mkdir(parents=True, exist_ok=True) + + failures: list[tuple[str, str]] = [] + completed_caches: list[Path] = [] + with ThreadPoolExecutor(max_workers=args.jobs) as pool: + futures = {pool.submit(_run_vignette_subprocess, name): name for name in names} + for future in as_completed(futures): + name = futures[future] + try: + completed_caches.append(future.result()) + except subprocess.CalledProcessError as exc: + failures.append((name, f"exit code {exc.returncode}")) + print(f"[{name}] FAILED: exit code {exc.returncode}", flush=True) + except Exception as exc: + failures.append((name, str(exc))) + print(f"[{name}] FAILED: {exc}", flush=True) + + if completed_caches: + print( + f"Merging {len(completed_caches)} caches into docs/.jupyter_cache", + flush=True, + ) + merge_caches(completed_caches, DEFAULT_CACHE) + + if PARALLEL_CACHE.exists(): + shutil.rmtree(PARALLEL_CACHE, ignore_errors=True) + + pruned = prune_stale_cache(DEFAULT_CACHE) + if pruned: + print(f"Pruned {len(pruned)} stale cache entries", flush=True) + + if failures: + print("\nFailed vignettes:", flush=True) + for name, msg in failures: + print(f" - {name}: {msg}", flush=True) + raise SystemExit(1) + + print( + f"All {len(names)} vignettes executed and merged into docs/.jupyter_cache", + flush=True, + ) + + +if __name__ == "__main__": + main() diff --git a/docs/execute_vignette.py b/docs/execute_vignette.py new file mode 100644 index 00000000..d341d345 --- /dev/null +++ b/docs/execute_vignette.py @@ -0,0 +1,328 @@ +"""Execute myst-nb vignettes into docs/.jupyter_cache.""" + +from __future__ import annotations + +import os +import shutil +import sqlite3 +from pathlib import Path + +from myst_parser.config.main import MdParserConfig +from myst_nb.core.config import NbParserConfig +from myst_nb.core.execute import create_client +from myst_nb.core.read import create_nb_reader + +DOCS_ROOT = Path(__file__).resolve().parent +DEFAULT_CACHE = DOCS_ROOT / ".jupyter_cache" +VIGNETTES_DIR = DOCS_ROOT / "source" / "vignettes" + +os.environ.setdefault("IPYTHONDIR", str(DOCS_ROOT / ".ipython")) + + +def configure_doc_execution_env() -> None: + """Cap Scarf and BLAS memory for notebook doc builds.""" + os.environ["SCARF_MEM_BUDGET"] = "4G" + os.environ["SCARF_WORKING_COPIES"] = "1" + os.environ["SCARF_WORKERS"] = "2" + for key in ( + "OMP_NUM_THREADS", + "MKL_NUM_THREADS", + "OPENBLAS_NUM_THREADS", + "NUMEXPR_NUM_THREADS", + ): + os.environ[key] = "2" + + +configure_doc_execution_env() + + +class _Logger: + prefix: str = "" + + def info(self, msg: str, subtype: str | None = None) -> None: + print(f"{self.prefix}{msg}", flush=True) + + def warning(self, msg: str, subtype: str | None = None) -> None: + print(f"{self.prefix}WARNING: {msg}", flush=True) + + def debug(self, msg: str, subtype: str | None = None) -> None: + pass + + +def resolve_doc_path(name: str) -> Path: + if name == "quickstart": + path = DOCS_ROOT / "source" / "quickstart.md" + else: + path = VIGNETTES_DIR / f"{name}.md" + if not path.exists(): + raise FileNotFoundError(f"Executable doc not found: {path}") + return path + + +def list_executable_docs() -> list[str]: + names = ["quickstart"] + names.extend(sorted(p.stem for p in VIGNETTES_DIR.glob("*.md"))) + return names + + +def list_vignettes() -> list[str]: + return list_executable_docs() + + +def prune_stale_cache(cache_path: Path = DEFAULT_CACHE) -> list[str]: + """Drop cache rows and executed notebooks whose source .md no longer exists.""" + db_path = cache_path / "global.db" + if not db_path.exists(): + return [] + + removed: list[str] = [] + db = sqlite3.connect(db_path) + try: + for (uri,) in db.execute("SELECT uri FROM nbproject").fetchall(): + if Path(uri).exists(): + continue + row = db.execute( + "SELECT hashkey FROM nbcache WHERE uri = ?", (uri,) + ).fetchone() + if row is not None: + executed_dir = cache_path / "executed" / row[0] + if executed_dir.exists(): + shutil.rmtree(executed_dir) + db.execute("DELETE FROM nbproject WHERE uri = ?", (uri,)) + db.execute("DELETE FROM nbcache WHERE uri = ?", (uri,)) + removed.append(uri) + + valid_hashkeys = { + row[0] for row in db.execute("SELECT hashkey FROM nbcache").fetchall() + } + executed_root = cache_path / "executed" + if executed_root.exists(): + for entry in executed_root.iterdir(): + if entry.is_dir() and entry.name not in valid_hashkeys: + shutil.rmtree(entry) + removed.append(f"orphan:{entry.name}") + + db.commit() + finally: + db.close() + + removed.extend(prune_failed_cache_without_notebook(cache_path)) + return removed + + +def prune_failed_cache_without_notebook( + cache_path: Path = DEFAULT_CACHE, +) -> list[str]: + """Drop nbproject error rows that never produced a cached notebook.""" + db_path = cache_path / "global.db" + if not db_path.exists(): + return [] + + removed: list[str] = [] + db = sqlite3.connect(db_path) + try: + for (uri,) in db.execute( + "SELECT uri FROM nbproject WHERE traceback IS NOT NULL" + ).fetchall(): + row = db.execute( + "SELECT hashkey FROM nbcache WHERE uri = ?", (uri,) + ).fetchone() + if row is not None: + continue + db.execute("DELETE FROM nbproject WHERE uri = ?", (uri,)) + removed.append(uri) + db.commit() + finally: + db.close() + return removed + + +def _invalidate_cache_entry(cache_path: Path, uri: str) -> None: + db_path = cache_path / "global.db" + if not db_path.exists(): + return + db = sqlite3.connect(db_path) + try: + row = db.execute("SELECT hashkey FROM nbcache WHERE uri = ?", (uri,)).fetchone() + if row is not None: + executed_dir = cache_path / "executed" / row[0] + if executed_dir.exists(): + shutil.rmtree(executed_dir) + db.execute("DELETE FROM nbproject WHERE uri = ?", (uri,)) + db.execute("DELETE FROM nbcache WHERE uri = ?", (uri,)) + db.commit() + finally: + db.close() + + +def _cached_notebook_hash(cache_path: Path, uri: str) -> str | None: + db_path = cache_path / "global.db" + if not db_path.exists(): + return None + db = sqlite3.connect(db_path) + try: + row = db.execute("SELECT hashkey FROM nbcache WHERE uri = ?", (uri,)).fetchone() + return None if row is None else str(row[0]) + finally: + db.close() + + +def _stale_failure_traceback(cache_path: Path, uri: str) -> str | None: + """Return traceback only when a prior failure has no successful notebook cache.""" + if _cached_notebook_hash(cache_path, uri) is not None: + return None + db_path = cache_path / "global.db" + if not db_path.exists(): + return None + db = sqlite3.connect(db_path) + try: + row = db.execute( + "SELECT traceback FROM nbproject WHERE uri = ?", (uri,) + ).fetchone() + if row is None or not row[0]: + return None + return str(row[0]) + finally: + db.close() + + +def execute_vignette( + name: str, + *, + cache_path: Path | None = None, + execution_in_temp: bool = False, + force: bool = False, +) -> dict: + path = resolve_doc_path(name) + + cache_path = cache_path or DEFAULT_CACHE + cache_path.mkdir(parents=True, exist_ok=True) + uri = str(path.resolve()) + + if force: + _invalidate_cache_entry(cache_path, uri) + elif (traceback := _stale_failure_traceback(cache_path, uri)) is not None: + raise RuntimeError( + f"Vignette {name!r} has a cached execution error; re-run with --force:\n" + f"{traceback}" + ) + + nb_config = NbParserConfig( + execution_mode="cache", + execution_cache_path=str(cache_path), + execution_timeout=600, + execution_allow_errors=False, + execution_raise_on_error=True, + execution_show_tb=True, + execution_in_temp=execution_in_temp, + ) + md_config = MdParserConfig(enable_extensions={"colon_fence"}) + content = path.read_text(encoding="utf-8") + nb_reader = create_nb_reader(str(path), md_config, nb_config, content) + if nb_reader is None: + raise ValueError(f"Not a myst-nb vignette: {path}") + + notebook = nb_reader.read(content) + logger = _Logger() + logger.prefix = f"[{name}] " + with create_client( + notebook, str(path), nb_config, logger, nb_reader.read_fmt + ) as client: + metadata = client.exec_metadata or {} + + if _cached_notebook_hash(cache_path, uri) is None: + raise RuntimeError( + f"Vignette {name!r} finished without writing a cached notebook" + ) + + print(f"[{name}] finished", flush=True) + return {"name": name, "metadata": metadata} + + +def merge_caches(source_dirs: list[Path], target_dir: Path = DEFAULT_CACHE) -> None: + target_dir.mkdir(parents=True, exist_ok=True) + target_executed = target_dir / "executed" + target_executed.mkdir(parents=True, exist_ok=True) + version_file = target_dir / "__version__.txt" + if not version_file.exists() and source_dirs: + first_version = next( + ( + d / "__version__.txt" + for d in source_dirs + if (d / "__version__.txt").exists() + ), + None, + ) + if first_version is not None: + shutil.copy2(first_version, version_file) + + target_db = sqlite3.connect(target_dir / "global.db") + try: + for source_dir in source_dirs: + source_db_path = source_dir / "global.db" + if not source_db_path.exists(): + continue + source_db = sqlite3.connect(source_db_path) + try: + projects = source_db.execute("SELECT * FROM nbproject").fetchall() + caches = source_db.execute("SELECT * FROM nbcache").fetchall() + finally: + source_db.close() + + for row in projects: + uri = row[1] + target_db.execute("DELETE FROM nbproject WHERE uri = ?", (uri,)) + target_db.execute( + "INSERT INTO nbproject (uri, read_data, assets, exec_data, created, traceback) " + "VALUES (?, ?, ?, ?, ?, ?)", + row[1:], + ) + + for row in caches: + hashkey = row[1] + uri = row[2] + src = source_dir / "executed" / hashkey + dst = target_executed / hashkey + if dst.exists(): + shutil.rmtree(dst) + if src.exists(): + shutil.copytree(src, dst) + target_db.execute("DELETE FROM nbcache WHERE uri = ?", (uri,)) + target_db.execute( + "INSERT INTO nbcache (hashkey, uri, description, data, created, accessed) " + "VALUES (?, ?, ?, ?, ?, ?)", + row[1:], + ) + target_db.commit() + finally: + target_db.close() + + +if __name__ == "__main__": + import argparse + + parser = argparse.ArgumentParser(description=__doc__) + parser.add_argument( + "vignette", + nargs="?", + default="basic_tutorial_scRNAseq", + help="Vignette name without .md extension", + ) + parser.add_argument( + "--cache-path", + type=Path, + default=None, + help="Override jupyter cache directory", + ) + parser.add_argument( + "--force", + action="store_true", + help="Re-execute even when a cached notebook exists", + ) + cli = parser.parse_args() + execute_vignette( + cli.vignette, + cache_path=cli.cache_path, + execution_in_temp=True, + force=cli.force, + ) diff --git a/docs/source/_static/external_logos/dask.png b/docs/source/_static/external_logos/dask.png deleted file mode 100644 index 74e9aa2e..00000000 Binary files a/docs/source/_static/external_logos/dask.png and /dev/null differ diff --git a/docs/source/_templates/layout.html b/docs/source/_templates/layout.html index c3a8ae11..a8a9b6c8 100644 --- a/docs/source/_templates/layout.html +++ b/docs/source/_templates/layout.html @@ -1,4 +1,10 @@ {% extends "!layout.html" %} {% block extrahead %} + {% if pagename == "index" %} + + {% endif %} + + + {% endblock %} diff --git a/docs/source/api.md b/docs/source/api.md index f97e6f0f..551e60ff 100644 --- a/docs/source/api.md +++ b/docs/source/api.md @@ -20,6 +20,17 @@ :members: ``` +### MappingReference +```{eval-rst} +.. autoclass:: scarf.mapping_reference.MappingReference + :members: +``` + +```{eval-rst} +.. autoclass:: scarf.mapping_reference.MappingResult + :members: +``` + ### DataStore ```{eval-rst} .. autoclass:: scarf.datastore.datastore.DataStore @@ -58,6 +69,78 @@ :members: ``` +## Harmony +```{eval-rst} +.. autofunction:: scarf.harmony.run_harmony +``` + +```{eval-rst} +.. autofunction:: scarf.harmony.fit_harmony +``` + +```{eval-rst} +.. autoclass:: scarf.harmony.HarmonyResult + :members: +``` + +## Integration metrics +```{eval-rst} +.. automodule:: scarf.metrics + :members: compute_lisi, silhouette_scoring, label_concordance_score, lisi_batch_mixing_score, integration_score +``` + +## Merge classes + +### AssayMerge +```{eval-rst} +.. autoclass:: scarf.merge.AssayMerge + :members: +``` + +### DatasetMerge +```{eval-rst} +.. autoclass:: scarf.merge.DatasetMerge + :members: +``` + +### ZarrMerge (deprecated) +```{eval-rst} +.. autoclass:: scarf.merge.ZarrMerge + :members: +``` + +## Meld assay +```{eval-rst} +.. autoclass:: scarf.meld_assay.GffReader + :members: +``` + +```{eval-rst} +.. autofunction:: scarf.meld_assay.coordinate_melding +``` + +## Downloader +```{eval-rst} +.. autofunction:: scarf.downloader.fetch_dataset +``` + +```{eval-rst} +.. autofunction:: scarf.downloader.show_available_datasets +``` + +## Utilities +```{eval-rst} +.. autofunction:: scarf.utils.set_verbosity +``` + +```{eval-rst} +.. autofunction:: scarf.utils.load_zarr +``` + +```{eval-rst} +.. autofunction:: scarf.utils.controlled_compute +``` + ## Reader classes ### Cellranger H5 reader @@ -90,6 +173,12 @@ :members: ``` +### CSV reader +```{eval-rst} +.. autoclass:: scarf.readers.CSVReader + :members: +``` + ## Writer classes ### Cellranger to Zarr @@ -116,9 +205,15 @@ :members: ``` -### Zarr Merge +### Sparse matrix to Zarr ```{eval-rst} -.. autoclass:: scarf.merge.ZarrMerge +.. autoclass:: scarf.writers.SparseToZarr + :members: +``` + +### CSV to Zarr +```{eval-rst} +.. autoclass:: scarf.writers.CSVtoZarr :members: ``` @@ -127,3 +222,94 @@ .. autoclass:: scarf.writers.SubsetZarr :members: ``` + +```{eval-rst} +.. autofunction:: scarf.writers.dask_to_zarr +``` + +```{eval-rst} +.. autofunction:: scarf.writers.to_h5ad +``` + +```{eval-rst} +.. autofunction:: scarf.writers.to_mtx +``` + +## Plots + +### scarf.plotting + +```{eval-rst} +.. automodule:: scarf.plotting + :members: embedding, embedding_raster, dotplot, matrixplot, composition, distribution, qc, graph_qc, elbow, highly_variable_features, label_panels, collect_legends, theme_context + :undoc-members: + :show-inheritance: +``` + +```{eval-rst} +.. autoclass:: scarf.plotting.PlotResult + :members: +``` + +```{eval-rst} +.. autoclass:: scarf.plotting.FeatureRef + :members: +``` + +```{eval-rst} +.. autoclass:: scarf.plotting.CellField + :members: +``` + +```{eval-rst} +.. autoclass:: scarf.plotting.StudyDesign + :members: +``` + +```{eval-rst} +.. autoclass:: scarf.plotting.NormalizationSpec + :members: +``` + +```{eval-rst} +.. autoclass:: scarf.plotting.ColorScale + :members: +``` + +```{eval-rst} +.. autoclass:: scarf.plotting.CategoricalScale + :members: +``` + +```{eval-rst} +.. autoclass:: scarf.plotting.SizeScale + :members: +``` + +```{eval-rst} +.. autoclass:: scarf.plotting.PlotProvenance + :members: +``` + +### Legacy plotting interfaces + +`DataStore.plot_*` and `scarf.plots` remain supported compatibility APIs and +do not emit plotting deprecation warnings. New code should use +`scarf.plotting` when it provides the needed plot. Individual legacy methods +will only be deprecated after the replacement reaches exact behavioral parity. + +```{eval-rst} +.. autofunction:: scarf.plotting.marker_heatmap +``` + +```{eval-rst} +.. autofunction:: scarf.plotting.cluster_tree +``` + +```{eval-rst} +.. autofunction:: scarf.plotting.pseudotime_heatmap +``` + +```{eval-rst} +.. autofunction:: scarf.plots.plot_graph_qc +``` diff --git a/docs/source/colab.md b/docs/source/colab.md deleted file mode 100644 index 9113798d..00000000 --- a/docs/source/colab.md +++ /dev/null @@ -1,48 +0,0 @@ -(colab)= -# Run tutorials on Google Colab - -## Wish to try Scarf without installation? - -Google Colab allows running Python code directly on Google's server through a notebook interface. -With the following links you can try running any of the vignettes on Colab. This is a quick way to -try Scarf without installing it. - -## Before you run notebooks on Colab - -Paste the following code on the top of the notebook before running any other cell on Colab notebook - - !pip install ipython-autotime - !pip install scarf - !pip install -U numpy scipy - -Google Colab has older versions of Numpy and Scipy which are not compatible with Scarf. -Once `scipy` and `numpy` have updated you will see a `RESTART RUNTIME` button. -Click on it to activate latest versions. -Now you are free to execute rest of the notebook. - -## Colab links - -### Basic pipelines - -- [Workflow for scRNA-Seq data](https://colab.research.google.com/github/parashardhapola/scarf_vignettes/blob/main/basic_tutorial_scRNAseq.ipynb) -- [Workflow for scATAC-Seq count matrices](https://colab.research.google.com/github//parashardhapola/scarf_vignettes/blob/main/basic_tutorial_scATACseq.ipynb) - -### Multi-omics/Multimodal analysis - -- [Analysis of Transcriptome + Surface Proteome](https://colab.research.google.com/github/parashardhapola/scarf_vignettes/blob/main/multiple_modalities.ipynb) - -### Data integration tutorials - -- [Projection of cells across datasets](https://colab.research.google.com/github/parashardhapola/scarf_vignettes/blob/main/data_projection.ipynb) -- [Merging datasets and partial training](https://colab.research.google.com/github/parashardhapola/scarf_vignettes/blob/main/merging_datasets.ipynb) - -### Trajectory analysis tutorials - -- [Estimating pseudotime ordering and expression dynamics](https://colab.research.google.com/github/parashardhapola/scarf_vignettes/blob/main/pseudotime_dynamics.ipynb) - -### Other Vignettes - -- [Understanding how data is organized in Scarf](https://colab.research.google.com/github/parashardhapola/scarf_vignettes/blob/main/zarr_explanation.ipynb) -- [Getting data in and out of Scarf](https://colab.research.google.com/github/parashardhapola/scarf_vignettes/blob/main/download_conversion.ipynb) -- [Cell subsampling using TopACeDo](https://colab.research.google.com/github/parashardhapola/scarf_vignettes/blob/main/cell_subsampling_tutorial.ipynb) -- [Demonstrating Scarf on MNIST dataset](https://colab.research.google.com/github/parashardhapola/scarf_vignettes/blob/main/mnist.ipynb) diff --git a/docs/source/conf.py b/docs/source/conf.py index 093bc765..b3e1f077 100644 --- a/docs/source/conf.py +++ b/docs/source/conf.py @@ -1,6 +1,8 @@ import os import sys +import matplotlib + sys.path.insert(0, os.path.abspath("../..")) project = "Scarf" @@ -43,6 +45,7 @@ html_favicon = "favicon.ico" html_logo = "logo.png" html_title = "Scarf documentation" +html_baseurl = "https://scarf.readthedocs.io/en/latest/" html_theme_options = { "repository_url": "https://github.com/parashardhapola/scarf", "home_page_in_toc": True, @@ -61,10 +64,11 @@ man_pages = [(master_doc, "scarf", "Scarf Documentation", [author], 1)] -nb_execution_allow_errors = True -nb_execution_mode = "auto" -nb_execution_timeout = 200 - -import matplotlib +nb_execution_allow_errors = False +nb_execution_mode = "cache" +nb_execution_cache_path = os.path.join( + os.path.dirname(__file__), "..", ".jupyter_cache" +) +nb_execution_timeout = 600 matplotlib.use("agg") diff --git a/docs/source/contributions.md b/docs/source/contributions.md index cb1c0786..e853e0b5 100644 --- a/docs/source/contributions.md +++ b/docs/source/contributions.md @@ -1,28 +1,73 @@ # How to contribute -## Contributions through pull requests: +## Contributions through pull requests + If you would like to add a new feature, fix a bug or make some improvements please follow this [guideline]. Usually when planning to add a new feature it is a good -idea to introduce the proposed feature and discuss it. This can be done on the [discussion -page]. The code is written using [black] style. Please make sure you blacken any edited files. +idea to introduce the proposed feature and discuss it on the [discussion page]. +The code is written using [black] style. Please make sure you blacken any edited files. ## Testing locally -You can run the tests locally on your branch by running [pytest]. The configurations -for pytest are already set in `pyproject.toml`. The extra requirements for running the -tests can be installed from the `requirements.txt` file that is under the 'tests' folder. + +You can run the tests locally on your branch with [pytest]. Configurations are in `pyproject.toml`. +Install dependencies with `uv sync --extra test --extra extra`, then run `uv run pytest`. +Python 3.12 or newer is required (`requires-python >=3.12`). ## Contributions to the documentation + You may contribute to the documentation by either adding new sections or modifying existing -sections. All the required packages for building the documentation locally can be installed -from another `requirements.txt` file that is under the 'docs' directory. The documentation is built -using [Sphinx]. The markdown files are parsed using [MyST] parser. If you want to add a notebook -to the documentation then please convert your `ipynb` files to `markdown` format using [Jupytext]. -The markdown files are saved with extension `mdnb` so that they can be recognized by [nbshpinx] -extension. +sections. Install doc dependencies with `uv sync --extra docs --extra extra`. + +Executable docs are MyST markdown files with `{code-cell}` blocks, not standalone `.ipynb` files. +Sources live in `docs/source/quickstart.md` and `docs/source/vignettes/`. Executed outputs +are stored in `docs/.jupyter_cache/` and committed to the repo so Read the Docs can build HTML +without re-running notebooks on every build. + +### Refresh the docs cache + +After editing a vignette or quickstart page: + + uv sync --extra docs --extra extra + cd docs && make execute-docs + +This runs all executable pages in parallel, updates `docs/.jupyter_cache/`, and prunes stale +cache entries for deleted source files. Commit both the edited `.md` files and `docs/.jupyter_cache/`. + +### Other doc commands + +Run one page only: + + cd docs && make execute-vignette VIGNETTE=basic_tutorial_scRNAseq + +Build HTML locally without re-executing notebooks: + + cd docs && make html + +Remove orphaned cache entries only: + + cd docs && make prune-stale-cache + +Full sequential re-execution via Sphinx (slower fallback): + + cd docs && make execute-notebooks-all + +### Adding a new vignette + +1. Add `docs/source/vignettes/your_vignette.md` with MyST `{code-cell}` blocks (or convert from Jupyter with [Jupytext]). +2. Register it in `docs/source/toctree.yml`. +3. Run `cd docs && make execute-docs`. +4. Commit the `.md` file and `docs/.jupyter_cache/`. + +The documentation uses [Sphinx], the [MyST] parser, and [myst_nb] for notebook execution. +Sphinx reads the committed cache via `nb_execution_mode = "cache"` in `docs/source/conf.py`. + +Use `scarf.set_verbosity('DEBUG')` when debugging vignette execution locally. Vignettes +download datasets over the network. Timeout per page is 200 seconds (`nb_execution_timeout` in `conf.py`). # Acknowledgements ## Contributors + Contributors to the Scarf repository. Thank you everyone! ```{eval-rst} @@ -30,6 +75,7 @@ Contributors to the Scarf repository. Thank you everyone! ``` ## Open-source stack + A diverse number of open-source packages in Python scientific stack are being used to build Scarf. Here we acknowledge some of them (atleast those with pretty logos..) @@ -38,9 +84,10 @@ Here we acknowledge some of them (atleast those with pretty logos..) ``` [guideline]: https://www.dataschool.io/how-to-contribute-on-github -[discussion page]: https://www.dataschool.io/how-to-contribute-on-github +[discussion page]: https://github.com/parashardhapola/scarf/discussions [black]: https://black.readthedocs.io/en/stable [Sphinx]: https://www.sphinx-doc.org [MyST]: https://myst-parser.readthedocs.io/en/latest/index.html +[myst_nb]: https://myst-nb.readthedocs.io/ [Jupytext]: https://jupytext.readthedocs.io/en/latest/index.html -[nbsphinx]: https://nbsphinx.readthedocs.io +[pytest]: https://docs.pytest.org/ diff --git a/docs/source/contributors.rst b/docs/source/contributors.rst index 8ef256a1..ef04d123 100644 --- a/docs/source/contributors.rst +++ b/docs/source/contributors.rst @@ -1,16 +1,4 @@ -.. figure:: _static/contributors/parashardhapola.png - :height: 25px - :target: http://github.com/parashardhapola - :figwidth: 28px -.. figure:: _static/contributors/johanrodhe.png - :height: 25px - :target: http://github.com/johanrodhe - :figwidth: 28px -.. figure:: _static/contributors/razofz.png - :height: 25px - :target: http://github.com/razofz - :figwidth: 28px -.. figure:: _static/contributors/stela2502.png - :height: 25px - :target: http://github.com/stela2502 - :figwidth: 28px +`parashardhapola `_, +`johanrodhe `_, +`razofz `_, and +`stela2502 `_ diff --git a/docs/source/faq.md b/docs/source/faq.md index 7d597354..b67b7ec0 100644 --- a/docs/source/faq.md +++ b/docs/source/faq.md @@ -1,3 +1,4 @@ +(faq)= # FAQs @@ -19,31 +20,39 @@ Benefits of Scarf over Scanpy: - Low memory requirement, so one can analyze large datasets or many small- to medium-sized datasets in parallel. - Performs topology-conserving data downsampling -- Supports multiple single-cell genomics, like: scRNA-Seq, CITE-Seq, scATAC-Seq +- Supports multiple single-cell genomics modalities: scRNA-Seq, CITE-Seq, scATAC-Seq +- Built-in Harmony batch correction, WNN/SNN multimodal integration, and LISI metrics Benefits of Scanpy over Scarf: - Faster performance on small- and medium-sized datasets -- Has multiple external tools integrated into its API and provides seamless access - to those tools, like sample integration and trajectory inference -- Anndata format is supported much more widely +- Broader ecosystem of external trajectory and integration tools +- AnnData format is supported much more widely -We see Scarf as a complementary tool to Scanpy and an analysis workflow for large -data should make use of both these tools. For example, make UMAP and clustering on -Scarf and then bring the downsampled cells into Scanpy to perform other downstream -analyses. +We see Scarf as a complementary tool to Scanpy. For large data, run UMAP and clustering in +Scarf, then export a downsampled subset to Scanpy for specialized downstream tools. + +## How do I run Harmony batch correction in Scarf? + +Pass `harmonize=True` and `batch_columns` to `make_graph` on a merged dataset. See {ref}`Harmony batch correction ` and the {ref}`integration methods guide `. + +## What is the difference between SNN and WNN integration? + +Both merge modality-specific KNN graphs with `integrate_assays`. SNN (default) supports two or more assays. WNN (`method='wnn'`) requires exactly two assays and can weight modalities differently. See {ref}`WNN integration `. + +## How do I compute LISI in Scarf? + +Use `metric_lisi` on the latest KNN graph after integration. See {ref}`LISI metrics `. ## Should I use tSNE or UMAP? -tSNE and UMAP are complementary data visualization tools. tSNE focuses on highlighting -the largest differences in the dataset while tSNE highlights the even smaller ones. UMAP -preserves the global structure which may sometimes come at cost of local resolution. We -suggest using tSNE for large (>50k cells) and atlas scale datasets because of its quick -runtime and ability to reveal the cellular diversity. UMAP is favoured when identification -of relationship of clusters is important. UMAP runtime can span in hours on atlas scale -datasets. In Scarf, UMAP and tSNE use the same initial embedding by default and have the -same input graph. +tSNE and UMAP are complementary visualization tools. tSNE emphasizes local structure and can reveal fine-grained diversity. UMAP preserves more global structure, which helps when cluster relationships matter. We suggest tSNE for large (>50k cells) atlas-scale datasets because of its quick runtime. UMAP runtime can span hours on atlas-scale datasets. In Scarf, UMAP and tSNE use the same initial embedding by default and share the same input graph. + +## What is densMAP? + +Enable density-preserving UMAP with `run_umap(use_density_map=True)`. Useful when preserving local density structure matters alongside cluster separation. ## Which clustering should we use, Paris or Leiden? + The Leiden clustering method is faster than Paris, especially when it comes to large scale datasets. On small datasets that we have tested, Leiden clustering results seem to be more concordant with UMAP clustering. Paris, however, clearly shows relationship between clusters @@ -54,14 +63,12 @@ visualize them together using `plot_cluster_tree` like this:: ds.plot_cluster_tree(cluster_key='RNA_cluster', fill_by_value='RNA_leiden_cluster') -This will allow you test the robustness of clusters and visualize the relationship between -Leiden clusters as well. - ## How do I create a count matrix for my single-cell data? -Generating count matrices is the primary step of single-cell data analysis. For scRNA-Seq one can + +Generating count matrices is the primary step of single-cell data analysis. For scRNA-Seq you can use tools like [STARsolo], [alevin-fry] or [kallisto|bustools]. If your data was generated using 10x's commercial solution then you can use [Cell Ranger]. In the case of single-cell ATAC-Seq data, -there you may try following protocol from [Yan et al] or [Cusanovich et al]. [Cell Ranger ATAC] can +try the protocol from [Yan et al] or [Cusanovich et al]. [Cell Ranger ATAC] can be used if your data was generated using 10x's kit. [STARsolo]: https://github.com/alexdobin/STAR/blob/master/docs/STARsolo.md @@ -73,13 +80,15 @@ be used if your data was generated using 10x's kit. [Cell Ranger ATAC]: https://support.10xgenomics.com/single-cell-atac/software/pipelines/latest/what-is-cell-ranger-atac ## Can I use Scarf from R? -Unfortunately, not yet! Please let the developers know if you would like to create an R API for Scarf. -## Can I try Scarf without installing anything on my computer? -Yes, you may try Scarf on Google Colab, an online notebook environment that allows running any -Python code. {ref}`Check this out ` for more details. +Not yet. Please open a discussion on GitHub if an R API would be useful. + +## What Python version does Scarf require? + +Python 3.12 or newer (`requires-python >=3.12`). See {ref}`installation `. ## What does Scarf's logo signify? + Scarf's logo is highly inspired by the Human Cell Atlas's logo. Scarf's logo is composed of three circular fields, each composed of Voronoi cells representing atlas-scale datasets composed of multiple cell types. The arrangement of these 'atlases' symbolizes diff --git a/docs/source/glossary.md b/docs/source/glossary.md new file mode 100644 index 00000000..bc39d4cb --- /dev/null +++ b/docs/source/glossary.md @@ -0,0 +1,57 @@ +# Glossary + +Short definitions of terms used across the Scarf documentation. + +**Harmony** +: Batch correction method applied to PCA embeddings inside `make_graph(harmonize=True)`. Corrected coordinates are stored as `harmonizedData` in the Zarr hierarchy. A reusable mapping reference additionally preserves the converged state needed for Symphony-style query correction. + +**Mapping reference** +: Content-addressed, write-once RNA/PCA artifact built with `build_mapping_reference`. It includes feature scaling, PCA loadings, Harmony cluster state, a reference-distance summary, and provenance required to map queries without moving reference cells. + +**Symphony-style mapping** +: Query-to-reference mapping that projects a query into reference PCA space, assigns soft reference clusters, estimates query batch effects, and corrects only query coordinates before neighbor search. Scarf records the current fixed-assignment, scalar-ridge implementation as `symphonyStyleV1`; this name distinguishes it from a complete reimplementation of the Symphony R model. + +**LISI (Local Inverse Simpson Index)** +: Metric of local label mixing in the KNN graph. Higher batch LISI after correction suggests better batch mixing. Computed with `metric_lisi`. + +**Batch mixing score** +: Mean batch LISI rescaled to `[0, 1]` against the mixing that perfectly integrated data would reach given the batch sizes. Scores near 1 mean well-mixed batches. Computed with `metric_batch_mixing`. + +**Silhouette score** +: Graph-based measure of how separated a cluster is from its nearest neighboring cluster. Ranges from -1 to 1, with values near 1 indicating well-separated clusters. Computed with `metric_silhouette`. + +**Label concordance (ARI, NMI)** +: Agreement between two labelings of the same cells, such as clusters against reference annotations. ARI ranges from -1 to 1 and NMI from 0 to 1. It reflects label agreement, not batch mixing. Computed with `metric_label_concordance`. + +**LSI (Latent Semantic Indexing)** +: Linear dimension reduction used for scATAC-seq graphs, analogous to PCA for RNA. + +**Partial PCA** +: PCA trained on a subset of cells via `pca_cell_key`. A lightweight batch correction when one sample is the reference. + +**Paris clustering** +: Hierarchical graph clustering in Scarf. Default method; supports `plot_cluster_tree`. + +**Leiden clustering** +: Graph-based community detection. Often concordant with UMAP on smaller datasets. + +**SNN integration** +: Shared-nearest-neighbor merge of modality-specific KNN graphs via `integrate_assays(method='snn')`. + +**WNN integration** +: Weighted nearest neighbor merge for exactly two modalities via `integrate_assays(method='wnn')`. + +**CORAL** +: Experimental feature-space domain adaptation used in `run_mapping(run_coral=True)`. It is deprecated in favor of Symphony-style mapping references. + +**TopACeDo** +: Manifold-preserving cell subsampling using the KNN graph (`run_topacedo_sampler`). + +**densMAP** +: Density-preserving UMAP variant enabled with `run_umap(use_density_map=True)`. + +**Zarr profile** +: Storage layout preset (`fast_local` or `cloud`) set via `zarrProfile` or `SCARF_ZARR_PROFILE`. + +**AssayMerge** +: Canonical class for merging assays from multiple DataStores into one Zarr file (replaces deprecated `ZarrMerge`). diff --git a/docs/source/index.md b/docs/source/index.md index c0834e1e..9e9f8544 100644 --- a/docs/source/index.md +++ b/docs/source/index.md @@ -1,25 +1,28 @@ +--- +description: Memory-efficient single-cell RNA-seq, ATAC-seq, and CITE-seq analysis with Harmony, WNN, and Zarr-backed workflows. +--- + [![PyPI][pypi]][pypiLink] [![Docs][docs]][docsLink] [![Github Stars][stars]][github] # Overview of Scarf -{ref}`Jump to installation ` | {ref}`Try live code ` | [Source code on Github] +{ref}`Jump to installation ` | {ref}`Quick start ` | [Source code on Github] ## What is Scarf Scarf is a Python package that performs memory-efficient analysis of **single-cell genomics data**. -Using an efficient data chunking process (using [Zarr] and [Dask]) Scarf manages to perform the core +Using an efficient data chunking process (built on [Zarr]) Scarf manages to perform the core steps of single-cell genomics data analysis with very low memory consumption. Scarf's core step is to efficiently generate a neighbourhood graph (KNN graph) of cells. This graph forms the basis for -downstream steps of the analysis thus maximizing concordance between those steps. Read below to see what -cool new features Scarf has on offer. +downstream steps of the analysis thus maximizing concordance between those steps. -:::{image} _static/overview.png +:::{image} _static/overview.svg :width: 75% :align: center ::: :::{admonition} Scarf is published! -The article describing Scarf is published in Nature Communications and is available [here](https://www.biorxiv.org/content/10.1101/2021.05.02.441899v1) +The article describing Scarf is published in [Nature Communications](https://doi.org/10.1038/s41467-022-32097-3). ::: ## What does Scarf offer @@ -29,12 +32,19 @@ The article describing Scarf is published in Nature Communications and is availa - Parallel implementations of UMAP and tSNE (SG-tSNE) for quick cell embedding - Perform hierarchical clustering that gives interpretable cluster relationships - Sub-sample highly representative cells using state-of-the-art TopACeDo method -- Perform projections of cells from one dataset onto another or integrate multiple datasets +- **Harmony** batch correction and **partial PCA** for merged datasets ({ref}`merging vignette `) +- **WNN and SNN** multimodal integration for CITE-seq ({ref}`multimodal vignette `) +- **LISI** and related metrics to quantify integration quality ({ref}`LISI metrics `) +- Project cells across datasets with label transfer and unified embeddings ({ref}`projection vignette `) +- Zarr v3 storage with cloud and local profiles ({ref}`data organization `) + +See the {ref}`integration methods guide ` for help choosing between batch correction and integration approaches. ## Why use Scarf + The following flowchart can help one decide which tool to choose with respect to the size of the data. This flowchart assumes that you do not have access or simply do not want to use a system with large RAM -capacity. Only a few popular tools have been mentioned here, this is not an exhaustive list. +capacity. Only a few popular tools have been mentioned here, this is not an exhaustive list. :::{margin} **Useful references** [Chen et. al.] benchmarked many scATAC-Seq tools for their scalability @@ -42,10 +52,7 @@ capacity. Only a few popular tools have been mentioned here, this is not an exha [Luecken et. al.] benchmarked scalability of various data integration tools ::: -:::{image} _static/mermaid_why_scarf.png -:width: 75% -:align: center -::: +For large datasets on limited RAM, Scarf's chunked Zarr backend and graph-first workflow often remain practical when in-memory tools do not. See {ref}`FAQ ` for comparisons with Scanpy. ### Example usage scenarios - You have generated a knockdown model of some stem cells and want to see which lineages are @@ -55,7 +62,7 @@ capacity. Only a few popular tools have been mentioned here, this is not an exha UMAP of the atlas scale data and visualize all the author annotated clusters. Now you can project your perturbed population over this map to check how the heterogeneity has been affected due the perturbation. - + - There is an atlas-scale (say more than 500K cells) dataset available for some embryonic tissue. You want to redo the cell trajectory analysis with a new and promising tool that just came out on Bioarxiv. However, the dataset is too large to be analyzed on your laptop. Using Scarf, you @@ -64,13 +71,13 @@ capacity. Only a few popular tools have been mentioned here, this is not an exha downsampled data and run the trajectory analysis on it. ## When not to use Scarf -There is no reason to not use Scarf, generally. But Scarf currently lacks a lots of -functionality that is available elsewhere. The primary reason for this is that we want to guarantee -the memory efficiency of those methods. + +Scarf prioritizes memory efficiency over breadth of third-party integrations. Methods such as Scanorama, scVI, or rich trajectory toolkits are not built in. For small datasets where speed matters most, Scanpy may be faster. Scarf works best as a complement for atlas-scale or multi-dataset workflows on modest hardware. ## Scarf development: the future + The core team is constantly working to improve Scarf's functionality, add new features and to -make the code more robust (aka testing). We aim to extend the Scarf to more single-cell +make the code more robust (aka testing). We aim to extend Scarf to more single-cell methodologies by including normalization and dimension reduction strategies best suited to those methods. @@ -82,6 +89,5 @@ those methods. [github]: https://github.com/parashardhapola/scarf [Source code on Github]: https://github.com/parashardhapola/scarf [Zarr]: http://zarr.readthedocs.io -[Dask]: http://dask.org [Chen et. al.]: https://genomebiology.biomedcentral.com/articles/10.1186/s13059-019-1854-5 [Luecken et. al.]: https://www.biorxiv.org/content/10.1101/2020.05.22.111161v2.full diff --git a/docs/source/install.md b/docs/source/install.md index 1aa52b14..cd67b56e 100644 --- a/docs/source/install.md +++ b/docs/source/install.md @@ -2,9 +2,14 @@ # Installation ## Installation through PyPi -If you already have Python version 3.11.0 or greater, then you can install scarf using `pip` - pip install scarf[extra] +Scarf requires Python 3.12. Install [uv](https://docs.astral.sh/uv/) if needed, then run: + + uv pip install scarf[extra] + +Existing Zarr v2 datasets can still be opened. New data written by Scarf uses Zarr v3 with sharding. See {ref}`data organization ` for storage profiles and repacking. + +Optional memory tuning when opening a store: `DataStore(..., mem_budget='8G')` bounds streaming tile sizes. ````{note} @@ -15,13 +20,21 @@ New-ItemProperty -Path "HKLM:\SYSTEM\CurrentControlSet\Control\FileSystem" ` -Name "LongPathsEnabled" -Value 1 -PropertyType DWORD -Force ``` -This will enable long path lengths on Window. Read more [here](https://docs.microsoft.com/en-us/windows/win32/fileio/maximum-file-path-limitation?tabs=powershell) +This will enable long path lengths on Windows. Read more [here](https://docs.microsoft.com/en-us/windows/win32/fileio/maximum-file-path-limitation?tabs=powershell) ```` +## Utilities + +Convert an older Zarr v2 store to v3 with sharding: + +```bash +uv run python -m scarf.tools.repack_zarr input.zarr output.zarr --profile fast_local +``` + ## Installing Python -To use Scarf you need the Python programming language, version 3.10 or upwards, installed. +To use Scarf you need Python 3.12 or newer installed. **Step 1:** @@ -50,73 +63,34 @@ window (aka command prompt). **Step 2:** -Okay, once you have got a terminal window open, type `python --version` and press `ENTER`: - -Now you may see one of the following three kinds of output: - -- If your output shows you have `Python 3.11.0` or a more recent version. - In this case, you are good to go, and you can skip Step 3. -- If you have an earlier version than 3.10, for example 3.5 or 2.7, then see step 3. -- If you see an error containing words `not found` or `not recognized` then most - likely you do not have a Python version installed on your system. Move to step 3. -- On Windows you may see a blank line which means that either Python is not installed or that Windows doesn't know where it is installed +Type `python --version` and press `ENTER`: +- If your output shows `Python 3.12.0` or a more recent release, skip Step 3. +- If you have an earlier version, see step 3. +- If you see an error containing `not found` or `not recognized`, move to step 3. **Step 3:** -To install the latest version of Python, we suggest using Miniconda. Download appropriate -version based on your operating system from here: -https://conda.io/miniconda.html (version Python 3.10 or above). +We suggest Miniconda with Python 3.12 or newer. Download from https://conda.io/miniconda.html and follow the [installation guide](https://conda.io/projects/conda/en/latest/user-guide/install/index.html#regular-installation). -64-bit version will be suitable for most of the users. If you are confused about 64-bit or 32-bit see this nice -[post](https://www.techsoup.org/support/articles-and-how-tos/do-i-need-the-32bit-or-64bit) +**Step 3.5 (Optional but recommended)** -Once you have downloaded Miniconda please follow their instructions -[here](https://conda.io/projects/conda/en/latest/user-guide/install/index.html#regular-installation) -to install it. +Create an environment with Python 3.12 or newer: -Once installed, please confirm that you now have a Python version greater than 3.10.0 by -typing `python --version` in your terminal. (On Windows if you see a `Anaconda3` directory on your Start Menu then it -means that Python is installed, and you don't need to check on terminal) - -**Additional steps for Windows:** - -Windows does not come with essential build tools for compiling C and C++ code. We need to install these: -- Click on `Download Build Tools` from this webpage: https://visualstudio.microsoft.com/visual-cpp-build-tools -- Run the downloaded file and in the `Workloads` section check the module called: `Desktop development with C++`. -- Click on `Install` button on lower right corner. - -That's it now you have the required build tools. - - -**Step 3.5 (Optional but highly recommended)** - -We recommend that you first create an environment that you then install scarf into. -If you have followed the steps above, and you are using conda you create an environment -by typing ``conda create --name scarf_env python=3.11`` in your terminal (Windows users must use Anaconda Prompt) - -This will also install python 3.10 into that environment. One of the benefits of working with -environments is that you minimize the risk of some required package that you are using for -something different (e.g. if you have another package that requires numpy to be of an older -version) is being updated without you wanting it to. This way you can keep the installation -contained. - -To activate the environment type `conda activate scarf_env`. -To know more about conda's environment management check this out: -https://conda.io/projects/conda/en/latest/user-guide/tasks/manage-environments.html + conda create --name scarf_env python=3.12 +Activate with `conda activate scarf_env`. **Step 4:** -Now, in your terminal, type this to install the latest version of Scarf: -`pip install scarf[extra]` +Install Scarf: -**Step 4.5 (Optional)** + uv pip install scarf[extra] -Most users will use Scarf as in an interactive environment using Jupyter notebooks/lab. -You can install Jupyter lab like using command: `pip install jupyterlab` . -Thereafter, you can launch the Jupyter server by typing `jupyter lab` +**Step 4.5 (Optional)** +For Jupyter Lab: `uv pip install jupyterlab`, then `jupyter lab`. **Additional steps for Windows:** -Run the following command before launching Jupyter server for the first time: `conda install -y pywin32` + +Install [Visual C++ Build Tools](https://visualstudio.microsoft.com/visual-cpp-build-tools) with the "Desktop development with C++" workload. Before first Jupyter launch: `conda install -y pywin32`. diff --git a/docs/source/integration_guide.md b/docs/source/integration_guide.md new file mode 100644 index 00000000..07733c01 --- /dev/null +++ b/docs/source/integration_guide.md @@ -0,0 +1,79 @@ +(integration_guide)= +# Integration methods guide + +Scarf offers several integration and batch-correction approaches. This page helps you choose the right one. For worked examples, follow the linked vignettes. + +## Decision guide + +| Goal | Recommended approach | Vignette | +|------|---------------------|----------| +| Merge two scRNA-seq batches in one object | `AssayMerge` then Harmony or partial PCA | {ref}`merging vignette ` | +| Correct batch effects after merge | `make_graph(harmonize=True, batch_columns=[...])` | {ref}`Harmony batch correction ` | +| Lightweight batch correction with a reference sample | `make_graph(pca_cell_key='reference_subset')` | {ref}`merging vignette ` | +| Integrate RNA + ADT (CITE-seq) in the same cells | `integrate_assays(method='snn')` or `method='wnn'` | {ref}`WNN integration ` | +| Map query cells onto a reusable harmonized atlas | `build_mapping_reference` then `MappingReference.map_query` | {ref}`reference atlas mapping ` | +| Map query cells onto a fixed PCA reference | `run_mapping` | {ref}`data projection ` | +| Co-embed reference and query for exploration | `run_unified_umap` or `run_unified_tsne` | {ref}`data projection ` | +| Measure integration quality | `metric_lisi`, `metric_batch_mixing`, `metric_silhouette` | {ref}`LISI metrics ` | + +## Harmony vs partial PCA + +Both operate on a merged dataset in a single `DataStore`. + +**Harmony** (`make_graph(harmonize=True, batch_columns=['sample_id'])`) runs iterative correction on the PCA embedding before KNN construction. Use when multiple batches need to mix while preserving biology, especially when no single sample should define the embedding. + +**Partial PCA** (`make_graph(pca_cell_key='is_ctrl')`) trains PCA on a subset of cells (for example one control sample). Use when one batch is a trusted reference and you want a lightweight correction that down-weights batch-specific variance. + +After either method, quantify results with {ref}`LISI metrics `. + +## Measuring integration quality + +After correction, quantify the result rather than relying on the UMAP alone. Scarf exposes four metrics with different purposes: + +- **`metric_lisi`** returns per-cell LISI for any label. Run it on the batch column to check neighborhood mixing and on the cell-type column to check that biology is preserved. Good integration raises batch LISI while keeping cell-type LISI low. +- **`metric_batch_mixing`** condenses batch LISI into a single value in `[0, 1]` by rescaling the mean against the mixing that perfectly integrated data would reach for the given batch sizes. Use it to compare graphs and datasets on a common scale. Higher is better. +- **`metric_silhouette`** scores how separated each cluster is from its nearest neighbor cluster, from -1 to 1. Values near 1 mean distinct clusters. Read it together with the batch metrics, since over-correction can mix genuinely distinct cell types. +- **`metric_label_concordance`** compares two labelings with ARI or NMI, for example predicted clusters against imported annotations. It measures label agreement, not batch mixing. + +A useful pattern is to compute these metrics on the naive, partial PCA, and Harmony graphs, then compare. Better integration shows higher batch LISI and batch-mixing scores without collapsing cell-type separation. See the worked example in the {ref}`merging vignette `. + +## SNN vs WNN (multimodal) + +Both merge per-modality KNN graphs from the same cells: + +- **SNN** (default): shared-nearest-neighbor graph merge. Supports two or more assays. +- **WNN**: weighted nearest neighbors (Hao et al., Cell 2022). **Exactly two assays only.** Often helps when modalities differ in sparsity or signal strength. + +See {ref}`WNN integration `. + +## Projection vs merge + +**Merge** combines raw counts from multiple datasets into one Zarr store. Use when you will analyze all cells together. + +**Projection** (`run_mapping`) maps external cells onto an existing PCA reference graph without merging stores. Use it for one-off label transfer when the reference does not need batch correction. + +**Reference atlas mapping** (`build_mapping_reference` then `MappingReference.map_query`) stores a content-addressed RNA/PCA reference with Harmony state required for Symphony-style fixed-reference correction. Use it for repeated mapping into a harmonized atlas. The query never changes reference coordinates. The current numerical variant is recorded as `symphonyStyleV1`; it uses fixed pre-correction assignments and a scalar ridge term. + +CORAL is an experimental feature-space method and is deprecated in favor of Symphony-style mapping references. + +## Mapping migration notes + +Existing mapping calls remain accepted for one deprecation cycle: + +- Projection groups written before provenance schemas remain readable when their neighbor arrays are structurally valid. Scarf emits `DeprecationWarning`; rerun `run_mapping` to write full provenance. +- A writable legacy Harmony graph without a mapping artifact is rebuilt automatically the first time `run_mapping` needs it. For a read-only store, reopen it with `zarr_mode='r+'` and call `build_mapping_reference(..., batch_columns=[...])` once. +- `ref_mu=False` and `ref_sigma=False` no longer select query-derived statistics. They emit `DeprecationWarning` and use reference statistics. Remove these arguments. +- `exclude_missing=True` remains an alias for `missing_feature_policy='intersection'` and retains the legacy overlap feature key temporarily. New code should use the explicit policy. +- `run_coral=True` remains available with a deprecation warning. CORAL-corrected values are restored to reference feature scale and use the normal reference transform. + +Recomputed results can differ from earlier Scarf releases. Missing features now use explicit zero, intersection, error, or reference-mean policies. Label transfer uses every saved neighbor with normalized inverse-L2 weights, mapping scores use the same distance convention, and Harmony column normalization was corrected. Recalibrate downstream thresholds after rebuilding. + +## Not supported + +Scarf does not include Scanorama, BBKNN, scVI, ComBat, or other external integration packages. Export subsets with `to_anndata` or `SubsetZarr` if you need those tools. + +## Related pages + +- {ref}`Quick start ` +- {ref}`Data organization in Scarf ` +- {doc}`api` diff --git a/docs/source/logo.png b/docs/source/logo.png index 02c5c351..b2f1d410 100644 Binary files a/docs/source/logo.png and b/docs/source/logo.png differ diff --git a/docs/source/logos.rst b/docs/source/logos.rst index 5ee2f0be..d11181e9 100644 --- a/docs/source/logos.rst +++ b/docs/source/logos.rst @@ -1,68 +1,16 @@ -.. figure:: _static/external_logos/python.png - :height: 25px - :target: http://python.org - :figwidth: 28px -.. figure:: _static/external_logos/zarr.png - :height: 25px - :target: http://zarr.readthedocs.io - :figwidth: 28px -.. figure:: _static/external_logos/dask.png - :height: 25px - :target: http://dask.org - :figwidth: 28px -.. figure:: _static/external_logos/numpy.png - :height: 25px - :target: http://numpy.org - :figwidth: 28px -.. figure:: _static/external_logos/scipy.png - :height: 25px - :target: http://scipy.org - :figwidth: 28px -.. figure:: _static/external_logos/umap.png - :height: 25px - :target: http://umap-learn.readthedocs.io - :figwidth: 28px -.. figure:: _static/external_logos/sklearn.png - :height: 25px - :target: http://scikit-learn.org - :figwidth: 28px -.. figure:: _static/external_logos/gensim.png - :height: 25px - :target: http://radimrehurek.com/gensim - :figwidth: 28px -.. figure:: _static/external_logos/pandas.png - :height: 25px - :target: http://pandas.pydata.org - :figwidth: 28px -.. figure:: _static/external_logos/statsmodels.png - :height: 25px - :target: http://statsmodels.org - :figwidth: 28px -.. figure:: _static/external_logos/networkx.png - :height: 25px - :target: http://networkx.org - :figwidth: 28px -.. figure:: _static/external_logos/numba.png - :height: 25px - :target: http://numba.pydata.org - :figwidth: 28px -.. figure:: _static/external_logos/datashader.png - :height: 25px - :target: http://datashader.org - :figwidth: 28px -.. figure:: _static/external_logos/matplotlib.png - :height: 25px - :target: http://matplotlib.org - :figwidth: 28px -.. figure:: _static/external_logos/seaborn.png - :height: 25px - :target: http://seaborn.pydata.org - :figwidth: 28px -.. figure:: _static/external_logos/jupyter.png - :height: 25px - :target: http://jupyter.org - :figwidth: 28px -.. figure:: _static/external_logos/osf.png - :height: 25px - :target: http://osf.io - :figwidth: 28px +`Python `_, +`Zarr `_, +`NumPy `_, +`SciPy `_, +`UMAP `_, +`scikit-learn `_, +`Gensim `_, +`pandas `_, +`statsmodels `_, +`NetworkX `_, +`Numba `_, +`Datashader `_, +`Matplotlib `_, +`seaborn `_, +`Jupyter `_, and +`OSF `_ diff --git a/docs/source/quickstart.md b/docs/source/quickstart.md new file mode 100644 index 00000000..9e6df369 --- /dev/null +++ b/docs/source/quickstart.md @@ -0,0 +1,55 @@ +--- +description: Minimal scRNA-seq workflow in Scarf from count matrix to UMAP and clustering. +jupytext: + text_representation: + extension: .md + format_name: myst + format_version: 0.13 + jupytext_version: 1.14.1 +kernelspec: + display_name: Python 3 (ipykernel) + language: python + name: python3 +--- + +(quickstart)= + +# Quick start + +This page runs the minimal scRNA-seq pipeline. For a full walkthrough of data handling, see {ref}`scRNA-Seq workflow `. + +```{code-cell} ipython3 +import scarf +import scarf.plotting as splt + +scarf.fetch_dataset('tenx_5K_pbmc_rnaseq', save_path='scarf_datasets') +reader = scarf.CrH5Reader('scarf_datasets/tenx_5K_pbmc_rnaseq/data.h5') +scarf.CrToZarr(reader, zarr_loc='scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr').dump(batch_size=1000) +``` + +```{code-cell} ipython3 +ds = scarf.DataStore('scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr', nthreads=4, min_features_per_cell=10) +ds.filter_cells(attrs=['RNA_nCounts', 'RNA_nFeatures'], highs=[15000, 4000], lows=[1000, 500]) +``` + +```{code-cell} ipython3 +ds.mark_hvgs(min_cells=20, top_n=500) +ds.make_graph(feat_key='hvgs', k=11, dims=15, n_centroids=100) +ds.run_umap(n_epochs=250, spread=5, min_dist=1, parallel=True) +ds.run_leiden_clustering(resolution=0.5) +``` + +```{code-cell} ipython3 +result = splt.embedding( + ds, + layout_key='RNA_UMAP', + color_by='RNA_leiden_cluster', + show=False, +) +result.figure +``` + +For publication-oriented figures (shared color scales, dotplots, composition, export), +see {ref}`plotting with scarf.plotting `. + +For batch correction on merged datasets, see {ref}`integration methods guide `. diff --git a/docs/source/requirements.txt b/docs/source/requirements.txt deleted file mode 100644 index a1282175..00000000 --- a/docs/source/requirements.txt +++ /dev/null @@ -1,12 +0,0 @@ -jinja2 -jedi -myst-parser -myst-nb -sphinx -sphinx_autodoc_typehints -sphinx-book-theme -sphinx-copybutton -sphinx-external-toc -sphinx-tabs -topacedo -nbclient<=0.8 \ No newline at end of file diff --git a/docs/source/toctree.yml b/docs/source/toctree.yml index 16fb82b6..2b23b3ef 100644 --- a/docs/source/toctree.yml +++ b/docs/source/toctree.yml @@ -3,42 +3,52 @@ subtrees: - entries: - file: install title: Installation + - file: quickstart + title: Quick start + - file: integration_guide + title: Integration methods guide - file: contributions title: For developers - file: faq title: Frequently asked questions - - file: colab - title: Interactive tutorials on Colab - caption: Basic pipelines entries: - file: vignettes/basic_tutorial_scRNAseq title: Workflow for scRNA-Seq data - file: vignettes/basic_tutorial_scATACseq title: Workflow for scATAC-Seq data - - caption: Multi-omics/Multimodal analysis - entries: + - caption: Multi-omics and multimodal analysis + entries: - file: vignettes/multiple_modalities - title: Transcriptome + Surface Proteome - - caption: Data integration tutorials + title: "CITE-seq: SNN and WNN integration" + - caption: Data integration entries: - - file: vignettes/data_projection - title: Integration through projection - file: vignettes/merging_datasets - title: Merging samples and datasets - - caption: Trajectory analysis tutorials + title: "Merge, Harmony, and integration metrics" + - file: vignettes/data_projection + title: "Projection, label transfer, and unified embeddings" + - file: vignettes/reference_atlas_mapping + title: "Reusable reference atlas mapping" + - caption: Trajectory analysis entries: - - file: vignettes/pseudotime_dynamics.md + - file: vignettes/pseudotime_dynamics title: Pseudotime dynamics - caption: Vignettes entries: + - file: vignettes/plotting_showcase + title: Publication plotting with scarf.plotting - file: vignettes/zarr_explanation title: Data organization in Scarf - file: vignettes/download_conversion title: Data import and export + - file: vignettes/graph_imputation + title: Graph-based imputation - file: vignettes/cell_subsampling_tutorial title: Automated cell downsampling - file: vignettes/cell_cycle title: Estimate cell-cycle phases + - caption: Examples and extras + entries: - file: vignettes/mnist title: Exploring MNIST dataset - caption: Useful links @@ -52,5 +62,6 @@ subtrees: - caption: Reference manual entries: - file: api + - file: glossary - file: license - file: genindex diff --git a/docs/source/vignettes/basic_tutorial_scATACseq.md b/docs/source/vignettes/basic_tutorial_scATACseq.md index bdaa99c3..438642aa 100644 --- a/docs/source/vignettes/basic_tutorial_scATACseq.md +++ b/docs/source/vignettes/basic_tutorial_scATACseq.md @@ -179,7 +179,7 @@ Now we have the annotations and are ready to calculate the 'GeneScores'. The `ad Now we explain the parameters that are usually passed to the `add_melded_assay`. - `from_assay`: Name of the assay to be acted on. You can generally skip if you have only one assay. We use this parameter here only for demonstration puspose - `external_bed_fn`: This is the annotation file. Here we pass the annotation for human GRCh37/hg19 assembly based GENCODE v38 annotations. -- `peak_col`: This is the column in `ds.ATAC.feats` table that contains the peak coordinates. In this case it is 'ids', but could be anyt other column. Please note that the coordinate information in this column should be in format 'chr:start-end' (please note the positions of colon and hyphen) +- `peaks_col`: Column in `ds.ATAC.feats` with peak coordinates in `chr:start-end` format. - `renormalization`: By overriding the default value of True to False here, we turned off 'renormalization' step. The renormalization step makes sure that all the feature values for each cells in the melded assay sum up to the same value. Here we turned this off because we will have 'GeneScores' as an 'RNAassay' which uses library size normalization that has the same effect as 'renormalization'. - `assay_label`: The label/name of the melded/output assay. Because we are using gene bodies as our input, 'GeneScores' is sensible choice. - `assay_type`: Here we set the type of assay as 'RNA' which means that the new melded assay will be treated as if it was an scRNA-Seq assay. Alternatively, we could have set it as a generic 'Assay' @@ -218,7 +218,7 @@ ds.plot_layout( ) ``` -We stop here in this vignette. But will soon add other vignettes that show how we can other kinds of melded assays like motifs, enhancers, etc. We will also explore how we can use the 'GeneScores' to integrate scATAC-Seq datasets with scRNA-Seq datasets from same population of cells (but not the exact same set of cells) +The same melding approach maps any coordinate bed file onto peaks, including motif or enhancer annotations via `GffReader` and `coordinate_melding`. For cross-dataset integration using GeneScores, see {ref}`integration methods guide ` and {ref}`data projection `. +++ diff --git a/docs/source/vignettes/basic_tutorial_scRNAseq.md b/docs/source/vignettes/basic_tutorial_scRNAseq.md index 95c3ff42..9f38a593 100644 --- a/docs/source/vignettes/basic_tutorial_scRNAseq.md +++ b/docs/source/vignettes/basic_tutorial_scRNAseq.md @@ -16,14 +16,15 @@ kernelspec: +++ -## Scarf's basic workflow for scRNA-Seq +# Scarf's basic workflow for scRNA-Seq -This workflow is meant to familiarize users with the Scarf API and how data is internally handled in Scarf. Please checkout the quick start guide if you are interested in the minimal steps required to run the analysis. +This workflow is meant to familiarize users with the Scarf API and how data is internally handled in Scarf. For a minimal pipeline see {ref}`Quick start `. For batch correction on merged data see {ref}`integration methods guide `. ```{code-cell} ipython3 %load_ext autotime import scarf +import scarf.plotting as splt scarf.__version__ ``` @@ -37,7 +38,7 @@ scarf.fetch_dataset( ``` --- -### 1) Format conversion +## 1) Format conversion The first step of the analysis workflow is to convert the file into the Zarr format that is supported by Scarf. We read in the data using `CrH5Reader` (stands for cellranger H5 reader). The reader object allows quick investigation of the file before the format is converted. @@ -79,7 +80,7 @@ ds = scarf.DataStore( ``` --- -### 2) Cell filtering +## 2) Cell filtering We can visualize the per-cell statistics in [violin plots](https://datavizcatalogue.com/methods/violin_plot.html) before we start filtering cells out. @@ -132,7 +133,7 @@ ds ``` --- -### 3) Feature selection +## 3) Feature selection Similar to the cell table, Scarf also saves the feature level data that can be accessed as below: @@ -170,7 +171,7 @@ As a result of running `mark_hvgs`, the feature table now has an extra column ** ds.RNA.feats.head() ``` -### 4) Graph creation +## 4) Graph creation Creating a neighbourhood graph of cells is the most critical step in any Scarf workflow. This step internally involves multiple substeps: @@ -193,7 +194,7 @@ ds.make_graph( ``` --- -### 5) Low dimensional embedding and clustering +## 5) Low dimensional embedding and clustering Next we run UMAP on the graph calculated above. Here we will not provide which cell key or feature key to be used, because we want the UMAP to run on all the cells that were not filtered out and with the feature key used to calculate the latest graph. We can provide the parameter values for the UMAP algorithm here. @@ -206,26 +207,41 @@ ds.run_umap( ) ``` +Optional: enable density-preserving UMAP (densMAP) when local density structure matters: + +```{code-cell} ipython3 +ds.run_umap( + n_epochs=250, + spread=5, + min_dist=1, + parallel=True, + use_density_map=True, + label='dUMAP' +) +``` + The UMAP results are saved in the cell metadata table as seen below in columns: **RNA_UMAP1** and **RNA_UMAP2** ```{code-cell} ipython3 ds.cells.head() ``` -`plot_layout` is a versatile method to create a [scatter plot](https://datavizcatalogue.com/methods/scatterplot.html) using Scarf. Here we can plot the UMAP coordinates of all the non-filtered out cells. +`scarf.plotting.embedding` creates a [scatter plot](https://datavizcatalogue.com/methods/scatterplot.html) from a layout stored in cell metadata. Here we plot the UMAP coordinates of cells that passed filtering. ```{code-cell} ipython3 -ds.plot_layout(layout_key='RNA_UMAP') +splt.embedding(ds, layout_key='RNA_UMAP', show=False).figure ``` -`plot_layout` can be used to easily visualize data from any column of the cell metadata table. Next, we visualize the number of genes expressed in each cell. +The embedding can be colored by any cell-metadata column. Next, we visualize the total counts in each cell. ```{code-cell} ipython3 -ds.plot_layout( +splt.embedding( + ds, layout_key='RNA_UMAP', color_by='RNA_nCounts', - cmap='coolwarm' -) + color_scale=splt.ColorScale(cmap='coolwarm'), + show=False, +).figure ``` There has been a lot of discussion over the choice of non-linear dimensionality reduction for single-cell data. tSNE was initially considered an excellent solution, but has gradually lost out to UMAP because the magnitude of relations between the clusters cannot easily be discerned in a tSNE plot. Scarf contains an implementation of tSNE that runs directly on the graph structure of cells. So, essentially the same data that was used to create the UMAP and clustering is used. @@ -245,15 +261,15 @@ NOTE: The tSNE implementation is currently not supported on Windows. ```{code-cell} ipython3 -# Here we run plot_layout under exception catching because if you are not on Linux then the `run_tnse` would have failed. +# If run_tsne is unavailable, the tSNE columns will not exist. try: - ds.plot_layout(layout_key='RNA_tSNE') + splt.embedding(ds, layout_key='RNA_tSNE', show=False).figure except KeyError: print ("'RNA_tSNE1' not found in MetaData") ``` --- -### 6) Cell clustering +## 6) Cell clustering +++ @@ -269,13 +285,15 @@ Paris is the default algorithm in Scarf due to its ability to highlight cluster ds.run_leiden_clustering(resolution=0.5) ``` -We can visualize the results using the `plot_layout` method again. Here we plot both UMAP and colour cells based on their cluster identity, as obtained using Leiden clustering. +We can visualize the results by coloring the UMAP with Leiden cluster identity. ```{code-cell} ipython3 -ds.plot_layout( +splt.embedding( + ds, layout_key='RNA_UMAP', - color_by='RNA_leiden_cluster' -) + color_by='RNA_leiden_cluster', + show=False, +).figure ``` The results of the clustering algorithm are saved in the cell metadata table. In this case, they have been saved under the column name **RNA_leiden_cluster**. @@ -294,7 +312,7 @@ leiden_clusters = ds.cells.to_pandas_dataframe( leiden_clusters.head() ``` -Now we run Paris clustering algorithm using `run_clustering` method. Paris clustering requires only one parameter: `n_clusters`, which determines the number of clusters to create. Here we set the number of clusters same as that were obtained using Leiden clustering.leiden_clusters.nunique() +Now we run Paris clustering algorithm using `run_clustering` method. Paris clustering requires only one parameter: `n_clusters`, which determines the number of clusters to create. Here we set the number of clusters same as that were obtained using Leiden clustering. ```{code-cell} ipython3 ds.run_clustering(n_clusters=leiden_clusters.nunique()[0]) @@ -303,16 +321,18 @@ ds.run_clustering(n_clusters=leiden_clusters.nunique()[0]) Visualizing Paris clusters ```{code-cell} ipython3 -ds.plot_layout( +splt.embedding( + ds, layout_key='RNA_UMAP', - color_by='RNA_cluster' -) + color_by='RNA_cluster', + show=False, +).figure ``` Discerning similarity between clusters can be difficult from visual inspection alone, especially for tSNE plots. `plot_cluster_tree` function plots the relationship between clusters as a binary tree. This tree is simply a condensation of the dendrogram obtained using Paris clustering. ```{code-cell} ipython3 -ds.plot_cluster_tree(cluster_key='RNA_cluster', width=1) +splt.cluster_tree(ds, cluster_key='RNA_cluster', width=1) ``` The tree is free form (i.e the position of clusters doesn't convey any meaning) but allows inspection of cluster similarity based on branching pattern. The sizes of clusters indicate the number of cells present in each cluster. The tree starts from the root node (black dot with no incoming edges). @@ -320,7 +340,7 @@ The tree is free form (i.e the position of clusters doesn't convey any meaning) +++ --- -### 7) Marker gene identification +## 7) Marker gene identification Now we can identify the genes that are differentially expressed between the clusters using the `run_marker_search` method. The method to identify the differentially expressed genes in Scarf is optimized to obtain quick results. We have not compared the sensitivity of our method to other differential expression-detecting methods. We expect specialized methods to be more sensitive and accurate to varying degrees. Our method is designed to quickly obtain key marker genes for populations from a large dataset. For each gene individually, following steps are carried out: @@ -341,7 +361,8 @@ ds.run_marker_search( Using the `plot_marker_heatmap` method, we can also plot a heatmap with the top marker genes from each cluster. The method will calculate the mean expression value for each gene from each cluster. ```{code-cell} ipython3 -ds.plot_marker_heatmap( +splt.marker_heatmap( + ds, group_key='RNA_cluster', topn=5, figsize=(5, 9) @@ -363,7 +384,13 @@ df We can directly visualize the expression values for a gene of interest. It is usually a good idea to visually confirm the gene expression pattern across the cells at least this way. ```{code-cell} ipython3 -ds.plot_layout(layout_key='RNA_UMAP', color_by='CD14') +splt.embedding( + ds, + layout_key='RNA_UMAP', + color_by='CD14', + sort_values=True, + show=False, +).figure ``` --- diff --git a/docs/source/vignettes/cell_cycle.md b/docs/source/vignettes/cell_cycle.md index 303ad3fa..7a59b7dd 100644 --- a/docs/source/vignettes/cell_cycle.md +++ b/docs/source/vignettes/cell_cycle.md @@ -64,7 +64,7 @@ present. - The average expression of phase genes (Ep) and control genes (Ec) is calculated per cell. - A phase score is calculated as: Ep-Ec Cell cycle phase is assigned to each cell based on following rule set: -- G1 phase: S score < -1 > G2M sore +- G1 phase: S score < -1 and G2M score < -1 - S phase: S score > G2M score - G2M phase: G2M score > S score diff --git a/docs/source/vignettes/data_projection.md b/docs/source/vignettes/data_projection.md index 6bc3c58d..0f227d68 100644 --- a/docs/source/vignettes/data_projection.md +++ b/docs/source/vignettes/data_projection.md @@ -12,7 +12,9 @@ kernelspec: name: python3 --- -## Projection of cells across datasets +(data_projection)= + +# Projection, label transfer, and unified embeddings Scarf allows projections (aka mapping) of cells from one dataset to another. Such projection can help in understanding how cells are related between the two datasets. Projection/mapping is a lightweight alternative to full-blown data integration which focuses on biological interpretation. In this notebook we use data from [Kang et. al.](https://www.nature.com/articles/nbt.4042). We have already preprocessed the raw count matrix to generate UMAPs and clustering of the data ([notebook here](https://github.com/parashardhapola/scarf_vignettes/blob/main/kang_et_al_processing.ipynb)). We will use two datasets from this study: control and IFN-B treated PBMCs. @@ -20,11 +22,12 @@ Scarf allows projections (aka mapping) of cells from one dataset to another. Suc %load_ext autotime import scarf +import scarf.plotting as splt scarf.__version__ ``` --- -### 1) Fetch datasets in Zarr format +## 1) Fetch datasets in Zarr format ```{code-cell} ipython3 scarf.fetch_dataset( @@ -47,10 +50,12 @@ ds_ctrl = scarf.DataStore( nthreads=4 ) -ds_ctrl.plot_layout( +splt.embedding( + ds_ctrl, layout_key='RNA_UMAP', - color_by='cluster_labels' -) + color_by='cluster_labels', + show=False, +).figure ``` ```{code-cell} ipython3 @@ -60,16 +65,20 @@ ds_stim = scarf.DataStore( nthreads=4 ) -ds_stim.plot_layout( +splt.embedding( + ds_stim, layout_key='RNA_UMAP', - color_by='cluster_labels' -) + color_by='cluster_labels', + show=False, +).figure ``` --- -### 2) K-Nearest Neighbours (KNN) mapping +## 2) K-Nearest Neighbours (KNN) mapping -The ``run_mapping`` method of DataStore class performs KNN mapping/projection of target cells over reference cells. Reference cells are the ones that are present in the object where `run_mapping` is being called. The `Assay` object of target cells is provided as an argument to `run_mapping`. This step will load the latest graph of the reference cells and query the Approximate Nearest Neighbour (ANN) index of the reference cells for nearest neighbours of each target cell. Since the ANN index doesn't contain any target cells, nearest neighbours of target cells will exclusively be reference cells. Under the hood, `run_mapping` method makes sure that the feature order in the target cells is same as that in the reference cells. By default, `run_mapping` will impute zero values for missing features in the target order to preserve the feature order. Here we have set `run_coral` parameter to True which activates CORAL normalization of target data. CORAL aligns the the feature distribution between reference and target cells thus removing systemic difference between reference and target cells. Read more about CORAL [here](https://arxiv.org/pdf/1612.01939.pdf). Here we use control PMBCs as reference because we invoke `run_mapping` on control PBMCs' DataStore object and provide stimulated PBMC's `RNA` assay as target. +The ``run_mapping`` method projects target cells onto the fixed reference graph. The reference cells are in the `DataStore` where `run_mapping` is called, and the target assay is supplied as an argument. Scarf aligns target features to the ordered reference feature set, applies the scaling stored with the reference PCA, and queries the reference ANN index. Target cells are never inserted into the reference index. + +By default, `missing_feature_policy='zero'` fills features absent from the target with zero normalized expression. Earlier releases silently used one, so partial-overlap results can change after remapping. Use `missing_feature_policy='error'` when complete overlap is required. `missing_feature_policy='intersection'` creates an isolated, overlap-only index for a controlled comparison; it does not alter the authoritative reference graph. The deprecated `exclude_missing=True` alias also leaves its historical overlap feature key for one compatibility cycle. +++ @@ -83,20 +92,23 @@ The ``run_mapping`` method of DataStore class performs KNN mapping/projection of ```{code-cell} ipython3 -# CORAL algorithm can be very slow with large number of features (> 5000). -# Hence here it is recommended for only scRNA-Seq datasets. - ds_ctrl.run_mapping( target_assay=ds_stim.RNA, target_name='stim', target_feat_key='hvgs_ctrl', - save_k=5, - run_coral=True + save_k=5 ) ``` +Key mapping parameters: +- `save_k`: number of reference neighbors stored per target cell (default 3) +- `missing_feature_policy`: choose `zero`, `error`, or `intersection` handling for absent target features +- `filter_null`: with `missing_feature_policy='intersection'`, removes target features with zero total counts +- `run_coral`: deprecated experimental feature-space correction. Build a Symphony-style mapping reference for harmonized atlas mapping. +- `ref_mu` and `ref_sigma`: deprecated compatibility flags. Reference statistics are always used. + --- -### 3) Mapping scores +## 3) Mapping scores +++ @@ -113,18 +125,18 @@ for g, ms in ds_ctrl.get_mapping_score( if g in ['NK', 'CD 14 Mono']: print (f"Target cluster {g}") - ds_ctrl.plot_layout( + splt.embedding( + ds_ctrl, layout_key='RNA_UMAP', color_by='cluster_labels', - size_vals=ms*10, - height=4, - width=4, - legend_onside=False - ) + point_sizes=ms * 10, + figsize=(4, 4), + show=False, + ).figure ``` --- -### 4) Label transfer +## 4) Label transfer Using the nearest neighbours of the target cells in the reference data, we can transfer labels from reference cells to target cells based on majority voting. This means that if a target cell has 'most' of its total edge weight shared with cells from one cell type, then that cell type label is tranferred to the target cell. The default threshold for 'most' is 0.5, i.e. half of all edge weight. `get_target_classes` method returns the transferred labels for each cell from a given mapped target dataset. @@ -139,6 +151,17 @@ transferred_labels = ds_ctrl.get_target_classes( transferred_labels ``` +Use `get_target_label_evidence` to inspect neighbor-vote fraction, entropy, margin, feature coverage, and a reference distance percentile. These are diagnostic quantities, not calibrated probabilities. The distance percentile uses the reference self-neighbor distribution rather than the query distribution. The method returns `NA` by default when the winning vote does not meet a chosen threshold, when top labels tie, or when a query has no directional information in reference PC space. + +```{code-cell} ipython3 +evidence = ds_ctrl.get_target_label_evidence( + target_name='stim', + reference_class_group='cluster_labels', + threshold_fraction=0.6 +) +evidence.head() +``` + We can now save these transferred labels into the stimulated cell dataset and visualize them of its UMAP. ```{code-cell} ipython3 @@ -150,10 +173,12 @@ ds_stim.cells.insert( ``` ```{code-cell} ipython3 -ds_stim.plot_layout( +splt.embedding( + ds_stim, layout_key='RNA_UMAP', - color_by='transferred_labels' -) + color_by='transferred_labels', + show=False, +).figure ``` It can be quite interesting to check how the predicted/transferred labels compare to the actual labels of the target cells: @@ -175,9 +200,9 @@ This cross-tabulation can be presented as percentage accuracy, where the values ``` --- -### 5) Unified UMAPs +## 5) Unified UMAPs -Scarf introduces Unified UMAPs, a strategy to embed target cells onto the reference manifold. To do so, we take the results of KNN projection and spike the graph of reference cells with target cells. We can control the weight of target-reference edges also, as well as the number of edges per target to retain. We rerun UMAP on this 'unified graph' to obtain a unified embdding. Following code shows how to call `run_unified_umap` method. +Unified UMAP adds query-reference edges and reruns UMAP on the combined graph. It is useful for exploration, but it moves the reference coordinates and can change when a different query is supplied. Do not use it as a stable atlas coordinate system. ```{code-cell} ipython3 ds_ctrl.run_unified_umap( @@ -189,7 +214,7 @@ ds_ctrl.run_unified_umap( ) ``` -Since the results of unified embedding contain 'foreign' cells, `plot_layout` function cannot be used to visualize all the cells. A specialized method, `plot_unified_layout` takes care of this issue. The following example shows co-embedded control (reference) and stimulated (target) PBMCs. +Since unified embeddings contain cells from another dataset, `scarf.plotting.embedding` cannot read the complete layout from one metadata table. The supported `plot_unified_layout` compatibility method handles this specialized case. The following example shows co-embedded control (reference) and stimulated (target) PBMCs. ```{code-cell} ipython3 ds_ctrl.plot_unified_layout( @@ -199,6 +224,15 @@ ds_ctrl.plot_unified_layout( ) ``` +For stable placement into an existing reference layout, use deterministic neighbor-weighted projection. It writes only target coordinates and leaves reference coordinates unchanged. A read-only datastore returns the coordinate array in memory instead of attempting a write. + +```{code-cell} ipython3 +ds_ctrl.project_mapping_layout( + target_name='stim', + reference_layout_key='RNA_UMAP' +) +``` + We can visualize only the target cells, i.e IFN-B stimulated cells, in the unified embedding. The target cells can be colored based on their original cluster identity. Target cells of similar types are close together on the unified embedding and overlap with the cell types of the reference data ```{code-cell} ipython3 @@ -210,5 +244,26 @@ ds_ctrl.plot_unified_layout( ) ``` +--- +## 6) Unified tSNE + +Unified tSNE co-embeds reference and target cells using the same unified graph as unified UMAP: + +```{code-cell} ipython3 +ds_ctrl.run_unified_tsne( + target_names=['stim'], + ini_embed_with='RNA_UMAP', + target_weight=1, + use_k=5, + max_iter=500 +) + +ds_ctrl.plot_unified_layout( + layout_key='unified_tSNE', + show_target_only=False, + ref_name='ctrl' +) +``` + --- That is all for this vignette. diff --git a/docs/source/vignettes/download_conversion.md b/docs/source/vignettes/download_conversion.md index 1337eb72..6b68459a 100644 --- a/docs/source/vignettes/download_conversion.md +++ b/docs/source/vignettes/download_conversion.md @@ -107,7 +107,7 @@ writer.dump() #### From Anndata H5ad file format ```{code-cell} ipython3 - # Note here we only give name of directory containing MTX file (along with barcodes and features file) + # Note: H5adReader takes the path to the .h5ad file directly reader = scarf.H5adReader( 'scarf_datasets/bastidas-ponce_4K_pancreas-d15_rnaseq/data.h5ad', cell_ids_key = 'index', # Where Cell/barcode ids are saved under 'obs' slot @@ -147,7 +147,7 @@ scarf.writers.to_mtx( #### To H5ad format -Conversion to H5ad is the preferred mode as it runs much faster and produces files with smaller footprints. Updates are underway to include all the data from Zarr file like UMAP, PCA and graph, into anndata. +`to_h5ad` exports the count matrix and selected cell metadata columns. For a richer AnnData object including embeddings, use `DataStore.to_anndata` (see the cell subsampling vignette). ```{code-cell} ipython3 ds = scarf.DataStore('scarf_datasets/differentiating_pancreatic_cells.zarr') @@ -160,5 +160,12 @@ scarf.writers.to_h5ad( ) ``` +--- +### 4) CSV, sparse, and Dask writers + +`CSVReader` and `CSVtoZarr` import dense CSV count matrices. `SparseToZarr` accepts a SciPy sparse matrix. `dask_to_zarr` writes from a Dask array when lazy out-of-core conversion is needed. + +`DatasetMerge` merges multiple full DataStores (all assays per dataset) into one Zarr file. See `AssayMerge` in the merging datasets vignette for single-assay merges. + --- That is all for this vignette. diff --git a/docs/source/vignettes/graph_imputation.md b/docs/source/vignettes/graph_imputation.md new file mode 100644 index 00000000..c5ce453d --- /dev/null +++ b/docs/source/vignettes/graph_imputation.md @@ -0,0 +1,60 @@ +--- +description: Graph-based feature imputation with get_imputed (MAGIC-style diffusion on the KNN graph). +jupytext: + text_representation: + extension: .md + format_name: myst + format_version: 0.13 + jupytext_version: 1.14.1 +kernelspec: + display_name: Python 3 (ipykernel) + language: python + name: python3 +--- + +## Graph-based imputation + +Scarf can impute feature values by diffusing expression along the KNN graph, similar to MAGIC. Use `get_imputed` after building a graph. + +```{code-cell} ipython3 +%load_ext autotime + +import scarf + +scarf.fetch_dataset( + 'tenx_5K_pbmc_rnaseq', + save_path='scarf_datasets', + as_zarr=True +) + +ds = scarf.DataStore( + 'scarf_datasets/tenx_5K_pbmc_rnaseq/data.zarr', + nthreads=4, + min_features_per_cell=10 +) +``` + +If the store is not preprocessed, run a minimal graph workflow: + +```{code-cell} ipython3 +ds.filter_cells(attrs=['RNA_nCounts'], highs=[15000], lows=[1000]) +ds.mark_hvgs(min_cells=20, top_n=500) +ds.make_graph(feat_key='hvgs', k=11, dims=15) +ds.run_umap(n_epochs=200, parallel=True) +``` + +Impute a gene and compare raw versus imputed expression on UMAP: + +```{code-cell} ipython3 +imputed_cd4 = ds.get_imputed(feature_name='CD4', t=2) + +ds.cells.insert('CD4_imputed', imputed_cd4, overwrite=True) + +ds.plot_layout(layout_key='RNA_UMAP', color_by='CD4', from_assay='RNA') +ds.plot_layout(layout_key='RNA_UMAP', color_by='CD4_imputed') +``` + +The `t` parameter controls diffusion depth (higher values smooth more). The diffusion operator is cached under the graph location as `magic_` in the Zarr store. + +--- +That is all for this vignette. diff --git a/docs/source/vignettes/merging_datasets.md b/docs/source/vignettes/merging_datasets.md index 4777c53a..a7b4e36c 100644 --- a/docs/source/vignettes/merging_datasets.md +++ b/docs/source/vignettes/merging_datasets.md @@ -1,4 +1,5 @@ --- +description: Merge scRNA-seq datasets with Harmony batch correction, partial PCA, and LISI integration metrics. jupytext: text_representation: extension: .md @@ -11,9 +12,11 @@ kernelspec: name: python3 --- -## Merging datasets and partial training +## Merging datasets, Harmony, and integration metrics -This vignette demonstrates how to merge datasets, which are present in different zarr files. The vignette will also demonstrate the steps for performing partial training. Partial PCA training is a lightweight alternative to perform batch effect correction, that often helps obtain a well-integrated embedding and clustering. +(harmony_batch_correction)= + +This vignette demonstrates how to merge datasets in different Zarr files, correct batch effects with partial PCA or Harmony, and quantify integration with LISI and related metrics. See also the {ref}`integration methods guide `. ```{code-cell} ipython3 %load_ext autotime @@ -64,21 +67,13 @@ ds_stim --- ### 2) Merging datasets -The merging step will make sure that the features are in the same order as in the merged file. The merged data will be dumped into a new Zarr file. `ZarrMerge` class allows merging multiple samples at the same time. Though only one kind of assays can be added at a time, other modalities for the same cells can be added at a later point. +The merging step will make sure that the features are in the same order as in the merged file. The merged data will be dumped into a new Zarr file. Use `AssayMerge` to merge multiple samples (the `ZarrMerge` name is a deprecated alias that emits a warning). ```{code-cell} ipython3 -#Can be used to merge multiple assays -scarf.ZarrMerge( - # Path where merged Zarr files will be saved - zarr_path='scarf_datasets/kang_merged_pbmc_rnaseq.zarr', - - # assays to be merged +scarf.AssayMerge( + zarr_path='scarf_datasets/kang_merged_pbmc_rnaseq.zarr', assays=[ds_ctrl.RNA, ds_stim.RNA], - - # these names will be preprended to the cell ids with '__' delimiter names=['ctrl', 'stim'], - - # Name of the merged assay. `overwrite` will remove an existing Zarr file. merge_assay_name='RNA', overwrite=True ).dump() @@ -280,5 +275,84 @@ ds.plot_layout( ) ``` +--- +### 5) Harmony batch correction + +Harmony runs inside `make_graph` on the PCA embedding before KNN construction. Pass `harmonize=True` and the batch column name: + +```{code-cell} ipython3 +ds.make_graph( + feat_key='hvgs', + k=21, + dims=25, + n_centroids=100, + harmonize=True, + batch_columns=['sample_id'], +) + +ds.run_umap( + n_epochs=250, + spread=5, + min_dist=1, + parallel=True, + label='hUMAP' +) + +ds.run_leiden_clustering(resolution=1.0) +``` + +```{code-cell} ipython3 +ds.plot_layout( + layout_key='RNA_hUMAP', + color_by='sample_id', + cmap='RdBu', + legend_ondata=False +) + +ds.plot_layout( + layout_key='RNA_hUMAP', + color_by='imported_labels', + legend_ondata=False +) +``` + +Harmony is often preferred when multiple batches need to mix without choosing a single reference sample. Partial PCA (section 4) is lighter when one sample defines the embedding. + +--- +(lisi_metrics)= +### 6) Quantifying integration quality + +The UMAP plots suggest that partial PCA and Harmony mix the two samples, but a visual read is not enough. Scarf provides several metrics that quantify integration from different angles. See the {ref}`integration methods guide ` for how they relate. Re-run this section after the naive, partial PCA, and Harmony graphs to compare approaches on the same footing. + +**LISI** measures how well a label mixes inside each cell's KNN neighborhood. Running it on `sample_id` tells us whether batches are mixed, while running it on `imported_labels` checks that cell types are still grouped. Good integration raises batch LISI while keeping cell-type LISI low. With `save_result=True` the per-cell scores are written back as `lisi__sample_id__*` columns, which you can overlay on the UMAP layouts. + +```{code-cell} ipython3 +ds.metric_lisi( + label_colnames=['sample_id', 'imported_labels'], + save_result=True, +) +``` + +**Batch mixing** condenses batch LISI into a single number in `[0, 1]` by rescaling the mean against the mixing perfectly integrated data would reach for these batch sizes. This makes it easy to compare across graphs. Higher is better. + +```{code-cell} ipython3 +ds.metric_batch_mixing(label_colname='sample_id') +``` + +**Silhouette** scores how separated each cluster is from its nearest neighboring cluster, from -1 to 1. Values near 1 mean distinct clusters. Read it alongside the batch metrics, since over-correction can mix genuinely different cell types. + +```{code-cell} ipython3 +ds.metric_silhouette(res_label='leiden_cluster') +``` + +**Label concordance** compares two labelings of the same cells with ARI or NMI. Here it checks how well the fresh Leiden clusters agree with the imported annotations. Note that this measures label agreement, not batch mixing. + +```{code-cell} ipython3 +ds.metric_label_concordance( + label_columns=['sample_id', 'imported_labels'], + metric='ari' +) +``` + --- That is all for this vignette. diff --git a/docs/source/vignettes/multiple_modalities.md b/docs/source/vignettes/multiple_modalities.md index 4341c855..e430c9ff 100644 --- a/docs/source/vignettes/multiple_modalities.md +++ b/docs/source/vignettes/multiple_modalities.md @@ -1,4 +1,5 @@ --- +description: CITE-seq multimodal analysis with SNN and WNN integration for RNA and ADT. jupytext: text_representation: extension: .md @@ -11,17 +12,18 @@ kernelspec: name: python3 --- -## Handling datasets with multiple modalities +# Handling datasets with multiple modalities ```{code-cell} ipython3 %load_ext autotime import scarf +import scarf.plotting as splt scarf.__version__ ``` --- -### 1) Fetch and convert data +## 1) Fetch and convert data For this tutorial we will use CITE-Seq data from 10x genomics. This dataset contains two modalities: gene expression and surface protein abundance. Throughout this tutorial we will refer to gene expression modality as `RNA` and surface protein as `ADT`. We start by downloading the data and converting it into Zarr format: @@ -63,7 +65,7 @@ writer.dump(batch_size=1000) ``` --- -### 2) Create a multimodal DataStore +## 2) Create a multimodal DataStore The next step is to create a Scarf `DataStore` object. This object will be the primary way to interact with the data and all its constituent assays. The first time a Zarr file is loaded, we need to set the default assay. Here we set the 'RNA' assay as the default assay. When a Zarr file is loaded, Scarf checks if some per-cell statistics have been calculated. If not, then **nFeatures** (number of features per cell) and **nCounts** (total sum of feature counts per cell) are calculated. Scarf will also attempt to calculate the percent of mitochondrial and ribosomal content per cell. @@ -98,7 +100,7 @@ ds.auto_filter_cells() ``` --- -### 3) Process gene expression modality +## 3) Process gene expression modality Now we process the RNA assay to perform feature selection, create KNN graph, run UMAP reduction and clustering. These steps are same as shown in the basic workflow for scRNA-Seq data. @@ -129,15 +131,16 @@ ds.run_leiden_clustering(resolution=1) ``` ```{code-cell} ipython3 -ds.plot_layout( +splt.embedding( + ds, layout_key='RNA_UMAP', color_by='RNA_leiden_cluster', - cmap='tab20' -) + show=False, +).figure ``` --- -### 4) Process protein surface abundance modality +## 4) Process protein surface abundance modality +++ @@ -213,18 +216,24 @@ ds.cells.head() Visualizing the UMAP and clustering calcualted using `ADT` only: ```{code-cell} ipython3 -ds.plot_layout( +splt.embedding( + ds, layout_key='ADT_UMAP', color_by='ADT_leiden_cluster', - cmap='tab20' -) + show=False, +).figure ``` --- -### 5) Cross modality comparison +## 5) Cross modality comparison It is generally of interest to see how different modalities corroborate each other. +The examples below intentionally use the supported `plot_layout` compatibility +method because they combine several layout keys or CLR-normalized ADT features. +The `scarf.plotting` API raises for assay transformations it cannot reproduce +without changing their meaning. + ```{code-cell} ipython3 # UMAP on RNA and coloured with clusters calculated on ADT ds.plot_layout( @@ -286,7 +295,7 @@ ds.plot_layout( ``` --- -### 6) Integration of modalities +## 6) Integration of modalities The KNN graphs created individually for each of the modalities can be merged together to provide an integrated mutimodal view of the data. Scarf takes the latest KNN graphs (continous form edge weight) generated for each of the user chosen modality and merges the edges from each modality. After first round of merging, Scarf performs edge pruning by penalizing those edges more that have lower number of shared nearest neighbors between the connected cells. For each cells edges are pruned until the same number of edges as in individual modalities' KNN graphs are left. @@ -339,7 +348,58 @@ ds.cells.columns The UMAP and clustering calculated on the integrated graph are here saved under cell attribute table with prefix *RNA+ADT* -+++ +--- +(wnn_integration)= +## 7) WNN integration + +The default `integrate_assays` method uses shared nearest neighbors (SNN). Scarf also supports weighted nearest neighbors (WNN), which can weight modalities differently. WNN requires exactly two assays: + +```{code-cell} ipython3 +ds.integrate_assays( + assays=['RNA', 'ADT'], + label='RNA+ADT_wnn', + method='wnn' +) + +ds.run_umap( + integrated_graph='RNA+ADT_wnn', + n_epochs=500, + spread=5, + min_dist=0.5, + parallel=True +) + +ds.run_leiden_clustering( + integrated_graph='RNA+ADT_wnn', + resolution=1.75 +) +``` + +```{code-cell} ipython3 +ds.plot_layout( + layout_key=['RNA+ADT_UMAP', 'RNA+ADT_wnn_UMAP'], + color_by='RNA+ADT_wnn_leiden_cluster', + cmap='tab20', + point_size=5, + width=4, + height=4, + n_columns=2 +) +``` + +SNN supports two or more assays; WNN is limited to two. Try WNN when one modality is sparse or weaker than the other. + +--- +## 8) HTO demultiplexing (hashtag oligos) + +Multiplexed experiments with hashtag oligos (HTO) can be demultiplexed with `mark_hto_identities`. The assay should be named `HTO` (or pass `from_assay`). This CITE-seq tutorial dataset contains RNA and ADT only; below is the API pattern for multiplexed Cell Ranger output: + +```python +# After loading a DataStore with an HTO assay: +ds.mark_hto_identities(from_assay='HTO', label='Hashtag_identity') +``` + +Demultiplexing follows a Seurat-style algorithm in `hto_demux`. A dedicated executable vignette will be added when a public HTO dataset is available on the Scarf OSF repository. --- That is all for this vignette. diff --git a/docs/source/vignettes/plotting_showcase.md b/docs/source/vignettes/plotting_showcase.md new file mode 100644 index 00000000..59149878 --- /dev/null +++ b/docs/source/vignettes/plotting_showcase.md @@ -0,0 +1,268 @@ +--- +description: Publication-oriented figures with scarf.plotting (embedding, dotplot, composition, export). +jupytext: + text_representation: + extension: .md + format_name: myst + format_version: 0.13 + jupytext_version: 1.14.1 +kernelspec: + display_name: Python 3 (ipykernel) + language: python + name: python3 +--- + +(plotting_showcase)= + +# Plotting with scarf.plotting + +`scarf.plotting` is the canonical API for new figures. Import it as `splt`, keep +`DataStore.plot_*` for existing notebooks, and opt into the new embedding path +from `plot_layout` when you want shared scales and a `PlotResult`. + +```{code-cell} ipython3 +from pathlib import Path + +import scarf +import scarf.plotting as splt + +DATASET = "bastidas-ponce_4K_pancreas-d15_rnaseq" +repo_root = Path(scarf.__file__).resolve().parents[1] +zarr_path = ( + repo_root + / "docs" + / "source" + / "vignettes" + / "scarf_datasets" + / DATASET + / "data.zarr" +) +if not zarr_path.exists(): + scarf.fetch_dataset( + dataset_name=DATASET, + save_path="scarf_datasets", + as_zarr=True, + ) + zarr_path = Path("scarf_datasets") / DATASET / "data.zarr" + +ds = scarf.DataStore(str(zarr_path), nthreads=4, default_assay="RNA") +``` + +--- + +## Embedding + +Color by a metadata column or by gene names. Multi-gene panels share one color +scale per gene when you facet. + +```{code-cell} ipython3 +emb = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by="clusters", + show=False, +) +emb.figure +``` + +```{code-cell} ipython3 +genes = ["Gcg", "Ins2", "Sst"] +emb2 = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by=genes, + normalization=splt.NormalizationSpec(transform="log1p"), + sort_values=True, + show=False, +) +emb2.figure +``` + +Save a 300 DPI TIFF without cropping the figure size, with a JSON provenance +sidecar: + +```{code-cell} ipython3 +from pathlib import Path + +out = Path("scarf_datasets") / "plotting_showcase_embedding.tiff" +out.parent.mkdir(parents=True, exist_ok=True) +emb.save(out, dpi=300, exact_size=True, provenance_sidecar=True) +assert out.exists() +assert out.with_suffix(".tiff.json").exists() +emb.close() +emb2.close() +``` + +--- + +## Blockwise raster embedding + +For a large dataset, rasterize continuous cell metadata without loading complete +columns into memory. With no `color_by`, the image shows log-transformed cell +counts per pixel. + +```{code-cell} ipython3 +raster = splt.embedding_raster( + ds, + layout_key="RNA_UMAP", + color_by="RNA_nCounts", + pixels=400, + show=False, +) +raster.figure +``` + +```{code-cell} ipython3 +raster.close() +``` + +--- + +## Dotplot and matrixplot + +Pass an ordered mapping to keep gene-group brackets. Use `sample_by` so each +sample contributes equal weight to the group summary. + +```{code-cell} ipython3 +# Toy sample labels for the demo (replace with your real sample column). +n = len(ds.cells.active_index("I")) +ds.cells.insert( + "demo_sample", + [f"s{i % 8}" for i in range(n)], + overwrite=True, +) + +dp = splt.dotplot( + ds, + features={"endocrine": ["Gcg", "Ins2", "Sst"]}, + group_by="clusters", + sample_by="demo_sample", + show=False, +) +dp.figure +``` + +```{code-cell} ipython3 +mp = splt.matrixplot( + ds, + features=["Gcg", "Ins2", "Sst"], + group_by="clusters", + value="mean", + show=False, +) +mp.figure +mp.close() +dp.close() +``` + +--- + +## Composition (including paired subjects) + +`kind='per_sample'` plots one point per sample. With subject and condition +fields in `StudyDesign`, lines connect the same subject across conditions +within each category. + +```{code-cell} ipython3 +ds.cells.insert( + "demo_subject", + [f"d{i % 4}" for i in range(n)], + overwrite=True, +) +ds.cells.insert( + "demo_condition", + ["before" if i % 8 < 4 else "after" for i in range(n)], + overwrite=True, +) + +comp = splt.composition( + ds, + category_by="clusters", + study_design=splt.StudyDesign( + sample_by="demo_sample", + subject_by="demo_subject", + condition_by="demo_condition", + ), + kind="per_sample", + show=False, +) +comp.tables["per_sample"].head() +``` + +```{code-cell} ipython3 +comp.figure +comp.close() +``` + +--- + +## Caller-owned axes and compatible `plot_layout` + +Draw into an existing axes mosaic, or opt into the new embedding renderer from +`DataStore.plot_layout`: + +```{code-cell} ipython3 +import matplotlib.pyplot as plt + +fig, axes = plt.subplot_mosaic([["A", "B"]], figsize=(8, 3.5)) +a = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by="clusters", + target=axes["A"], + show=False, +) +b = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by="Gcg", + target=axes["B"], + show=False, +) +splt.label_panels({"A": axes["A"], "B": axes["B"]}, labels=["A", "B"]) +fig +``` + +```{code-cell} ipython3 +# Opt-in bridge: returns a PlotResult when the call is compatible. +result = ds.plot_layout( + layout_key="RNA_UMAP", + color_by="clusters", + show_fig=False, + use_plotting=True, +) +assert isinstance(result, splt.PlotResult) +result.close() +a.close() +b.close() +plt.close(fig) +``` + +The legacy `scarf.plots` and `DataStore.plot_*` interfaces remain supported +compatibility APIs without plotting deprecation warnings. Prefer +`import scarf.plotting as splt` for new analysis code. + +--- + +## Distributions + +```{code-cell} ipython3 +dist = splt.distribution( + ds, + keys=["RNA_nCounts", "RNA_nFeatures"], + group_by="clusters", + kind="violin", + max_points=2000, + seed=0, + show=False, +) +dist.figure +``` + +```{code-cell} ipython3 +hist = splt.distribution(ds, keys="RNA_nCounts", kind="hist", bins=40, show=False) +ecdf = splt.distribution(ds, keys="RNA_nCounts", kind="ecdf", show=False) +hist.close() +ecdf.close() +dist.close() +``` diff --git a/docs/source/vignettes/pseudotime_dynamics.md b/docs/source/vignettes/pseudotime_dynamics.md index 41640b6b..0e712aa7 100644 --- a/docs/source/vignettes/pseudotime_dynamics.md +++ b/docs/source/vignettes/pseudotime_dynamics.md @@ -12,7 +12,7 @@ kernelspec: name: python3 --- -## Estimating pseudotime ordering and expression dynamics +# Estimating pseudotime ordering and expression dynamics ```{code-cell} ipython3 %load_ext autotime @@ -23,7 +23,7 @@ scarf.__version__ ``` --- -### 1) Fetch pre-analyzed data +## 1) Fetch pre-analyzed data Here we use the data from [Bastidas-Ponce et al., 2019 Development](https://journals.biologists.com/dev/article/146/12/dev173849/19483/) for E15.5 stage of differentiation of endocrine cells from a pool of endocrine progenitors-precursors. @@ -61,9 +61,9 @@ ds.plot_layout( ``` --- -### 2) Estimate pseudotime ordering +## 2) Estimate pseudotime ordering -In Scarf we use a memory efficient implementation of [PBA algorithm](https://github.com/AllonKleinLab/PBA) ([Weinreb et al. 2018, PNAS](https://www.pnas.org/content/115/10/E2467)) to estimate a pseudotime ordering of cells. The function `run_pseudotime_ordering` can be run on any Assay for which we have calculated a neighbourhood graph. The the pseudotime is estimated in a supervised manner and hence, the user needs to provide the source (stem/progenitor/precursor cells) and sink (differentiated cell states) cell clusters/groups. +In Scarf we use a memory efficient implementation of [PBA algorithm](https://github.com/AllonKleinLab/PBA) ([Weinreb et al. 2018, PNAS](https://www.pnas.org/content/115/10/E2467)) to estimate a pseudotime ordering of cells. The function `run_pseudotime_scoring` can be run on any Assay for which we have calculated a neighbourhood graph. The pseudotime is estimated in a supervised manner and hence, the user needs to provide the source (stem/progenitor/precursor cells) and sink (differentiated cell states) cell clusters/groups. ```{code-cell} ipython3 ds.run_pseudotime_scoring( @@ -73,7 +73,7 @@ ds.run_pseudotime_scoring( ) ``` -By default, the calculated pseudotime values are saved under the cell attribute column **'RNA_pseudotime'**, where 'RNA' can be replaced by whatwever the name of the given assay is. Let's visualize these values on UMAP plot. The lighter color cells represent beginning of the pseudotime +By default, the calculated pseudotime values are saved under the cell attribute column **'RNA_pseudotime'**, where 'RNA' can be replaced by whatwever the name of the given assay is. A companion boolean column **'RNA_pseudotime__valid'** is also written. When the selected graph is fully connected every cell is valid. If the graph splits into multiple components, only the largest one is scored (controlled by `component_policy`), the remaining cells hold `NaN`, and downstream steps expect you to pass this validity column as `cell_key`. Let's visualize these values on UMAP plot. The lighter color cells represent beginning of the pseudotime ```{code-cell} ipython3 ds.plot_layout( @@ -83,7 +83,7 @@ ds.plot_layout( ``` --- -### 3) Identify pseudotime correlated features +## 3) Identify pseudotime correlated features We can now identify the features that are correlated with pseudotime and hence increase or decrease along the pseudotime.`run_pseudotime_marker_search` function will calculate the correlation coefficient for each of the valid features/genes against the pseudotime. The only mandatory parameter that `run_pseudotime_marker_search` function needs is `pseudotime_key` the value of which should the cell attribute column that stores the pseudotime information @@ -91,14 +91,14 @@ We can now identify the features that are correlated with pseudotime and hence i ds.run_pseudotime_marker_search(pseudotime_key='RNA_pseudotime') ``` -Once calculated, the correlation values against pseudotime are saved under the feature attribute/metadata table ('I__RNA_pseudotime__p', here). The name of of the column is according to this pattern: `____

`. The corresponding p-value is saved under the same column name pattern with suffix `p` +Once calculated, the correlation values against pseudotime are saved in the feature attribute/metadata table (`I__RNA_pseudotime__r`, here). The column name follows this pattern: `____r`. The corresponding p-value is saved under the same pattern with the suffix `p` (`I__RNA_pseudotime__p`) ```{code-cell} ipython3 ds.RNA.feats.head() ``` --- -### 4) Visualize pseudotime correlated features +## 4) Visualize pseudotime correlated features In this section will do deeper on how to use the pseudotime correlation values for further exploratory analysis. @@ -152,7 +152,7 @@ ds.plot_layout( ``` --- -### 5) Identify feature modules based on pseudotime +## 5) Identify feature modules based on pseudotime `run_pseudotime_marker_search` is excellent to find the genes are linearly correlated with the pseudotime. This function provides us informative statistical metrics to identify genes that are most strongly correlated with the pseudotime. However, with these methods we do not recover all the dynamic patterns of expression along the pseudotime. For example, there might be certain genes that express only in the middle of the trajectory or in one branch of the trajectory. @@ -172,9 +172,11 @@ There are two primary results of `run_pseudotime_aggregation`: 1) The binned matrix is saved under `aggregate___` 2) Feature clusters are saved under feature attributes table +Features with mean expression below `min_exp` or with no variation along the ordering are treated as invalid. They are excluded from the clustering and from the heatmap below, and they receive the unassigned cluster value (`-1`) in the feature table. + ```{code-cell} ipython3 # The binned data matrix. Here we print the shape of the matrix indicating the number of features and numner of bins respectively -ds.z.RNA.aggregated_I_I_RNA_pseudotime.data.shape +ds.RNA.z['aggregated_I_I_RNA_pseudotime/data'].shape ``` ```{code-cell} ipython3 @@ -198,7 +200,7 @@ ds.plot_pseudotime_heatmap( ) ``` -The heatmap above shows the gene expression dynamics as the cells progress throught the pseudotime. Here, cluster 1 captures the genes that have highest expression in early pseudotime while cluster 15 captures genes whose expression peak in the late pseudotime. +The heatmap above shows the gene expression dynamics as the cells progress through the pseudotime. Each block of rows is one feature module. Some modules capture genes that peak early in the pseudotime while others peak later. The module numbers are assigned by the clustering step and do not follow the pseudotime order. We can visualize the expression of the above selected genes on UMAP to check whether their cluster identity corroborates their expression pattern. @@ -214,7 +216,7 @@ ds.plot_layout( ``` --- -### 6) Merging pseudotime-based feature modules into a new assay +## 6) Merging pseudotime-based feature modules into a new assay The pseudotime based clusters of features can be used create a new assay. `add_grouped_assay` will take each cluster and take the mean expression of genes from that cluster and add it to a new assay. The motivation behind this approach is that we do not have to add many columns to our cell metadata table and have the mean cluster values readily available for analysis. @@ -259,7 +261,7 @@ This figure complements the heatmap we generated earlier very nicely. Using this +++ --- -### 7) Comparing pseudotime based feature modules with cluster markers +## 7) Comparing pseudotime based feature modules with cluster markers Here we will compare the pseudotime based feature module extraction approach with classical cluster marker approach. @@ -268,44 +270,61 @@ Here we will compare the pseudotime based feature module extraction approach wit ds.run_marker_search(group_key='RNA_cluster') ``` -Here we extract features from pseudotime-based cluster/group 13. These genes are the ones that show high expressio in Beta cells. +First we extract the marker genes for cell cluster 8, which predominantly contains the Beta cells. + +```{code-cell} ipython3 +cell_cluster_markers = ds.get_markers( + group_key='RNA_cluster', + group_id='8', +).feature_name + +cell_cluster_markers.head() +``` + +Next we pick the pseudotime feature module that shares the most genes with these Beta cell markers. The module numbering is assigned by clustering and can change between runs, so we select the module in a data-driven way instead of hard-coding a cluster id. ```{code-cell} ipython3 ptime_feat_clusts = ds.RNA.feats.to_pandas_dataframe( columns=['names', 'pseudotime_clusters'] ) -ptime_based_markers = ptime_feat_clusts.names[ptime_feat_clusts.pseudotime_clusters == 13] -ptime_based_markers.head() + +beta_marker_names = set(cell_cluster_markers) +assigned = ptime_feat_clusts[ptime_feat_clusts.pseudotime_clusters != -1] +module_overlap = assigned.groupby('pseudotime_clusters')['names'].apply( + lambda names: len(set(names) & beta_marker_names) +) +beta_module = int(module_overlap.idxmax()) +beta_module ``` -Now we extract all the marker genes for cell cluster 8, this cluster predominantly contains the Beta cells. +The genes belonging to this Beta associated module are: ```{code-cell} ipython3 -cell_cluster_markers = ds.get_markers( - group_key='RNA_cluster', - group_id='8' -).feature_name - -cell_cluster_markers.head() +ptime_based_markers = ptime_feat_clusts.names[ + ptime_feat_clusts.pseudotime_clusters == beta_module +] +ptime_based_markers.head() ``` ```{code-cell} ipython3 -# let's checkout the number of Beta cell associated genes from both methods +# Number of genes captured by each approach ptime_based_markers.shape, cell_cluster_markers.shape ``` ```{code-cell} ipython3 -# let's checkout the number of common Beta cell associated genes from both methods -len(set(cell_cluster_markers.index).intersection(ptime_based_markers.index)) +# Number of genes shared by both approaches, compared by gene name +len(set(ptime_based_markers) & set(cell_cluster_markers)) ``` Let's visualize the cumulative expression of genes that are present only in cluster marker based approach ```{code-cell} ipython3 -temp = list(set(cell_cluster_markers.index).difference(ptime_based_markers.index)) +name_to_idx = dict(zip(ptime_feat_clusts.names, ptime_feat_clusts.index)) +cell_only = sorted((set(cell_cluster_markers) - set(ptime_based_markers)) & set(name_to_idx)) +cell_only_idx = sorted(name_to_idx[name] for name in cell_only) ds.cells.insert( column_name='Cell cluster based markers', - values=ds.RNA.normed(feat_idx=sorted(temp)).mean(axis=1).compute(), + values=ds.RNA.normed(feat_idx=cell_only_idx).mean(axis=1).compute(), overwrite=True) ds.plot_layout( @@ -318,10 +337,11 @@ ds.plot_layout( Let's now do this the other way and visualize the cumulative expression of genes that are present only in pseudotime-based approach ```{code-cell} ipython3 -temp = list(set(ptime_based_markers.index).difference(cell_cluster_markers.index)) +ptime_only = sorted((set(ptime_based_markers) - set(cell_cluster_markers)) & set(name_to_idx)) +ptime_only_idx = sorted(name_to_idx[name] for name in ptime_only) ds.cells.insert( column_name='Pseudotime based markers', - values=ds.RNA.normed(feat_idx=sorted(temp)).mean(axis=1).compute(), + values=ds.RNA.normed(feat_idx=ptime_only_idx).mean(axis=1).compute(), overwrite=True) ds.plot_layout( diff --git a/docs/source/vignettes/reference_atlas_mapping.md b/docs/source/vignettes/reference_atlas_mapping.md new file mode 100644 index 00000000..a293935d --- /dev/null +++ b/docs/source/vignettes/reference_atlas_mapping.md @@ -0,0 +1,132 @@ +--- +jupytext: + cell_metadata_filter: -all + text_representation: + extension: .md + format_name: myst + format_version: 0.13 +kernelspec: + display_name: Python 3 (ipykernel) + language: python + name: python3 +--- + +(reference_atlas_mapping)= + +# Build and map a reusable reference atlas + +This workflow builds or refreshes a harmonized RNA/PCA graph, stores a versioned mapping reference, and then maps query cells without moving reference coordinates. It uses the Kang PBMC datasets from {ref}`the projection vignette `. + +Scarf implements a Symphony-style fixed-reference correction. The `symphonyStyleV1` variant uses fixed soft assignments and a scalar ridge term, so it should not be presented as a complete reimplementation of the Symphony R model. Its shared PCA, soft-assignment, and correction contracts are checked against a static fixture generated by Symphony R 0.1.3, including a nonzero correction case. Technical batch labels should describe preparation, donor, or sequencing batches, not biological cell types. + +```{code-cell} ipython3 +import numpy as np +import pandas as pd +import scarf + +scarf.fetch_dataset( + dataset_name='kang_15K_pbmc_rnaseq', + save_path='scarf_datasets', + as_zarr=True +) +scarf.fetch_dataset( + dataset_name='kang_14K_ifnb-pbmc_rnaseq', + save_path='scarf_datasets', + as_zarr=True +) + +ds_ctrl = scarf.DataStore('scarf_datasets/kang_15K_pbmc_rnaseq/data.zarr') +ds_stim = scarf.DataStore('scarf_datasets/kang_14K_ifnb-pbmc_rnaseq/data.zarr') +``` + +The reference must already have a selected RNA feature set. For a production atlas, `reference_batch` should contain known technical batches. This compact example uses one recorded control batch to demonstrate the artifact API. + +```{code-cell} ipython3 +ds_ctrl.cells.insert( + 'reference_batch', + np.repeat('control', ds_ctrl.cells.N), + overwrite=True +) + +reference = ds_ctrl.build_mapping_reference( + feat_key='hvgs', + batch_columns=['reference_batch'] +) +``` + +Reload the artifact before mapping when the build and mapping occur in different sessions. Scarf validates its feature set, active cells, normalization, PCA loadings, corrected coordinates, ANN contract, and batch metadata before loading it. Rebuilding creates a content-addressed artifact and leaves prior complete artifacts intact. + +```{code-cell} ipython3 +reference = ds_ctrl.get_mapping_reference(feat_key='hvgs') +``` + +Map the query in two streaming passes. The first pass estimates batch and soft-cluster statistics. The second pass corrects query coordinates and queries the immutable reference ANN index. Missing reference features default to `reference_mean`, which contributes zero after reference scaling. In `symphonyStyleV1`, `query_batches` has one row per active query cell and its columns are combined into query-specific technical batch groups rather than matched to reference category names. + +```{code-cell} ipython3 +result = reference.map_query( + target_assay=ds_stim.RNA, + target_name='stim_symphony', + target_feat_key='hvgs_symphony', + save_k=5, + query_batches=pd.DataFrame( + { + 'reference_batch': np.repeat( + 'stimulated', + len(ds_stim.cells.fetch('ids', key='I')) + ) + } + ) +) +result +``` + +Inspect stored provenance, feature coverage, and the uncorrected and corrected latent coordinates. The two coordinate arrays support diagnostics; nearest neighbors are calculated from the corrected coordinates. + +```{code-cell} ipython3 +projection = ds_ctrl.z['RNA']['projections']['stim_symphony'] +dict(projection.attrs) + +uncorrected = projection['uncorrectedLatent'][:] +corrected = projection['correctedLatent'][:] +np.mean(np.abs(corrected - uncorrected)) +``` + +Use held-out donors when selecting an abstention threshold. The example below only inspects evidence for the mapped query; its vote fractions are not calibrated probabilities. Rows that fail the threshold receive `NA` by default. `referenceDistancePercentile` is evaluated against the reference self-neighbor distribution, so it does not change with query composition. + +```{code-cell} ipython3 +evidence = ds_ctrl.get_target_label_evidence( + target_name='stim_symphony', + reference_class_group='cluster_labels', + threshold_fraction=0.6 +) +evidence.head() +``` + +Split-conformal prediction sets are optional and require calibration examples that are exchangeable with future queries. + +```{code-cell} ipython3 +calibrated = ds_ctrl.get_target_label_evidence( + target_name='stim_symphony', + reference_class_group='cluster_labels', + calibration_nonconformity=np.array([0.08, 0.12, 0.2, 0.25]), + conformal_alpha=0.1 +) +calibrated[['label', 'predictionSet']].head() +``` + +Opening the reference read-only returns arrays in memory by default. Large queries can supply a writable Zarr group through `result_store` so neighbors and latent coordinates remain out of core. + +The same reference can map an unshifted control query. Its corrected coordinates should remain close to its uncorrected coordinates, while the reference itself remains unchanged. + +```{code-cell} ipython3 +control_result = reference.map_query( + target_assay=ds_ctrl.RNA, + target_name='control_symphony', + target_feat_key='hvgs_control_symphony', + save_k=5, + query_batches=pd.DataFrame( + {'reference_batch': ds_ctrl.cells.fetch('reference_batch', key='I')} + ) +) +control_result +``` diff --git a/docs/source/vignettes/zarr_explanation.md b/docs/source/vignettes/zarr_explanation.md index 62240877..d5f59192 100644 --- a/docs/source/vignettes/zarr_explanation.md +++ b/docs/source/vignettes/zarr_explanation.md @@ -63,7 +63,7 @@ Scarf uses [Zarr format](https://zarr.readthedocs.io/en/stable/) to store raw co - Availability of compression algorithms like [LZ4](https://github.com/lz4/lz4) that provides very high compression and decompression speeds. - Automatic storage of intermediate and processed data -In Scarf, the data is always synchronized between hard disk and RAM and as such there is no need to save data manually or synchronize the +In Scarf, the data is always synchronized between hard disk and RAM and as such there is no need to save data manually or synchronize the store by hand. We can inspect how the data is organized within the Zarr file using `show_zarr_tree` method of the `DataStore`. @@ -150,6 +150,8 @@ ds.cells.insert( If we try to add values for a column that already exists then Scarf will throw an error. For example, if we simply rerun the command above, we should get an error ```{code-cell} ipython3 +:tags: [raises-exception] + ds.cells.insert( column_name='is_clust1', values=is_clust_1 @@ -175,7 +177,7 @@ Please checkout the API of the `Metadata` class to get information on how to per +++ -Scarf uses Zarr format so that data can be stored in rectangular chunks. The raw data is saved in the `counts` level within each assay level in the Zarr hierarchy. It can easily be accessed as a [Dask](https://dask.org/) array using the `rawData` attribute of the assay. Note that for a standard analysis one would not interact with the raw data directly. Scarf internally optimizes the use of this Dask array to minimize the memory requirement of all operations. +Scarf uses Zarr format so that data can be stored in rectangular chunks. The raw data is saved in the `counts` level within each assay level in the Zarr hierarchy. It can easily be accessed as a chunked array using the `rawData` attribute of the assay. This chunked array exposes a NumPy-like interface (indexing, reductions, ufuncs) but evaluates lazily by streaming over row chunks, which keeps the memory requirement bounded regardless of dataset size. Note that for a standard analysis one would not interact with the raw data directly. Scarf internally optimizes the use of this chunked array to minimize the memory requirement of all operations. ```{code-cell} ipython3 ds.RNA.rawData @@ -293,5 +295,39 @@ ds.export_markers_to_csv( ) ``` +--- +### 6) Zarr v3 and sharded count arrays + +Scarf 0.33+ writes new datasets as Zarr v3. Existing v2 stores remain readable; new metadata written into a v2 store still uses v2-compatible codecs. + +Count matrices created by the writers are finalized as sharded arrays (default profile `fast_local`: chunks 512×512, shards 4096×4096). Inspect layout with `show_zarr_tree`, which prints chunk and shard info for arrays at each node. + +Set the storage profile with the `SCARF_ZARR_PROFILE` environment variable (`fast_local` or `cloud`) or the `zarrProfile` argument when opening a `DataStore`. To convert an older store to v3 with sharding: + +```bash +uv run python -m scarf.tools.repack_zarr input.zarr output.zarr --profile fast_local +``` + +### Memory budget and remote stores + +Bound streaming memory when opening a store: + +```python +ds = scarf.DataStore('path/to/data.zarr', mem_budget='8G', nthreads=4) +``` + +For object-storage backed Zarr, use `zarrProfile='cloud'` or set `SCARF_ZARR_PROFILE=cloud`. Pass `local_cache=True` to `make_graph` to stage normalized data locally before PCA and KNN, which reduces repeated remote reads. + +After Harmony batch correction, corrected embeddings are stored under the PCA reduction group as `harmonizedData` with attribute `isHarmonized=True`. + +### Metadata query helpers + +Subset cells programmatically without exporting full tables: + +```python +idx = ds.cells.get_index_by('RNA_cluster', 3) +ds.cells.sift(idx) +``` + --- That is all for this vignette. diff --git a/profiling/.env.example b/profiling/.env.example new file mode 100644 index 00000000..c77abd61 --- /dev/null +++ b/profiling/.env.example @@ -0,0 +1,6 @@ +# Local credentials for profiling s3:// access +# cp profiling/.env.example profiling/.env + +R2_ENDPOINT=https://.r2.cloudflarestorage.com +R2_ACCESS_KEY_ID=key +R2_SECRET_ACCESS_KEY=secret diff --git a/profiling/LEARNINGS.md b/profiling/LEARNINGS.md new file mode 100644 index 00000000..e1ed407c --- /dev/null +++ b/profiling/LEARNINGS.md @@ -0,0 +1,241 @@ +# Scarf cloud profiling learnings (100k / 250k) + +Date range: 2026-07-14 to 2026-07-15 +Environment: Modal `scarf_profiling`, app `scarf-profiling`, region `eu` (was `eu-west-1`; broadened for capacity), secret `scarf-r2` +Data: `s3://scarf-tests/scarf-profiling/` (datasets / stores / results) +Dataset source: nested CELLxGENE samples already prepared on R2 + +This note is the baseline for quantifying later changes (500k+, code defaults, orchestrator CPU/mem tables). Times are stage wall seconds from result JSON. Peaks are `peakCgroupBytes`. + +## Objective + +Minimize wall time without pointless overprovisioning. Prefer using memory and CPU in ways that actually cut stage time. Do not treat `workingCopies` as a speed dial. + +## Code changes already wired + +| Change | Location | Effect | +|--------|----------|--------| +| Cloud default `targetChunkBytes` = 128 MiB when remote and unset | `scarf/storage/zarr_store.py` (`DEFAULT_CLOUD_TARGET_CHUNK_BYTES`) | Matches layout-sweep winner | +| Auto marker batch when `gene_batch_size is None` | `scarf/markers.py` `resolve_marker_gene_batch_size` | `min(col_chunk, n_features, budgetCap)` with `budgetCap = (memoryBytes // workingCopies) // (n_cells * 32)` | +| Optional profiling override | `profiling` `markerGeneBatchSize` | Layout sweep forced `50`; later runs leave unset for auto | + +## Machine sizes used (Modal hard limit vs Scarf budget) + +Two different numbers matter: + +| Concept | Meaning | +|---------|---------| +| Modal memory | Hard cgroup limit on the container (OOM kill if exceeded) | +| Scarf `memoryBytes` / `scarfMemoryBudget` | Software budget used for chunk geometry at write time and auto marker batch size. Usually ~75% of Modal in our configs | + +| Run tag | Cells | Modal CPU | Modal RAM | Scarf budget | Notes | +|---------|------:|----------:|----------:|-------------:|-------| +| layout sweep (`baseline`, `chunk*`) | 100k | 4 | 32 GiB | ~24 GiB | Forced marker batch 50 | +| `auto_markers_c4_m32` | 100k | 4 | 32 GiB | ~24 GiB | Auto markers; UMAP parallel off | +| `auto_markers_c4_m32_scarf16` | 100k | 4 | 32 GiB | **16 GiB** | Done; markers 219s (faster than c4_m32) | +| `auto_markers_c4_m16` | 100k | 4 | 16 GiB | ~12 GiB | Both Modal and Scarf cut together | +| `auto_markers_c8_m32` | 100k | 8 | 32 GiB | ~24 GiB | Speed pack (UMAP/ANN parallel) | +| `auto_markers_c8_m32_250k` | 250k | 8 | 32 GiB | ~24 GiB | Same speed pack | +| `auto_markers_c8_m48_500k` | 500k | 8 | 48 GiB | 36 GiB | Done; 4339s, max peak ~10 GiB | +| `auto_markers_c8_m64_1m` | 1M | 8 | 64 GiB | 48 GiB | In progress | + +Local layout TOMLs under `profiling/layouts/` are gitignored. Treat `LEARNINGS.md` as the durable record; recreate TOMLs from these rows when needed. + +## Constants that must stay stable when comparing + +| Knob | Value used in successful speed runs | Rule | +|------|-------------------------------------|------| +| `workingCopies` | 4 in profiling configs (library default is 8) | Model of concurrent in-memory copies. Change only if peaks/OOM show the model is wrong | +| Assay / workflow seeds | graph 4466, umap/leiden 4444, `topN=2000`, `k=11`, `dims=50` | Keep fixed across A/B | +| Modal vs Scarf coupling | Usually Scarf ≈ 75% of Modal | Decouple on purpose only for budget-mismatch experiments (below) | + +## How to quantify a future change + +1. Pick a fixed reference run tag (see tables below). Prefer `auto_markers_c8_m32` for 100k and `auto_markers_c8_m32_250k` for 250k. +2. Change one variable (size, CPU, mem, parallel flags, or code). Keep `workingCopies` and workflow seeds fixed unless the experiment is about the copy model. +3. Compare stage seconds and peak GiB. Also report total seconds and max peak. +4. Result URIs: `{resultsUri}/results/{runTag}/{nRows}/{stage}.json` +5. Spawn via deployed app bare `run_all_jobs.spawn(...)` (avoids stuck `with_options` queues from local `modal run`). Stage workers still apply config resources inside the deployed orchestrator. + +Useful call IDs from this campaign (`/tmp/scarf_calib_calls.txt`): + +``` +auto_markers_c4_m32=fc-01KXJX3H7988EH0TZM6EGP7AQC +auto_markers_c4_m16=fc-01KXJZ3VFQKMZ0T77ET87AD7KD +auto_markers_c8_m32=fc-01KXK3JTNTC44X44K3NFQRTDQ5 +auto_markers_c8_m32_250k=fc-01KXK8BRWK9P50XW0NY4FWE378 +auto_markers_c8_m48_500k=fc-01KXKE1ZCG0FG7KFEQ1H0QX35K +auto_markers_c4_m32_scarf16=fc-01KXKEX6N0N44661M6ZX26NX9C +``` + +## Layout sweep @ 100k (4 CPU / 32 GiB) + +All layouts: forced `markerGeneBatchSize=50`, `annParallel=false`, `umapParallel=false`, workers=4, workingCopies=4. + +| Tag | Nominal chunk target | Total s | Max peak GiB | Markers s | Markers peak | +|-----|---------------------|--------:|-------------:|----------:|-------------:| +| baseline | memory-first / default | 2467 | 7.24 | 1742 | 3.51 | +| chunk64m | 64 MiB | 1189 | 6.85 | 366 | 1.13 | +| **chunk128m** | **128 MiB** | **1147** | **6.50** | **353** | **1.01** | +| chunk256m | 256 MiB | 1301 | 6.43 | 536 | 1.20 | +| chunk512m | 512 MiB | 1188 | 6.23 | 521 | 1.37 | + +**Learning:** ~128 MiB cloud count chunks win on total time. Larger nominal targets did not help markers and often hurt them. Baseline markers were catastrophic (1742s) under the old layout. + +Configs: `profiling/layouts/100k_{baseline,chunk64m,chunk128m,chunk256m,chunk512m}.toml` + +### Stage detail: layout winner (`chunk128m`) + +| Stage | Seconds | Peak GiB | +|-------|--------:|---------:| +| createStore | 91.3 | 3.44 | +| initializeStore | 122.9 | 6.50 | +| reopenStore | 5.8 | 0.48 | +| filterCells | 15.9 | 0.48 | +| markHvgs | 221.6 | 1.06 | +| makeGraph | 159.7 | 6.43 | +| runUmap | 154.8 | 0.73 | +| runLeiden | 22.4 | 0.71 | +| findMarkers | 352.7 | 1.01 | +| **total** | **1147.1** | **6.50** | + +## Auto markers and machine experiments @ 100k + +Cloud 128 MiB default (no forced batch 50). Scarf budget ~24 GiB on 32 GiB Modal boxes (~12 GiB on 16 GiB). + +| Tag | CPU | Modal GiB | Parallel UMAP/ANN | Total s | Max peak | Markers s | Markers peak | +|-----|----:|----------:|-------------------|--------:|---------:|----------:|-------------:| +| auto_markers_c4_m32 | 4 | 32 | off | 1215 | 6.50 | 269 | 4.54 | +| auto_markers_c4_m16 | 4 | 16 | off | 1177 | 6.48 | 316 | 4.95 | +| **auto_markers_c8_m32** | **8** | **32** | **on** | **1095** | **7.11** | **331** | **7.11** | + +### Stage detail vs control + +| Stage | c4_m32 (control) | c4_m16 | c8_m32 (speed pack) | +|-------|-----------------:|-------:|--------------------:| +| createStore | 107s / 3.5G | 111s / 3.4G | 104s / 3.5G | +| initializeStore | 196s / 6.5G | 137s / 6.5G | 141s / 6.4G | +| reopenStore | 9s / 0.5G | 8s / 0.5G | 7s / 0.5G | +| filterCells | 23s / 0.5G | 22s / 0.5G | 20s / 0.5G | +| markHvgs | 255s / 1.1G | 225s / 1.4G | 241s / 1.1G | +| makeGraph | 183s / 6.3G | 175s / 5.9G | 168s / 6.3G | +| runUmap | 146s / 0.7G | 155s / 0.7G | **58s / 0.7G** | +| runLeiden | 27s / 0.7G | 27s / 0.7G | 25s / 0.7G | +| findMarkers | **269s / 4.5G** | 316s / 5.0G | 331s / 7.1G | +| **total** | **1215s** | **1177s** | **1095s** | + +### Learnings (100k resources) + +1. **Auto marker batches beat forced batch 50** on markers (353s → 269s at 4CPU/32GiB) and raise marker peak (1.0 → 4.5 GiB). That is productive use of Scarf budget. +2. **Shrinking Modal RAM alone is the wrong optimization for speed.** 16 GiB vs 32 GiB: totals similar; markers got slower (269 → 316s). Peaks stayed ~6.5 GiB on non-marker heavy stages. +3. **Extra Modal RAM does nothing unless Scarf `memoryBytes` grows** so auto batches can grow under fixed `workingCopies`. +4. **Parallel UMAP is the clearest speed win** (146s → 58s). Almost no RAM change. +5. **8 workers did not speed markers**; they slowed them (269 → 331s) even with higher peak (7.1 GiB). Treat marker thread/worker scaling as unresolved. +6. **HVG and markers dominate** after UMAP is fixed (~22% each of the 4CPU control total). + +## Scale: 100k → 250k (same speed pack) + +Config family: 8 CPU / 32 GiB, workers=8, workingCopies=4, `annParallel=true`, `umapParallel=true`, auto markers, cloud 128 MiB chunks. + +| Stage | 100k (`c8_m32`) | 250k (`c8_m32_250k`) | Time scale | Peak 100k | Peak 250k | +|-------|----------------:|---------------------:|-----------:|----------:|----------:| +| createStore | 104s | 264s | 2.53× | 3.5G | 3.8G | +| initializeStore | 141s | 320s | 2.27× | 6.4G | 6.6G | +| reopenStore | 7s | 8s | 1.07× | 0.5G | 0.5G | +| filterCells | 20s | 21s | 1.06× | 0.5G | 0.5G | +| markHvgs | 241s | 585s | 2.42× | 1.1G | 1.3G | +| makeGraph | 168s | 307s | 1.83× | 6.3G | **14.6G** | +| runUmap | 58s | 101s | 1.74× | 0.7G | 0.9G | +| runLeiden | 25s | 51s | 2.04× | 0.7G | 1.1G | +| findMarkers | 331s | 688s | 2.08× | 7.1G | 8.8G | +| **total** | **1095s** | **2346s** | **2.14×** | **7.1G** | **14.6G** | + +Cells ×2.5 → wall ×2.14 (slightly better than linear). +**makeGraph peak roughly doubled** (6.3 → 14.6 GiB); still under 32 GiB. Markers remain the slowest stage at both sizes; HVG second. + +Configs: + +- `profiling/layouts/100k_auto_markers_c8_m32.toml` +- `profiling/layouts/250k_auto_markers_c8_m32.toml` + +## What actually moves speed + +| Lever | Helps? | Evidence | +|-------|--------|----------| +| Cloud ~128 MiB count chunks | Yes | Layout sweep totals | +| Auto marker batch (larger Scarf budget) | Yes for markers | 353s → 269s @ 4c/32G | +| `umapParallel` / more CPU for UMAP | Yes | 146s → 58s | +| More Modal RAM with same Scarf budget | No | Peaks unchanged | +| Cutting Modal RAM for its own sake | No for speed | 16G markers slower | +| Raising `workers` for markers | Not shown; can hurt | 4→8 workers, markers +62s | +| Tuning `workingCopies` for speed | Do not | It is a copy-count model, not a perf knob | + +## Ops notes (Modal) + +- Prefer bare `Function.from_name(...).spawn` on the deployed app for `run_all_jobs`. +- Prefer broad Modal region `eu` over narrow `eu-west` / `eu-west-1` for capacity ([region selection](https://modal.com/docs/guide/region-selection); broad multiplier 1.5x vs narrow 1.75x). +- Tight region + high memory often sat in queue; capacity messages mentioned 16.8 / 28.8 / 48.8 GiB under `eu-west-1`. +- Never `modal deploy` from the agent; user deploys after code changes. +- Use `uv` for local Python / Modal CLI. + +## Current best reference profiles + +| Size | Recommended reference tag | Machine | Notes | +|------|---------------------------|---------|-------| +| 100k | `auto_markers_c8_m32` | 8 CPU / 32 GiB | Fastest complete funnel so far (1095s) | +| 250k | `auto_markers_c8_m32_250k` | 8 CPU / 32 GiB | Same settings; 2346s, max peak 14.6 GiB | + +For a pure markers comparison at 100k without parallel UMAP noise, use `auto_markers_c4_m32` (269s markers). + +## Budget mismatch @ 100k: Modal 32 GiB, Scarf 16 GiB (done) + +Tag `auto_markers_c4_m32_scarf16`. Matched to `c4_m32` (4 CPU, workers=4, workingCopies=4, UMAP/ANN off). Only Scarf budget cut to 16 GiB; Modal stayed 32 GiB. Store built under that budget. + +| Stage | c4_m32 (~24G Scarf) | scarf16 (16G Scarf) | Δ | +|-------|--------------------:|--------------------:|--:| +| createStore | 107s / 3.5G | 115s / 3.3G | +9s | +| initializeStore | 196s / 6.5G | 115s / 6.6G | −81s | +| markHvgs | 255s / 1.1G | 226s / 1.2G | −30s | +| makeGraph | 183s / 6.3G | 165s / 6.1G | −18s | +| runUmap | 146s / 0.7G | 164s / 0.7G | +19s | +| findMarkers | **269s / 4.5G** | **219s / 6.1G** | **−51s** | +| **total** | **1215s** | **1052s** | **−163s** | + +**Reading:** Lower Scarf budget did **not** slow markers here. Markers were faster with a higher peak (6.1 vs 4.5 GiB). Contrast `c4_m16` (Modal 16 + Scarf ~12): markers 316s / 5.0G. So cutting Modal+budget together hurt markers; cutting only Scarf budget did not. Do not treat this single A/B as proof that budget is unbound; geometry/noise may dominate. Call `fc-01KXKMXS06BTJTBE7JVR5N8BWZ`. + +## Open questions + +1. Why scarf16 markers faster than c4_m32 despite smaller software budget? +2. Can HVG use memory/CPU more productively (still ~1–1.4 GiB peak while taking 20%+ of wall)? +3. Why did 8 workers slow markers vs 4 at 100k? +4. makeGraph cgroup peak 250k→500k drop: re-measure with clean A/B before trusting. + +## Scale: 500k (8 CPU / 48 GiB, region `eu`) + +Tag `auto_markers_c8_m48_500k`. Same speed-pack knobs as 100k/250k (workers=8, workingCopies=4, UMAP/ANN parallel, auto markers). Modal 48 GiB / Scarf 36 GiB. Respawned late stages onto broad region `eu` after `eu-west-1` capacity stalls. + +| Stage | 100k | 250k | 500k | 250→500 time | +|-------|-----:|-----:|-----:|-------------:| +| createStore | 104s / 3.5G | 264s / 3.8G | 474s / 4.5G | 1.80× | +| initializeStore | 141s / 6.4G | 320s / 6.6G | 592s / 7.0G | 1.85× | +| markHvgs | 241s / 1.1G | 585s / 1.3G | 1095s / 1.1G | 1.87× | +| makeGraph | 168s / 6.3G | 307s / 14.6G | 436s / 9.3G | 1.42× | +| runUmap | 58s / 0.7G | 101s / 0.9G | 143s / 1.2G | 1.42× | +| runLeiden | 25s / 0.7G | 51s / 1.1G | 100s / 1.4G | 1.96× | +| findMarkers | 331s / 7.1G | 688s / 8.8G | 1473s / 10.1G | 2.14× | +| **total** | **1095s** | **2346s** | **4339s** | **1.85×** | + +Cells 250k→500k is 2×; wall time 1.85× (slightly better than linear). Max peak at 500k ~10.1 GiB (markers), so 48 GiB was generous. makeGraph cgroup peak 9.3 GiB is *below* 250k's 14.6 GiB; treat that drop cautiously (cgroup vs RSS gap on 250k, restart mid-run). See discussion in chat / prefer RSS for graph sizing. + +Call ids: original `fc-01KXKE1ZCG0FG7KFEQ1H0QX35K` (cancelled); eu resume `fc-01KXKH7Z9V88NXFG2DJ204C8C8`. + +## In progress: 1M (8 CPU / 64 GiB, region `eu`) + +| Field | Value | +|-------|-------| +| Tag | `auto_markers_c8_m64_1m` | +| Config | `profiling/layouts/1m_auto_markers_c8_m64.toml` | +| Machine | 8 CPU / 64 GiB Modal, Scarf budget 48 GiB (75%) | +| Knobs | workers=8, workingCopies=4, UMAP/ANN parallel on, auto markers | +| Call | see `/tmp/scarf_calib_calls.txt` key `auto_markers_c8_m64_1m` | +| Compare to | `auto_markers_c8_m32` (100k), `_250k`, `c8_m48_500k` | diff --git a/profiling/__init__.py b/profiling/__init__.py new file mode 100644 index 00000000..ad95557b --- /dev/null +++ b/profiling/__init__.py @@ -0,0 +1 @@ +"""Scarf Modal/R2 profiling harness.""" diff --git a/profiling/config.example.toml b/profiling/config.example.toml new file mode 100644 index 00000000..4713e6a8 --- /dev/null +++ b/profiling/config.example.toml @@ -0,0 +1,173 @@ +# Copy to profiling/config.toml and replace secret, region, endpoint, bucket, and prefixes. + +modalEnvironmentName = "scarf_profiling" +modalAppName = "scarf-profiling" +modalSecretName = "replace-with-modal-secret" +modalCloud = "aws" +modalRegion = "eu" +r2EndpointUrl = "https://replace-with-account-id.r2.cloudflarestorage.com" +datasetPrefixUri = "s3://example-bucket/scarf-profiling/datasets" +resultsUri = "s3://example-bucket/scarf-profiling" +# Optional: isolate stores/results under stores// and results//. +# runTag = "chunk256m" +# [storageLayout] +# targetChunkBytes = 268435456 +# minFeatureChunk = 500 +# maxFeatureChunk = 10000 +targetSizes = [ + 10000, + 25000, + 50000, + 100000, + 250000, + 500000, + 1000000, + 2500000, + 5000000, + 10000000, +] +samplingSeed = 0 + +# Full Cellxgene prepare loads CSR into RAM (indices downcast to int32). +[prepareResources] +modalMemoryRequestMb = 196608 +modalMemoryLimitMb = 212992 +modalCpuRequest = 8.0 +modalCpuLimit = 16.0 +timeoutSeconds = 86400 +ephemeralDiskMb = 524288 + +[workflow] +assayName = "RNA" +cellKey = "I" +filterAttrs = [ + "RNA_nCounts", + "RNA_nFeatures", + "RNA_percentMito", + "RNA_percentRibo", +] +filterMinQuantile = 0.01 +filterMaxQuantile = 0.99 +minFeaturesPerCell = 10 +minCellsPerFeature = 20 +h5adBatchSize = 1000 +topN = 2000 +hvgMinCells = 20 +hvgKey = "hvgs" +k = 11 +dims = 50 +nCentroids = 1000 +graphSeed = 4466 +annParallel = false +umapEpochs = 300 +umapSeed = 4444 +umapParallel = false +umapLabel = "UMAP" +leidenResolution = 1.0 +leidenSeed = 4444 +leidenLabel = "leiden_cluster" +markerFeatureKey = "I" +# When omitted or null, Scarf chooses a budget-safe batch from on-disk feature chunks. +# markerGeneBatchSize = 50 +graphLocalCache = "auto" + +# Tune memory before large runs. Values are examples. + +[stageResources.createStore] +modalMemoryRequestMb = 65536 +modalMemoryLimitMb = 73728 +modalCpuRequest = 8.0 +modalCpuLimit = 8.0 +scarfMemoryBudget = 51539607552 +workers = 8 +workingCopies = 4 +timeoutSeconds = 82800 +ephemeralDiskMb = 524288 + +[stageResources.initializeStore] +modalMemoryRequestMb = 65536 +modalMemoryLimitMb = 73728 +modalCpuRequest = 8.0 +modalCpuLimit = 8.0 +scarfMemoryBudget = 51539607552 +workers = 8 +workingCopies = 4 +timeoutSeconds = 82800 +ephemeralDiskMb = 524288 + +[stageResources.reopenStore] +modalMemoryRequestMb = 16384 +modalMemoryLimitMb = 20480 +modalCpuRequest = 4.0 +modalCpuLimit = 4.0 +scarfMemoryBudget = 12884901888 +workers = 4 +workingCopies = 2 +timeoutSeconds = 3600 +ephemeralDiskMb = 524288 + +[stageResources.filterCells] +modalMemoryRequestMb = 32768 +modalMemoryLimitMb = 40960 +modalCpuRequest = 8.0 +modalCpuLimit = 8.0 +scarfMemoryBudget = 25769803776 +workers = 8 +workingCopies = 4 +timeoutSeconds = 14400 +ephemeralDiskMb = 524288 + +[stageResources.markHvgs] +modalMemoryRequestMb = 65536 +modalMemoryLimitMb = 73728 +modalCpuRequest = 8.0 +modalCpuLimit = 8.0 +scarfMemoryBudget = 51539607552 +workers = 8 +workingCopies = 4 +timeoutSeconds = 43200 +ephemeralDiskMb = 524288 + +[stageResources.makeGraph] +modalMemoryRequestMb = 131072 +modalMemoryLimitMb = 147456 +modalCpuRequest = 16.0 +modalCpuLimit = 16.0 +scarfMemoryBudget = 120259084288 +workers = 16 +workingCopies = 4 +timeoutSeconds = 82800 +ephemeralDiskMb = 524288 + +[stageResources.runUmap] +modalMemoryRequestMb = 65536 +modalMemoryLimitMb = 73728 +modalCpuRequest = 8.0 +modalCpuLimit = 8.0 +scarfMemoryBudget = 51539607552 +workers = 8 +workingCopies = 4 +timeoutSeconds = 82800 +ephemeralDiskMb = 524288 + +[stageResources.runLeiden] +modalMemoryRequestMb = 65536 +modalMemoryLimitMb = 73728 +modalCpuRequest = 8.0 +modalCpuLimit = 8.0 +scarfMemoryBudget = 51539607552 +workers = 8 +workingCopies = 4 +timeoutSeconds = 82800 +ephemeralDiskMb = 524288 + +[stageResources.findMarkers] +modalMemoryRequestMb = 131072 +modalMemoryLimitMb = 147456 +modalCpuRequest = 16.0 +modalCpuLimit = 16.0 +scarfMemoryBudget = 120259084288 +workers = 16 +workingCopies = 4 +timeoutSeconds = 82800 +ephemeralDiskMb = 524288 diff --git a/profiling/config.py b/profiling/config.py new file mode 100644 index 00000000..66b34e22 --- /dev/null +++ b/profiling/config.py @@ -0,0 +1,241 @@ +import tomllib +from pathlib import Path +from typing import Any, Literal, Self + +from pydantic import BaseModel, ConfigDict, Field, model_validator + +from profiling.datasets import DEFAULT_TARGET_SIZES + +StageName = Literal[ + "createStore", + "initializeStore", + "reopenStore", + "filterCells", + "markHvgs", + "makeGraph", + "runUmap", + "runLeiden", + "findMarkers", +] + +STAGE_ORDER: tuple[StageName, ...] = ( + "createStore", + "initializeStore", + "reopenStore", + "filterCells", + "markHvgs", + "makeGraph", + "runUmap", + "runLeiden", + "findMarkers", +) + +MAX_TIMEOUT_SECONDS = 86_400 + + +class WorkflowParameters(BaseModel): + model_config = ConfigDict(extra="forbid", frozen=True) + + assayName: str = "RNA" + cellKey: str = "I" + filterAttrs: tuple[str, ...] = ( + "RNA_nCounts", + "RNA_nFeatures", + "RNA_percentMito", + "RNA_percentRibo", + ) + filterMinQuantile: float = 0.01 + filterMaxQuantile: float = 0.99 + minFeaturesPerCell: int = 10 + minCellsPerFeature: int = 20 + h5adBatchSize: int = 1000 + topN: int = 2000 + hvgMinCells: int = 20 + hvgKey: str = "hvgs" + k: int = 11 + dims: int = 50 + nCentroids: int = 1000 + graphSeed: int = 4466 + annParallel: bool = False + umapEpochs: int = 300 + umapSeed: int = 4444 + umapParallel: bool = False + umapLabel: str = "UMAP" + leidenResolution: float = 1.0 + leidenSeed: int = 4444 + leidenLabel: str = "leiden_cluster" + markerFeatureKey: str = "I" + markerGeneBatchSize: int | None = None + graphLocalCache: bool | str = "auto" + + @property + def resolvedHvgKey(self) -> str: + return f"{self.cellKey}__{self.hvgKey}" + + @property + def resolvedMarkerGroupKey(self) -> str: + if self.cellKey == "I": + return f"{self.assayName}_{self.leidenLabel}" + return f"{self.assayName}_{self.cellKey}_{self.leidenLabel}" + + +class StageResources(BaseModel): + model_config = ConfigDict(extra="forbid", frozen=True) + + modalMemoryRequestMb: int + modalMemoryLimitMb: int + modalCpuRequest: float + modalCpuLimit: float + scarfMemoryBudget: int + workers: int + workingCopies: int + timeoutSeconds: int + ephemeralDiskMb: int + + @model_validator(mode="after") + def _check_bounds(self) -> Self: + if self.modalMemoryRequestMb <= 0 or self.modalMemoryLimitMb <= 0: + raise ValueError("Modal memory values must be positive") + if self.modalMemoryLimitMb < self.modalMemoryRequestMb: + raise ValueError("modalMemoryLimitMb must be >= modalMemoryRequestMb") + if self.modalCpuRequest <= 0 or self.modalCpuLimit <= 0: + raise ValueError("Modal CPU values must be positive") + if self.modalCpuLimit < self.modalCpuRequest: + raise ValueError("modalCpuLimit must be >= modalCpuRequest") + if self.scarfMemoryBudget <= 0: + raise ValueError("scarfMemoryBudget must be positive") + if self.workers <= 0 or self.workingCopies <= 0: + raise ValueError("workers and workingCopies must be positive") + if not (0 < self.timeoutSeconds <= MAX_TIMEOUT_SECONDS): + raise ValueError(f"timeoutSeconds must be in 1..{MAX_TIMEOUT_SECONDS}") + if self.ephemeralDiskMb <= 0: + raise ValueError("ephemeralDiskMb must be positive") + return self + + +class PrepareResources(BaseModel): + """Modal sizing for dataset prepare (full CSR resident in memory).""" + + model_config = ConfigDict(extra="forbid", frozen=True) + + modalMemoryRequestMb: int = 196_608 + modalMemoryLimitMb: int = 212_992 + modalCpuRequest: float = 8.0 + modalCpuLimit: float = 16.0 + timeoutSeconds: int = 86_400 + ephemeralDiskMb: int = 524_288 + + @model_validator(mode="after") + def _check_bounds(self) -> Self: + if self.modalMemoryRequestMb <= 0 or self.modalMemoryLimitMb <= 0: + raise ValueError("Modal memory values must be positive") + if self.modalMemoryLimitMb < self.modalMemoryRequestMb: + raise ValueError("modalMemoryLimitMb must be >= modalMemoryRequestMb") + if self.modalCpuRequest <= 0 or self.modalCpuLimit <= 0: + raise ValueError("Modal CPU values must be positive") + if self.modalCpuLimit < self.modalCpuRequest: + raise ValueError("modalCpuLimit must be >= modalCpuRequest") + if not (0 < self.timeoutSeconds <= MAX_TIMEOUT_SECONDS): + raise ValueError(f"timeoutSeconds must be in 1..{MAX_TIMEOUT_SECONDS}") + if self.ephemeralDiskMb <= 0: + raise ValueError("ephemeralDiskMb must be positive") + return self + + +class StorageLayout(BaseModel): + model_config = ConfigDict(extra="forbid", frozen=True) + + targetChunkBytes: int | None = None + minFeatureChunk: int = 500 + maxFeatureChunk: int = 10_000 + + @model_validator(mode="after") + def _check_bounds(self) -> Self: + if self.targetChunkBytes is not None and self.targetChunkBytes <= 0: + raise ValueError("targetChunkBytes must be positive when set") + if self.minFeatureChunk <= 0 or self.maxFeatureChunk <= 0: + raise ValueError("feature chunk bounds must be positive") + if self.minFeatureChunk > self.maxFeatureChunk: + raise ValueError("minFeatureChunk must be <= maxFeatureChunk") + return self + + +class ProfilingConfig(BaseModel): + model_config = ConfigDict(extra="forbid", frozen=True) + + modalEnvironmentName: str = "scarf_profiling" + modalAppName: str = "scarf-profiling" + modalSecretName: str + modalCloud: str = "aws" + modalRegion: str + r2EndpointUrl: str + datasetPrefixUri: str + resultsUri: str + runTag: str = "" + storageLayout: StorageLayout = Field(default_factory=StorageLayout) + targetSizes: tuple[int, ...] = Field(default_factory=lambda: DEFAULT_TARGET_SIZES) + samplingSeed: int = 0 + workflow: WorkflowParameters = Field(default_factory=WorkflowParameters) + prepareResources: PrepareResources = Field(default_factory=PrepareResources) + stageResources: dict[StageName, StageResources] + + @model_validator(mode="after") + def _check_config(self) -> Self: + if self.modalEnvironmentName != "scarf_profiling": + raise ValueError("modalEnvironmentName must be scarf_profiling") + if not self.datasetPrefixUri.startswith("s3://"): + raise ValueError("datasetPrefixUri must be an s3:// URI") + if not self.resultsUri.startswith("s3://"): + raise ValueError("resultsUri must be an s3:// URI") + if "/" in self.runTag or "\\" in self.runTag or self.runTag in {".", ".."}: + raise ValueError("runTag must be a single path segment") + if not self.targetSizes: + raise ValueError("targetSizes must not be empty") + if any(size <= 0 for size in self.targetSizes): + raise ValueError("targetSizes must be positive") + if tuple(sorted(self.targetSizes)) != self.targetSizes: + raise ValueError("targetSizes must be strictly increasing") + if len(set(self.targetSizes)) != len(self.targetSizes): + raise ValueError("targetSizes must be unique") + missing = [stage for stage in STAGE_ORDER if stage not in self.stageResources] + if missing: + raise ValueError(f"Missing stageResources for: {', '.join(missing)}") + return self + + def datasetUri(self, nRows: int) -> str: + return f"{self.datasetPrefixUri.rstrip('/')}/{nRows}.h5ad" + + def sourceUri(self) -> str: + return f"{self.datasetPrefixUri.rstrip('/')}/source.h5ad" + + def _tagged_prefix(self, kind: str) -> str: + base = f"{self.resultsUri.rstrip('/')}/{kind}" + if self.runTag: + return f"{base}/{self.runTag}" + return base + + def storeUri(self, nRows: int) -> str: + return f"{self._tagged_prefix('stores')}/{nRows}.zarr" + + def resultUri(self, nRows: int, stage: StageName) -> str: + return f"{self._tagged_prefix('results')}/{nRows}/{stage}.json" + + def resourcesFor(self, stage: StageName) -> StageResources: + return self.stageResources[stage] + + +def load_profiling_config(path: str | Path) -> ProfilingConfig: + config_path = Path(path) + raw = tomllib.loads(config_path.read_text()) + return ProfilingConfig.model_validate(_normalize_raw_config(raw)) + + +def _normalize_raw_config(raw: dict[str, Any]) -> dict[str, Any]: + payload = dict(raw) + fixed = payload.pop("fixedResources", None) + if fixed is not None and "stageResources" not in payload: + payload["stageResources"] = fixed + payload.pop("sourceProvenance", None) + payload.pop("capacityCases", None) + payload.pop("blockSeeds", None) + return payload diff --git a/profiling/datasets.py b/profiling/datasets.py new file mode 100644 index 00000000..9ef45d5a --- /dev/null +++ b/profiling/datasets.py @@ -0,0 +1,1660 @@ +import hashlib +import os +import uuid +from collections.abc import Callable, Sequence +from contextlib import closing +from dataclasses import dataclass +from pathlib import Path +from typing import Any +from urllib.request import urlopen + +import h5py +import numpy as np + +DEFAULT_SAMPLING_SEED = 0 +DEFAULT_TARGET_SIZES = ( + 10_000, + 25_000, + 50_000, + 100_000, + 250_000, + 500_000, + 1_000_000, + 2_500_000, + 5_000_000, + 10_000_000, +) + +_MASK_64 = (1 << 64) - 1 +_SPLITMIX_INCREMENT = 0x9E3779B97F4A7C15 +_SPLITMIX_MULTIPLIER_1 = 0xBF58476D1CE4E5B9 +_SPLITMIX_MULTIPLIER_2 = 0x94D049BB133111EB +_SAMPLING_DOMAIN = b"scarf-cellxgene-row-sampling-v1" +_SOURCE_ROWS_DIGEST_DOMAIN = b"scarf-ordered-source-rows-v1\0" +_DEFAULT_IO_CHUNK_BYTES = 16 * 1024 * 1024 +_DEFAULT_ROW_BATCH_SIZE = 1024 +_DEFAULT_COPY_BUFFER_BYTES = 64 * 1024 * 1024 +_DEFAULT_INDPTR_CHUNK_ROWS = 1_000_000 +_DEFAULT_LOAD_CHUNK_ELEMENTS = 8_388_608 +_H5_DATA_CHUNK_BYTES = 4 * 1024 * 1024 + + +def sha256_file(path: str | Path, *, chunkBytes: int = 16 * 1024 * 1024) -> str: + if chunkBytes <= 0: + raise ValueError("chunkBytes must be positive") + digest = hashlib.sha256() + with Path(path).open("rb") as handle: + while True: + chunk = handle.read(chunkBytes) + if not chunk: + break + digest.update(chunk) + return digest.hexdigest() + + +@dataclass(frozen=True, slots=True) +class SourceSpec: + datasetId: str + versionId: str + url: str + nRows: int + nColumns: int + nnz: int + sourceBytes: int + matrixKey: str = "X" + matrixEncoding: str = "csr_matrix" + rawCounts: bool = True + cellIdsKey: str = "obs/_index" + featureIdsKey: str = "var/_index" + featureNameKey: str = "var/feature_name" + dataDtype: str = "float32" + indicesDtype: str = "int64" + indptrDtype: str = "int64" + + +@dataclass(frozen=True, slots=True) +class DownloadResult: + filePath: Path + fileBytes: int + sha256: str + + +@dataclass(frozen=True, slots=True) +class SourceValidation: + nRows: int + nColumns: int + nnz: int + finalRowNnz: int + dataDtype: str + indicesDtype: str + indptrDtype: str + + +@dataclass(frozen=True, slots=True) +class H5adWriteResult: + filePath: Path + nRows: int + nColumns: int + nnz: int + sourceRowsSha256: str + finalSourceRow: int + dataDtype: str + indicesDtype: str + indptrDtype: str + + +@dataclass(frozen=True, slots=True) +class InMemoryCsrSource: + """CSR matrix plus labels held in process memory for fast row gathers.""" + + data: np.ndarray + indices: np.ndarray + indptr: np.ndarray + nRows: int + nColumns: int + dataDtype: np.dtype + indicesDtype: np.dtype + indptrDtype: np.dtype + cellIds: np.ndarray + featureIds: np.ndarray + featureNames: np.ndarray + + @property + def residentBytes(self) -> int: + return int( + self.data.nbytes + + self.indices.nbytes + + self.indptr.nbytes + + self.cellIds.nbytes + + self.featureIds.nbytes + + self.featureNames.nbytes + ) + + +@dataclass(frozen=True, slots=True) +class PreparedValidation: + fileBytes: int + sha256: str + sourceRowsSha256: str + nRows: int + nColumns: int + nnz: int + finalSourceRow: int + + +@dataclass(frozen=True, slots=True) +class PreparedArtifact: + localPath: Path + targetRows: int + nColumns: int + nnz: int + fileBytes: int + sha256: str + sourceRowsSha256: str + finalSourceRow: int + dataDtype: str + indicesDtype: str + indptrDtype: str + + +@dataclass(frozen=True, slots=True) +class PreparationResult: + sourcePath: Path + sourceSha256: str + sourceSpec: SourceSpec + seed: int + artifacts: tuple[PreparedArtifact, ...] + + +SOURCE_SPEC = SourceSpec( + datasetId="dcfd4feb-18a3-4b30-81d7-1b0c544a8ab3", + versionId="1bc30289-9565-4099-abf9-3326328c11ac", + url=( + "https://datasets.cellxgene.cziscience.com/" + "1bc30289-9565-4099-abf9-3326328c11ac.h5ad" + ), + nRows=11_441_407, + nColumns=45_525, + nnz=19_516_755_155, + sourceBytes=46_292_192_475, +) + + +def splitmix64(value: int) -> int: + """Return SplitMix64 for one unsigned 64-bit input.""" + mixed = (value + _SPLITMIX_INCREMENT) & _MASK_64 + mixed = ((mixed ^ (mixed >> 30)) * _SPLITMIX_MULTIPLIER_1) & _MASK_64 + mixed = ((mixed ^ (mixed >> 27)) * _SPLITMIX_MULTIPLIER_2) & _MASK_64 + return mixed ^ (mixed >> 31) + + +def sampling_salt( + seed: int, + sourceVersion: str = SOURCE_SPEC.versionId, +) -> int: + material = ( + _SAMPLING_DOMAIN + b"\0" + sourceVersion.encode() + b"\0" + str(seed).encode() + ) + return int.from_bytes(hashlib.sha256(material).digest()[:8], "little") + + +def row_priorities( + nRows: int, + *, + seed: int = DEFAULT_SAMPLING_SEED, + sourceVersion: str = SOURCE_SPEC.versionId, +) -> np.ndarray: + if nRows < 0: + raise ValueError("nRows must be nonnegative") + + # For source row i: + # priority(i) = SplitMix64((i + salt(sourceVersion, seed)) mod 2**64). + # SplitMix64 is a fixed integer permutation, so this is reproducible across + # Python and NumPy versions. Selection ranks (priority, source row index), + # which makes the row index the explicit collision tie-break. + values = np.arange(nRows, dtype=np.uint64) + values += np.uint64(sampling_salt(seed, sourceVersion)) + values += np.uint64(_SPLITMIX_INCREMENT) + values = (values ^ (values >> np.uint64(30))) * np.uint64(_SPLITMIX_MULTIPLIER_1) + values = (values ^ (values >> np.uint64(27))) * np.uint64(_SPLITMIX_MULTIPLIER_2) + return values ^ (values >> np.uint64(31)) + + +def _normalize_targets(targetRows: Sequence[int], nRows: int) -> tuple[int, ...]: + targets = tuple(int(value) for value in targetRows) + if not targets: + raise ValueError("At least one target row count is required") + if any(value <= 0 for value in targets): + raise ValueError("Target row counts must be positive") + if tuple(sorted(set(targets))) != targets: + raise ValueError("Target row counts must be unique and increasing") + if targets[-1] > nRows: + raise ValueError(f"Largest target has {targets[-1]} rows, source has {nRows}") + return targets + + +def select_rows_from_priorities( + priorities: np.ndarray, + targetRows: Sequence[int], +) -> dict[int, np.ndarray]: + priorities = np.asarray(priorities) + if priorities.ndim != 1: + raise ValueError("priorities must be one-dimensional") + if not np.issubdtype(priorities.dtype, np.integer): + raise TypeError("priorities must use an integer dtype") + targets = _normalize_targets(targetRows, len(priorities)) + source_rows = np.arange(len(priorities), dtype=np.int64) + ranked = np.lexsort((source_rows, priorities.astype(np.uint64, copy=False))) + return { + target: np.sort(ranked[:target].astype(np.int64, copy=False), kind="stable") + for target in targets + } + + +def select_nested_rows( + nRows: int, + targetRows: Sequence[int] = DEFAULT_TARGET_SIZES, + *, + seed: int = DEFAULT_SAMPLING_SEED, + sourceVersion: str = SOURCE_SPEC.versionId, +) -> dict[int, np.ndarray]: + priorities = row_priorities( + nRows, + seed=seed, + sourceVersion=sourceVersion, + ) + return select_rows_from_priorities(priorities, targetRows) + + +def ordered_source_row_digest( + sourceRows: np.ndarray | Sequence[int], + *, + chunkRows: int = 1_000_000, +) -> str: + rows = np.asarray(sourceRows) + if rows.ndim != 1: + raise ValueError("sourceRows must be one-dimensional") + if not np.issubdtype(rows.dtype, np.integer): + raise TypeError("sourceRows must use an integer dtype") + if chunkRows <= 0: + raise ValueError("chunkRows must be positive") + if len(rows) and int(rows.min()) < 0: + raise ValueError("sourceRows cannot contain negative values") + if len(rows) and int(rows.max()) > np.iinfo(np.uint64).max: + raise ValueError("sourceRows exceed uint64") + + digest = hashlib.sha256() + digest.update(_SOURCE_ROWS_DIGEST_DOMAIN) + digest.update(len(rows).to_bytes(8, "little")) + for start in range(0, len(rows), chunkRows): + normalized = np.asarray(rows[start : start + chunkRows], dtype=" DownloadResult: + if expectedBytes < 0: + raise ValueError("expectedBytes must be nonnegative") + if chunkBytes <= 0: + raise ValueError("chunkBytes must be positive") + + destination = Path(destination) + destination.parent.mkdir(parents=True, exist_ok=True) + temporary = destination.with_name(f".{destination.name}.{uuid.uuid4().hex}.part") + digest = hashlib.sha256() + file_bytes = 0 + try: + with closing(opener(url)) as response: + headers = getattr(response, "headers", {}) + declared = headers.get("Content-Length") or headers.get("content-length") + if declared is not None and int(declared) != expectedBytes: + raise ValueError( + f"Source declares {declared} bytes, expected {expectedBytes}" + ) + with temporary.open("xb") as handle: + while chunk := response.read(chunkBytes): + handle.write(chunk) + digest.update(chunk) + file_bytes += len(chunk) + if file_bytes != expectedBytes: + raise ValueError(f"Downloaded {file_bytes} bytes, expected {expectedBytes}") + os.replace(temporary, destination) + except BaseException: + temporary.unlink(missing_ok=True) + raise + + return DownloadResult( + filePath=destination, + fileBytes=file_bytes, + sha256=digest.hexdigest(), + ) + + +def _decode_text(value: Any) -> str: + if isinstance(value, bytes): + return value.decode() + return str(value) + + +def _require_encoding( + value: h5py.File | h5py.Group | h5py.Dataset, + path: str, + encodingType: str, + encodingVersion: str, +) -> None: + actual_type = value.attrs.get("encoding-type") + actual_version = value.attrs.get("encoding-version") + if actual_type is None or _decode_text(actual_type) != encodingType: + raise ValueError( + f"{path} encoding-type is {actual_type!r}, expected {encodingType!r}" + ) + if actual_version is None or _decode_text(actual_version) != encodingVersion: + raise ValueError( + f"{path} encoding-version is {actual_version!r}, " + f"expected {encodingVersion!r}" + ) + + +def _require_group(h5: h5py.File, path: str) -> h5py.Group: + if path not in h5 or not isinstance(h5[path], h5py.Group): + raise ValueError(f"Required HDF5 group is missing: {path}") + return h5[path] + + +def _require_dataset(h5: h5py.File, path: str) -> h5py.Dataset: + if path not in h5 or not isinstance(h5[path], h5py.Dataset): + raise ValueError(f"Required HDF5 dataset is missing: {path}") + return h5[path] + + +def _validate_string_dataset( + dataset: h5py.Dataset, + path: str, + expectedLength: int, + *, + requireEncoding: bool, +) -> None: + if dataset.shape != (expectedLength,): + raise ValueError( + f"{path} shape is {dataset.shape}, expected {(expectedLength,)}" + ) + if h5py.check_string_dtype(dataset.dtype) is None: + raise ValueError(f"{path} must contain strings, got {dataset.dtype}") + if requireEncoding: + _require_encoding(dataset, path, "string-array", "0.2.0") + + +def _decode_string_array(values: np.ndarray) -> np.ndarray: + flat = np.asarray(values).reshape(-1) + if flat.dtype.kind in {"U", "S", "O"}: + decoded = [ + item.decode() if isinstance(item, bytes | np.bytes_) else str(item) + for item in flat.tolist() + ] + return np.asarray(decoded, dtype=object) + raise ValueError(f"Unsupported string array dtype: {flat.dtype}") + + +def _load_string_column( + h5: h5py.File, + path: str, + *, + expectedLength: int, +) -> np.ndarray: + """Load a string AnnData column from a dataset or categorical group.""" + if path not in h5: + raise ValueError(f"Required HDF5 path is missing: {path}") + value = h5[path] + if isinstance(value, h5py.Dataset): + if value.shape != (expectedLength,): + raise ValueError( + f"{path} shape is {value.shape}, expected {(expectedLength,)}" + ) + return _decode_string_array(np.asarray(value[:])) + if isinstance(value, h5py.Group): + encoding = value.attrs.get("encoding-type") + if encoding is None or _decode_text(encoding) != "categorical": + raise ValueError(f"{path} is a group but not a categorical string column") + categories = _decode_string_array( + np.asarray(_require_dataset(h5, f"{path}/categories")[:]) + ) + codes = np.asarray(_require_dataset(h5, f"{path}/codes")[:]) + if codes.shape != (expectedLength,): + raise ValueError( + f"{path}/codes shape is {codes.shape}, expected {(expectedLength,)}" + ) + if codes.min(initial=0) < -1 or codes.max(initial=-1) >= len(categories): + raise ValueError(f"{path}/codes contains out-of-range category ids") + # AnnData uses -1 for missing; map those to empty strings. + output = np.empty(expectedLength, dtype=object) + missing = codes < 0 + output[missing] = "" + output[~missing] = categories[codes[~missing]] + return output + raise ValueError(f"{path} must be a string dataset or categorical group") + + +def _validate_indptr( + indptr: h5py.Dataset, + *, + nRows: int, + nnz: int, + expectedDtype: str, + chunkRows: int, +) -> int: + if chunkRows <= 0: + raise ValueError("chunkRows must be positive") + if indptr.shape != (nRows + 1,): + raise ValueError(f"CSR indptr shape is {indptr.shape}, expected {(nRows + 1,)}") + if indptr.dtype != np.dtype(expectedDtype): + raise ValueError( + f"CSR indptr dtype is {indptr.dtype}, expected {expectedDtype}" + ) + if int(indptr[0]) != 0: + raise ValueError("CSR indptr must start at zero") + if int(indptr[-1]) != nnz: + raise ValueError(f"CSR indptr terminates at {int(indptr[-1])}, expected {nnz}") + + previous: int | None = None + for start in range(0, nRows + 1, chunkRows): + values = np.asarray(indptr[start : min(start + chunkRows, nRows + 1)]) + if previous is not None and len(values) and int(values[0]) < previous: + raise ValueError(f"CSR indptr decreases at position {start}") + if len(values) > 1 and np.any(values[1:] < values[:-1]): + offset = int(np.flatnonzero(values[1:] < values[:-1])[0]) + start + 1 + raise ValueError(f"CSR indptr decreases at position {offset}") + if len(values): + previous = int(values[-1]) + + if nRows == 0: + return 0 + return int(indptr[-1]) - int(indptr[-2]) + + +def validate_source_h5ad( + path: str | Path, + *, + spec: SourceSpec = SOURCE_SPEC, + indptrChunkRows: int = _DEFAULT_INDPTR_CHUNK_ROWS, +) -> SourceValidation: + path = Path(path) + file_bytes = path.stat().st_size + if file_bytes != spec.sourceBytes: + raise ValueError(f"Source has {file_bytes} bytes, expected {spec.sourceBytes}") + + with h5py.File(path, mode="r") as h5: + _require_encoding(h5, "/", "anndata", "0.1.0") + matrix = _require_group(h5, spec.matrixKey) + _require_encoding( + matrix, + spec.matrixKey, + spec.matrixEncoding, + "0.1.0", + ) + shape = tuple(int(value) for value in matrix.attrs.get("shape", ())) + expected_shape = (spec.nRows, spec.nColumns) + if shape != expected_shape: + raise ValueError( + f"{spec.matrixKey} shape is {shape}, expected {expected_shape}" + ) + + data = _require_dataset(h5, f"{spec.matrixKey}/data") + indices = _require_dataset(h5, f"{spec.matrixKey}/indices") + indptr = _require_dataset(h5, f"{spec.matrixKey}/indptr") + if data.shape != (spec.nnz,): + raise ValueError(f"CSR data shape is {data.shape}, expected {(spec.nnz,)}") + if indices.shape != (spec.nnz,): + raise ValueError( + f"CSR indices shape is {indices.shape}, expected {(spec.nnz,)}" + ) + if data.dtype != np.dtype(spec.dataDtype): + raise ValueError( + f"CSR data dtype is {data.dtype}, expected {spec.dataDtype}" + ) + if indices.dtype != np.dtype(spec.indicesDtype): + raise ValueError( + f"CSR indices dtype is {indices.dtype}, expected {spec.indicesDtype}" + ) + final_row_nnz = _validate_indptr( + indptr, + nRows=spec.nRows, + nnz=spec.nnz, + expectedDtype=spec.indptrDtype, + chunkRows=indptrChunkRows, + ) + + cell_ids = _require_dataset(h5, spec.cellIdsKey) + feature_ids = _require_dataset(h5, spec.featureIdsKey) + _validate_string_dataset( + cell_ids, + spec.cellIdsKey, + spec.nRows, + requireEncoding=True, + ) + _validate_string_dataset( + feature_ids, + spec.featureIdsKey, + spec.nColumns, + requireEncoding=True, + ) + feature_names = _load_string_column( + h5, + spec.featureNameKey, + expectedLength=spec.nColumns, + ) + if feature_names.shape != (spec.nColumns,): + raise ValueError( + f"{spec.featureNameKey} resolved length is {feature_names.shape}, " + f"expected {(spec.nColumns,)}" + ) + + return SourceValidation( + nRows=spec.nRows, + nColumns=spec.nColumns, + nnz=spec.nnz, + finalRowNnz=final_row_nnz, + dataDtype=spec.dataDtype, + indicesDtype=spec.indicesDtype, + indptrDtype=spec.indptrDtype, + ) + + +def _validate_selected_rows( + sourceRows: np.ndarray | Sequence[int], + nRows: int, +) -> np.ndarray: + rows = np.asarray(sourceRows) + if rows.ndim != 1: + raise ValueError("sourceRows must be one-dimensional") + if not np.issubdtype(rows.dtype, np.integer): + raise TypeError("sourceRows must use an integer dtype") + if len(rows) == 0: + raise ValueError("sourceRows cannot be empty") + if int(rows.min()) < 0 or int(rows.max()) >= nRows: + raise ValueError(f"sourceRows must be between 0 and {nRows - 1}") + rows = rows.astype(np.int64, copy=False) + if np.any(rows[1:] <= rows[:-1]): + raise ValueError("sourceRows must be unique and in source order") + return rows + + +def _row_boundaries( + indptr: h5py.Dataset, + rows: np.ndarray, +) -> tuple[np.ndarray, np.ndarray]: + span_rows = int(rows[-1] - rows[0] + 1) + if span_rows <= len(rows) * 4: + pointers = np.asarray(indptr[int(rows[0]) : int(rows[-1]) + 2]) + local_rows = rows - rows[0] + return pointers[local_rows], pointers[local_rows + 1] + return np.asarray(indptr[rows]), np.asarray(indptr[rows + 1]) + + +def _selected_nnz( + indptr: h5py.Dataset, + rows: np.ndarray, + rowBatchSize: int, +) -> int: + total = 0 + for start in range(0, len(rows), rowBatchSize): + batch = rows[start : start + rowBatchSize] + row_starts, row_ends = _row_boundaries(indptr, batch) + counts = row_ends - row_starts + if np.any(counts < 0): + raise ValueError("Source CSR indptr is not monotonic") + total += int(counts.sum(dtype=np.int64)) + return total + + +def _chunk_elements(length: int, dtype: np.dtype[Any]) -> int: + desired = max(1, _H5_DATA_CHUNK_BYTES // max(1, dtype.itemsize)) + return max(1, min(max(1, length), desired)) + + +def _create_numeric_dataset( + group: h5py.Group, + name: str, + length: int, + dtype: np.dtype[Any], +) -> h5py.Dataset: + return group.create_dataset( + name, + shape=(length,), + maxshape=(None,), + dtype=dtype, + chunks=(_chunk_elements(length, dtype),), + compression="gzip", + compression_opts=4, + ) + + +def _create_string_dataset( + group: h5py.Group, + name: str, + length: int, +) -> h5py.Dataset: + dataset = group.create_dataset( + name, + shape=(length,), + maxshape=(None,), + dtype=h5py.string_dtype(encoding="utf-8"), + chunks=(max(1, min(max(1, length), 65_536)),), + compression="gzip", + compression_opts=4, + ) + dataset.attrs["encoding-type"] = "string-array" + dataset.attrs["encoding-version"] = "0.2.0" + return dataset + + +def _create_dataframe_group( + h5: h5py.File, + name: str, + columns: Sequence[str], +) -> h5py.Group: + group = h5.create_group(name) + group.attrs["encoding-type"] = "dataframe" + group.attrs["encoding-version"] = "0.2.0" + group.attrs["_index"] = "_index" + group.attrs["column-order"] = np.asarray( + columns, + dtype=h5py.string_dtype(encoding="utf-8"), + ) + return group + + +def _copy_pair_slice( + sourceData: h5py.Dataset, + sourceIndices: h5py.Dataset, + destinationData: h5py.Dataset, + destinationIndices: h5py.Dataset, + sourceStart: int, + sourceEnd: int, + destinationStart: int, + copyBufferBytes: int, +) -> int: + item_bytes = sourceData.dtype.itemsize + sourceIndices.dtype.itemsize + chunk_elements = max(1, copyBufferBytes // max(1, item_bytes)) + output_position = destinationStart + for start in range(sourceStart, sourceEnd, chunk_elements): + end = min(start + chunk_elements, sourceEnd) + data_values = np.asarray(sourceData[start:end]) + index_values = np.asarray(sourceIndices[start:end]) + output_end = output_position + len(data_values) + destinationData[output_position:output_end] = data_values + destinationIndices[output_position:output_end] = index_values + output_position = output_end + return output_position + + +def _copy_masked_csr_window( + sourceData: h5py.Dataset, + sourceIndices: h5py.Dataset, + destinationData: h5py.Dataset, + destinationIndices: h5py.Dataset, + rowStarts: np.ndarray, + rowEnds: np.ndarray, + destinationStart: int, +) -> int: + span_start = int(rowStarts[0]) + span_end = int(rowEnds[-1]) + span_nnz = span_end - span_start + selected_nnz = int((rowEnds - rowStarts).sum(dtype=np.int64)) + if selected_nnz == 0: + return destinationStart + + data_values = np.asarray(sourceData[span_start:span_end]) + index_values = np.asarray(sourceIndices[span_start:span_end]) + local_starts = rowStarts.astype(np.int64, copy=False) - span_start + local_ends = rowEnds.astype(np.int64, copy=False) - span_start + deltas = np.zeros(span_nnz + 1, dtype=np.int16) + np.add.at(deltas, local_starts, 1) + np.add.at(deltas, local_ends, -1) + mask = np.cumsum(deltas[:-1], dtype=np.int32) > 0 + if int(mask.sum()) != selected_nnz: + raise ValueError("Selected CSR row mask has an unexpected size") + + destination_end = destinationStart + selected_nnz + destinationData[destinationStart:destination_end] = data_values[mask] + destinationIndices[destinationStart:destination_end] = index_values[mask] + return destination_end + + +def _copy_csr_batch( + sourceData: h5py.Dataset, + sourceIndices: h5py.Dataset, + destinationData: h5py.Dataset, + destinationIndices: h5py.Dataset, + rows: np.ndarray, + rowStarts: np.ndarray, + rowEnds: np.ndarray, + destinationStart: int, + copyBufferBytes: int, +) -> int: + counts = rowEnds - rowStarts + selected_nnz = int(counts.sum(dtype=np.int64)) + if selected_nnz == 0: + return destinationStart + + span_start = int(rowStarts[0]) + span_end = int(rowEnds[-1]) + span_nnz = span_end - span_start + item_bytes = sourceData.dtype.itemsize + sourceIndices.dtype.itemsize + estimated_bytes = span_nnz * (2 * item_bytes + 7) + if span_nnz <= selected_nnz * 2 and estimated_bytes <= copyBufferBytes: + return _copy_masked_csr_window( + sourceData, + sourceIndices, + destinationData, + destinationIndices, + rowStarts, + rowEnds, + destinationStart, + ) + + output_position = destinationStart + max_span_nnz = max(1, copyBufferBytes // max(1, 2 * item_bytes + 7)) + window_start = 0 + while window_start < len(rows): + window_end = window_start + 1 + while ( + window_end < len(rows) + and int(rowEnds[window_end] - rowStarts[window_start]) <= max_span_nnz + ): + window_end += 1 + + window_starts = rowStarts[window_start:window_end] + window_ends = rowEnds[window_start:window_end] + if int(window_ends[-1] - window_starts[0]) > max_span_nnz: + output_position = _copy_pair_slice( + sourceData, + sourceIndices, + destinationData, + destinationIndices, + int(window_starts[0]), + int(window_ends[0]), + output_position, + copyBufferBytes, + ) + else: + output_position = _copy_masked_csr_window( + sourceData, + sourceIndices, + destinationData, + destinationIndices, + window_starts, + window_ends, + output_position, + ) + window_start = window_end + if output_position != destinationStart + selected_nnz: + raise ValueError("Copied CSR data length does not match selected rows") + return output_position + + +def _copy_selected_strings( + source: h5py.Dataset, + destination: h5py.Dataset, + rows: np.ndarray, + rowBatchSize: int, +) -> None: + output_start = 0 + for start in range(0, len(rows), rowBatchSize): + batch = rows[start : start + rowBatchSize] + span_rows = int(batch[-1] - batch[0] + 1) + if span_rows <= len(batch) * 2: + values = np.asarray(source[int(batch[0]) : int(batch[-1]) + 1]) + values = values[batch - batch[0]] + else: + values = np.asarray(source[batch]) + output_end = output_start + len(batch) + destination[output_start:output_end] = values + output_start = output_end + + +def _check_integer_capacity(dtype: np.dtype[Any], maximum: int) -> None: + if not np.issubdtype(dtype, np.integer): + raise ValueError(f"CSR index dtype must be integer, got {dtype}") + if maximum > int(np.iinfo(dtype).max): + raise OverflowError(f"{maximum} does not fit in {dtype}") + + +def _load_numeric_dataset( + dataset: h5py.Dataset, + *, + dtype: np.dtype[Any] | None = None, + chunkElements: int = _DEFAULT_LOAD_CHUNK_ELEMENTS, +) -> np.ndarray: + if dataset.ndim != 1: + raise ValueError("Expected a 1-D HDF5 dataset") + if chunkElements <= 0: + raise ValueError("chunkElements must be positive") + length = int(dataset.shape[0]) + out_dtype = np.dtype(dataset.dtype if dtype is None else dtype) + output = np.empty(length, dtype=out_dtype) + for start in range(0, length, chunkElements): + end = min(start + chunkElements, length) + output[start:end] = np.asarray(dataset[start:end], dtype=out_dtype) + return output + + +def load_csr_source_into_memory( + path: str | Path, + *, + spec: SourceSpec = SOURCE_SPEC, + chunkElements: int = _DEFAULT_LOAD_CHUNK_ELEMENTS, +) -> InMemoryCsrSource: + """Load the source CSR into RAM for repeated nested subset writes. + + Column indices are stored as int32 when they fit, which roughly halves + resident memory versus the on-disk int64 index array. + """ + path = Path(path) + with h5py.File(path, mode="r") as h5: + data_dataset = _require_dataset(h5, f"{spec.matrixKey}/data") + indices_dataset = _require_dataset(h5, f"{spec.matrixKey}/indices") + indptr_dataset = _require_dataset(h5, f"{spec.matrixKey}/indptr") + if data_dataset.shape != (spec.nnz,): + raise ValueError( + f"CSR data shape is {data_dataset.shape}, expected {(spec.nnz,)}" + ) + if indices_dataset.shape != (spec.nnz,): + raise ValueError( + f"CSR indices shape is {indices_dataset.shape}, expected {(spec.nnz,)}" + ) + if indptr_dataset.shape != (spec.nRows + 1,): + raise ValueError( + f"CSR indptr shape is {indptr_dataset.shape}, " + f"expected {(spec.nRows + 1,)}" + ) + + data = _load_numeric_dataset(data_dataset, chunkElements=chunkElements) + max_column = spec.nColumns - 1 + if max_column <= int(np.iinfo(np.int32).max): + indices = _load_numeric_dataset( + indices_dataset, + dtype=np.dtype(np.int32), + chunkElements=chunkElements, + ) + else: + indices = _load_numeric_dataset( + indices_dataset, + chunkElements=chunkElements, + ) + indptr = _load_numeric_dataset(indptr_dataset, chunkElements=chunkElements) + if int(indptr[0]) != 0 or int(indptr[-1]) != spec.nnz: + raise ValueError("Loaded CSR indptr does not match source nnz") + + cell_ids = _decode_string_array(_require_dataset(h5, spec.cellIdsKey)[:]) + feature_ids = _decode_string_array(_require_dataset(h5, spec.featureIdsKey)[:]) + feature_names = _load_string_column( + h5, + spec.featureNameKey, + expectedLength=spec.nColumns, + ) + + if cell_ids.shape != (spec.nRows,): + raise ValueError( + f"Loaded cell ids shape is {cell_ids.shape}, expected {(spec.nRows,)}" + ) + if feature_ids.shape != (spec.nColumns,): + raise ValueError( + f"Loaded feature ids shape is {feature_ids.shape}, " + f"expected {(spec.nColumns,)}" + ) + if feature_names.shape != (spec.nColumns,): + raise ValueError( + f"Loaded feature names shape is {feature_names.shape}, " + f"expected {(spec.nColumns,)}" + ) + + return InMemoryCsrSource( + data=data, + indices=indices, + indptr=indptr, + nRows=spec.nRows, + nColumns=spec.nColumns, + dataDtype=np.dtype(spec.dataDtype), + indicesDtype=np.dtype(spec.indicesDtype), + indptrDtype=np.dtype(spec.indptrDtype), + cellIds=cell_ids, + featureIds=feature_ids, + featureNames=feature_names, + ) + + +def _copy_memory_csr_batch( + source: InMemoryCsrSource, + destinationData: h5py.Dataset, + destinationIndices: h5py.Dataset, + rows: np.ndarray, + destinationStart: int, +) -> int: + starts = source.indptr[rows] + ends = source.indptr[rows + 1] + counts = ends - starts + if np.any(counts < 0): + raise ValueError("Source CSR indptr is not monotonic") + selected_nnz = int(counts.sum(dtype=np.int64)) + if selected_nnz == 0: + return destinationStart + + buffer_data = np.empty(selected_nnz, dtype=source.data.dtype) + buffer_indices = np.empty(selected_nnz, dtype=source.indices.dtype) + position = 0 + for start, end in zip(starts.tolist(), ends.tolist(), strict=True): + width = end - start + buffer_data[position : position + width] = source.data[start:end] + buffer_indices[position : position + width] = source.indices[start:end] + position += width + if position != selected_nnz: + raise ValueError("Copied CSR batch length does not match selected nnz") + + destination_end = destinationStart + selected_nnz + destinationData[destinationStart:destination_end] = buffer_data + if buffer_indices.dtype == source.indicesDtype: + destinationIndices[destinationStart:destination_end] = buffer_indices + else: + destinationIndices[destinationStart:destination_end] = buffer_indices.astype( + source.indicesDtype, + copy=False, + ) + return destination_end + + +def _copy_selected_strings_array( + source: np.ndarray, + destination: h5py.Dataset, + rows: np.ndarray, + rowBatchSize: int, +) -> None: + output_start = 0 + for start in range(0, len(rows), rowBatchSize): + batch = rows[start : start + rowBatchSize] + output_end = output_start + len(batch) + destination[output_start:output_end] = source[batch] + output_start = output_end + + +def write_h5ad_sample_from_memory( + source: InMemoryCsrSource, + destinationPath: str | Path, + sourceRows: np.ndarray | Sequence[int], + *, + rowBatchSize: int = _DEFAULT_ROW_BATCH_SIZE, +) -> H5adWriteResult: + if rowBatchSize <= 0: + raise ValueError("rowBatchSize must be positive") + + destination_path = Path(destinationPath) + destination_path.parent.mkdir(parents=True, exist_ok=True) + if destination_path.exists(): + raise FileExistsError(f"Destination already exists: {destination_path}") + temporary_path = destination_path.with_name( + f".{destination_path.name}.{uuid.uuid4().hex}.part" + ) + rows = _validate_selected_rows(sourceRows, source.nRows) + nnz = int((source.indptr[rows + 1] - source.indptr[rows]).sum(dtype=np.int64)) + _check_integer_capacity(source.indptrDtype, nnz) + _check_integer_capacity(source.indicesDtype, source.nColumns - 1) + + try: + with h5py.File(temporary_path, mode="w") as destination: + destination.attrs["encoding-type"] = "anndata" + destination.attrs["encoding-version"] = "0.1.0" + matrix = destination.create_group("X") + matrix.attrs["encoding-type"] = "csr_matrix" + matrix.attrs["encoding-version"] = "0.1.0" + matrix.attrs["shape"] = np.asarray( + [len(rows), source.nColumns], + dtype=np.int64, + ) + destination_data = _create_numeric_dataset( + matrix, + "data", + nnz, + source.dataDtype, + ) + destination_indices = _create_numeric_dataset( + matrix, + "indices", + nnz, + source.indicesDtype, + ) + destination_indptr = _create_numeric_dataset( + matrix, + "indptr", + len(rows) + 1, + source.indptrDtype, + ) + destination_indptr[0] = 0 + + output_data_position = 0 + output_row_position = 0 + for start in range(0, len(rows), rowBatchSize): + batch = rows[start : start + rowBatchSize] + batch_starts = source.indptr[batch] + batch_ends = source.indptr[batch + 1] + counts = batch_ends - batch_starts + cumulative = np.cumsum(counts, dtype=np.int64) + output_data_position + output_row_end = output_row_position + len(batch) + destination_indptr[output_row_position + 1 : output_row_end + 1] = ( + cumulative.astype(source.indptrDtype, copy=False) + ) + output_data_position = _copy_memory_csr_batch( + source, + destination_data, + destination_indices, + batch, + output_data_position, + ) + output_row_position = output_row_end + if output_data_position != nnz: + raise ValueError( + f"Copied {output_data_position} values, expected {nnz}" + ) + + obs = _create_dataframe_group(destination, "obs", ()) + output_cell_ids = _create_string_dataset(obs, "_index", len(rows)) + _copy_selected_strings_array( + source.cellIds, + output_cell_ids, + rows, + rowBatchSize, + ) + + var = _create_dataframe_group( + destination, + "var", + ("feature_name",), + ) + output_feature_ids = _create_string_dataset( + var, + "_index", + source.nColumns, + ) + output_feature_names = _create_string_dataset( + var, + "feature_name", + source.nColumns, + ) + output_feature_ids[:] = source.featureIds + output_feature_names[:] = source.featureNames + + os.replace(temporary_path, destination_path) + except BaseException: + temporary_path.unlink(missing_ok=True) + raise + + return H5adWriteResult( + filePath=destination_path, + nRows=len(rows), + nColumns=source.nColumns, + nnz=nnz, + sourceRowsSha256=ordered_source_row_digest(rows), + finalSourceRow=int(rows[-1]), + dataDtype=str(source.dataDtype), + indicesDtype=str(source.indicesDtype), + indptrDtype=str(source.indptrDtype), + ) + + +def write_h5ad_sample( + sourcePath: str | Path, + destinationPath: str | Path, + sourceRows: np.ndarray | Sequence[int], + *, + spec: SourceSpec = SOURCE_SPEC, + rowBatchSize: int = _DEFAULT_ROW_BATCH_SIZE, + copyBufferBytes: int = _DEFAULT_COPY_BUFFER_BYTES, +) -> H5adWriteResult: + if rowBatchSize <= 0: + raise ValueError("rowBatchSize must be positive") + if copyBufferBytes <= 0: + raise ValueError("copyBufferBytes must be positive") + + source_path = Path(sourcePath) + destination_path = Path(destinationPath) + destination_path.parent.mkdir(parents=True, exist_ok=True) + if destination_path.exists(): + raise FileExistsError(f"Destination already exists: {destination_path}") + temporary_path = destination_path.with_name( + f".{destination_path.name}.{uuid.uuid4().hex}.part" + ) + + try: + with ( + h5py.File(source_path, mode="r") as source, + h5py.File(temporary_path, mode="w") as destination, + ): + source_matrix = _require_group(source, spec.matrixKey) + shape = tuple(int(value) for value in source_matrix.attrs.get("shape", ())) + if len(shape) != 2: + raise ValueError(f"{spec.matrixKey} has invalid shape metadata") + n_source_rows, n_columns = shape + rows = _validate_selected_rows(sourceRows, n_source_rows) + + source_data = _require_dataset(source, f"{spec.matrixKey}/data") + source_indices = _require_dataset( + source, + f"{spec.matrixKey}/indices", + ) + source_indptr = _require_dataset( + source, + f"{spec.matrixKey}/indptr", + ) + if source_indptr.shape != (n_source_rows + 1,): + raise ValueError("Source CSR indptr length does not match shape") + if not np.issubdtype(source_indices.dtype, np.integer): + raise ValueError("Source CSR indices must use an integer dtype") + if not np.issubdtype(source_indptr.dtype, np.integer): + raise ValueError("Source CSR indptr must use an integer dtype") + data_dtype = str(source_data.dtype) + indices_dtype = str(source_indices.dtype) + indptr_dtype = str(source_indptr.dtype) + + nnz = _selected_nnz(source_indptr, rows, rowBatchSize) + _check_integer_capacity(source_indptr.dtype, nnz) + _check_integer_capacity(source_indices.dtype, n_columns - 1) + + destination.attrs["encoding-type"] = "anndata" + destination.attrs["encoding-version"] = "0.1.0" + matrix = destination.create_group("X") + matrix.attrs["encoding-type"] = "csr_matrix" + matrix.attrs["encoding-version"] = "0.1.0" + matrix.attrs["shape"] = np.asarray( + [len(rows), n_columns], + dtype=np.int64, + ) + destination_data = _create_numeric_dataset( + matrix, + "data", + nnz, + source_data.dtype, + ) + destination_indices = _create_numeric_dataset( + matrix, + "indices", + nnz, + source_indices.dtype, + ) + destination_indptr = _create_numeric_dataset( + matrix, + "indptr", + len(rows) + 1, + source_indptr.dtype, + ) + destination_indptr[0] = 0 + + output_data_position = 0 + output_row_position = 0 + for start in range(0, len(rows), rowBatchSize): + batch = rows[start : start + rowBatchSize] + row_starts, row_ends = _row_boundaries(source_indptr, batch) + counts = row_ends - row_starts + cumulative = np.cumsum(counts, dtype=np.int64) + output_data_position + output_row_end = output_row_position + len(batch) + destination_indptr[output_row_position + 1 : output_row_end + 1] = ( + cumulative.astype(source_indptr.dtype, copy=False) + ) + output_data_position = _copy_csr_batch( + source_data, + source_indices, + destination_data, + destination_indices, + batch, + row_starts, + row_ends, + output_data_position, + copyBufferBytes, + ) + output_row_position = output_row_end + if output_data_position != nnz: + raise ValueError( + f"Copied {output_data_position} values, expected {nnz}" + ) + + obs = _create_dataframe_group(destination, "obs", ()) + output_cell_ids = _create_string_dataset(obs, "_index", len(rows)) + source_cell_ids = _require_dataset(source, spec.cellIdsKey) + _copy_selected_strings( + source_cell_ids, + output_cell_ids, + rows, + rowBatchSize, + ) + + var = _create_dataframe_group( + destination, + "var", + ("feature_name",), + ) + output_feature_ids = _create_string_dataset( + var, + "_index", + n_columns, + ) + output_feature_names = _create_string_dataset( + var, + "feature_name", + n_columns, + ) + source_feature_ids = _require_dataset(source, spec.featureIdsKey) + source_feature_names = _load_string_column( + source, + spec.featureNameKey, + expectedLength=n_columns, + ) + output_feature_ids[:] = source_feature_ids[:] + output_feature_names[:] = source_feature_names[:] + + os.replace(temporary_path, destination_path) + except BaseException: + temporary_path.unlink(missing_ok=True) + raise + + return H5adWriteResult( + filePath=destination_path, + nRows=len(rows), + nColumns=n_columns, + nnz=nnz, + sourceRowsSha256=ordered_source_row_digest(rows), + finalSourceRow=int(rows[-1]), + dataDtype=data_dtype, + indicesDtype=indices_dtype, + indptrDtype=indptr_dtype, + ) + + +def read_csr_row( + path: str | Path, + row: int, + *, + matrixKey: str = SOURCE_SPEC.matrixKey, +) -> tuple[np.ndarray, np.ndarray]: + with h5py.File(path, mode="r") as h5: + matrix = _require_group(h5, matrixKey) + shape = tuple(int(value) for value in matrix.attrs.get("shape", ())) + if len(shape) != 2 or row < 0 or row >= shape[0]: + raise IndexError(f"CSR row {row} is outside matrix shape {shape}") + indptr = _require_dataset(h5, f"{matrixKey}/indptr") + start, end = (int(value) for value in indptr[row : row + 2]) + indices = np.asarray(_require_dataset(h5, f"{matrixKey}/indices")[start:end]) + data = np.asarray(_require_dataset(h5, f"{matrixKey}/data")[start:end]) + return indices, data + + +def _attribute_strings(value: Any) -> list[str]: + return [_decode_text(item) for item in np.asarray(value).reshape(-1)] + + +def _validate_output_dataframe( + h5: h5py.File, + name: str, + expectedLength: int, + columns: Sequence[str], +) -> None: + group = _require_group(h5, name) + _require_encoding(group, name, "dataframe", "0.2.0") + if _decode_text(group.attrs.get("_index")) != "_index": + raise ValueError(f"{name} dataframe index must be _index") + if _attribute_strings(group.attrs.get("column-order", ())) != list(columns): + raise ValueError(f"{name} dataframe columns do not match {list(columns)}") + expected_keys = {"_index", *columns} + if set(group.keys()) != expected_keys: + raise ValueError( + f"{name} contains {sorted(group.keys())}, expected {sorted(expected_keys)}" + ) + _validate_string_dataset( + _require_dataset(h5, f"{name}/_index"), + f"{name}/_index", + expectedLength, + requireEncoding=True, + ) + for column in columns: + _validate_string_dataset( + _require_dataset(h5, f"{name}/{column}"), + f"{name}/{column}", + expectedLength, + requireEncoding=True, + ) + + +def validate_prepared_h5ad( + path: str | Path, + *, + expectedRows: int, + expectedColumns: int, + expectedNnz: int, + expectedSourceRows: np.ndarray | Sequence[int], + expectedFinalIndices: np.ndarray, + expectedFinalData: np.ndarray, + expectedDataDtype: str, + expectedIndicesDtype: str, + expectedIndptrDtype: str, + expectedSha256: str | None = None, + indptrChunkRows: int = _DEFAULT_INDPTR_CHUNK_ROWS, +) -> PreparedValidation: + path = Path(path) + source_rows = _validate_selected_rows(expectedSourceRows, max(1, 1 << 63)) + if len(source_rows) != expectedRows: + raise ValueError( + f"Expected source row list has {len(source_rows)} rows, " + f"expected {expectedRows}" + ) + + with h5py.File(path, mode="r") as h5: + if set(h5.keys()) != {"X", "obs", "var"}: + raise ValueError( + f"Prepared H5AD root contains unexpected keys: {sorted(h5.keys())}" + ) + _require_encoding(h5, "/", "anndata", "0.1.0") + matrix = _require_group(h5, "X") + _require_encoding(matrix, "X", "csr_matrix", "0.1.0") + shape = tuple(int(value) for value in matrix.attrs.get("shape", ())) + if shape != (expectedRows, expectedColumns): + raise ValueError( + f"Prepared matrix shape is {shape}, expected " + f"{(expectedRows, expectedColumns)}" + ) + + data = _require_dataset(h5, "X/data") + indices = _require_dataset(h5, "X/indices") + indptr = _require_dataset(h5, "X/indptr") + if data.shape != (expectedNnz,) or indices.shape != (expectedNnz,): + raise ValueError("Prepared CSR data lengths do not match expected nnz") + if data.dtype != np.dtype(expectedDataDtype): + raise ValueError( + f"Prepared data dtype is {data.dtype}, expected {expectedDataDtype}" + ) + if indices.dtype != np.dtype(expectedIndicesDtype): + raise ValueError( + f"Prepared indices dtype is {indices.dtype}, " + f"expected {expectedIndicesDtype}" + ) + _validate_indptr( + indptr, + nRows=expectedRows, + nnz=expectedNnz, + expectedDtype=expectedIndptrDtype, + chunkRows=indptrChunkRows, + ) + + final_start, final_end = ( + int(value) for value in indptr[expectedRows - 1 : expectedRows + 1] + ) + final_indices = np.asarray(indices[final_start:final_end]) + final_data = np.asarray(data[final_start:final_end]) + if not np.array_equal(final_indices, expectedFinalIndices): + raise ValueError("Prepared final-row indices do not match source") + if not np.array_equal(final_data, expectedFinalData): + raise ValueError("Prepared final-row data do not match source") + + _validate_output_dataframe(h5, "obs", expectedRows, ()) + _validate_output_dataframe( + h5, + "var", + expectedColumns, + ("feature_name",), + ) + + import anndata + + backed = anndata.read_h5ad(path, backed="r") + try: + if backed.shape != (expectedRows, expectedColumns): + raise ValueError( + f"AnnData sees shape {backed.shape}, expected " + f"{(expectedRows, expectedColumns)}" + ) + finally: + backed.file.close() + + from scarf.readers import H5adReader + + reader = H5adReader( + str(path), + matrix_key="X", + cell_attrs_key="obs", + cell_ids_key="_index", + feature_attrs_key="var", + feature_ids_key="_index", + feature_name_key="feature_name", + ) + try: + if (reader.nCells, reader.nFeatures) != ( + expectedRows, + expectedColumns, + ): + raise ValueError( + "Scarf H5adReader dimensions do not match prepared artifact" + ) + if np.dtype(reader.matrixDtype) != np.dtype(expectedDataDtype): + raise ValueError("Scarf H5adReader sees an unexpected data dtype") + finally: + reader.h5.close() + + actual_sha256 = sha256_file(path) + if expectedSha256 is not None and actual_sha256 != expectedSha256.lower(): + raise ValueError( + f"Prepared SHA256 is {actual_sha256}, expected {expectedSha256}" + ) + return PreparedValidation( + fileBytes=path.stat().st_size, + sha256=actual_sha256, + sourceRowsSha256=ordered_source_row_digest(source_rows), + nRows=expectedRows, + nColumns=expectedColumns, + nnz=expectedNnz, + finalSourceRow=int(source_rows[-1]), + ) + + +def prepare_local_datasets( + sourcePath: str | Path, + outputDirectory: str | Path, + *, + targetRows: Sequence[int] = DEFAULT_TARGET_SIZES, + seed: int = DEFAULT_SAMPLING_SEED, + spec: SourceSpec = SOURCE_SPEC, + rowBatchSize: int = _DEFAULT_ROW_BATCH_SIZE, + copyBufferBytes: int = _DEFAULT_COPY_BUFFER_BYTES, + onArtifact: Callable[[PreparedArtifact], None] | None = None, +) -> PreparationResult: + del copyBufferBytes # retained for call-site compatibility; unused in-memory path + source_path = Path(sourcePath) + output_directory = Path(outputDirectory) + output_directory.mkdir(parents=True, exist_ok=True) + source_validation = validate_source_h5ad(source_path, spec=spec) + source_sha256 = sha256_file(source_path) + selections = select_nested_rows( + spec.nRows, + targetRows, + seed=seed, + sourceVersion=spec.versionId, + ) + memory_source = load_csr_source_into_memory(source_path, spec=spec) + + artifacts: list[PreparedArtifact] = [] + for target_rows, source_rows in selections.items(): + output_path = output_directory / f"{target_rows}.h5ad" + if output_path.exists(): + output_path.unlink() + written = write_h5ad_sample_from_memory( + memory_source, + output_path, + source_rows, + rowBatchSize=rowBatchSize, + ) + final_start = int(memory_source.indptr[written.finalSourceRow]) + final_end = int(memory_source.indptr[written.finalSourceRow + 1]) + final_indices = np.asarray( + memory_source.indices[final_start:final_end], + dtype=memory_source.indicesDtype, + ) + final_data = np.asarray(memory_source.data[final_start:final_end]) + validated = validate_prepared_h5ad( + output_path, + expectedRows=target_rows, + expectedColumns=spec.nColumns, + expectedNnz=written.nnz, + expectedSourceRows=source_rows, + expectedFinalIndices=final_indices, + expectedFinalData=final_data, + expectedDataDtype=source_validation.dataDtype, + expectedIndicesDtype=source_validation.indicesDtype, + expectedIndptrDtype=source_validation.indptrDtype, + ) + if validated.sourceRowsSha256 != written.sourceRowsSha256: + raise ValueError("Source-row digest changed during validation") + artifact = PreparedArtifact( + localPath=output_path, + targetRows=target_rows, + nColumns=spec.nColumns, + nnz=written.nnz, + fileBytes=validated.fileBytes, + sha256=validated.sha256, + sourceRowsSha256=validated.sourceRowsSha256, + finalSourceRow=written.finalSourceRow, + dataDtype=written.dataDtype, + indicesDtype=written.indicesDtype, + indptrDtype=written.indptrDtype, + ) + artifacts.append(artifact) + if onArtifact is not None: + onArtifact(artifact) + + return PreparationResult( + sourcePath=source_path, + sourceSha256=source_sha256, + sourceSpec=spec, + seed=seed, + artifacts=tuple(artifacts), + ) + + +def write_fixture_h5ad( + destinationPath: str | Path, + *, + nRows: int, + nColumns: int = 500, + seed: int = 0, + avgNnzPerRow: int = 40, +) -> PreparedArtifact: + """Write a small synthetic CSR H5AD for downstream stage smoke tests.""" + if nRows <= 0 or nColumns <= 0: + raise ValueError("nRows and nColumns must be positive") + if avgNnzPerRow <= 0: + raise ValueError("avgNnzPerRow must be positive") + + destination_path = Path(destinationPath) + destination_path.parent.mkdir(parents=True, exist_ok=True) + if destination_path.exists(): + raise FileExistsError(destination_path) + + rng = np.random.default_rng(seed) + nnz_per_row = np.clip( + rng.poisson(avgNnzPerRow, size=nRows), + 1, + nColumns, + ).astype(np.int64) + indptr = np.empty(nRows + 1, dtype=np.int64) + indptr[0] = 0 + np.cumsum(nnz_per_row, out=indptr[1:]) + nnz = int(indptr[-1]) + indices = np.empty(nnz, dtype=np.int64) + data = rng.integers(1, 20, size=nnz, dtype=np.int32).astype(np.float32) + for row, start, end in zip( + range(nRows), + indptr[:-1], + indptr[1:], + strict=True, + ): + chosen = rng.choice(nColumns, size=int(end - start), replace=False) + chosen.sort() + indices[start:end] = chosen + + feature_ids = np.asarray( + [f"ENSG{i:011d}" for i in range(nColumns)], + dtype=object, + ) + feature_names = np.asarray( + ["MT-ND1" if i % 50 == 0 else f"GENE{i}" for i in range(nColumns)], + dtype=object, + ) + cell_ids = np.asarray([f"cell-{i}" for i in range(nRows)], dtype=object) + + temporary_path = destination_path.with_name( + f".{destination_path.name}.{uuid.uuid4().hex}.part" + ) + try: + with h5py.File(temporary_path, mode="w") as h5: + h5.attrs["encoding-type"] = "anndata" + h5.attrs["encoding-version"] = "0.1.0" + matrix = h5.create_group("X") + matrix.attrs["encoding-type"] = "csr_matrix" + matrix.attrs["encoding-version"] = "0.1.0" + matrix.attrs["shape"] = np.asarray([nRows, nColumns], dtype=np.int64) + _create_numeric_dataset(matrix, "data", nnz, data.dtype)[:] = data + _create_numeric_dataset(matrix, "indices", nnz, indices.dtype)[:] = indices + _create_numeric_dataset( + matrix, + "indptr", + nRows + 1, + indptr.dtype, + )[:] = indptr + + obs = _create_dataframe_group(h5, "obs", ()) + _create_string_dataset(obs, "_index", nRows)[:] = cell_ids + var = _create_dataframe_group(h5, "var", ("feature_name",)) + _create_string_dataset(var, "_index", nColumns)[:] = feature_ids + _create_string_dataset(var, "feature_name", nColumns)[:] = feature_names + os.replace(temporary_path, destination_path) + except BaseException: + temporary_path.unlink(missing_ok=True) + raise + + return PreparedArtifact( + localPath=destination_path, + targetRows=nRows, + nColumns=nColumns, + nnz=nnz, + fileBytes=destination_path.stat().st_size, + sha256=sha256_file(destination_path), + sourceRowsSha256=ordered_source_row_digest(np.arange(nRows, dtype=np.int64)), + finalSourceRow=nRows - 1, + dataDtype=str(data.dtype), + indicesDtype=str(indices.dtype), + indptrDtype=str(indptr.dtype), + ) + + +def prepare_fixture_datasets( + outputDirectory: str | Path, + *, + targetRows: Sequence[int], + nColumns: int = 500, + seed: int = 0, + onArtifact: Callable[[PreparedArtifact], None] | None = None, +) -> tuple[PreparedArtifact, ...]: + output_directory = Path(outputDirectory) + output_directory.mkdir(parents=True, exist_ok=True) + artifacts: list[PreparedArtifact] = [] + for n_rows in targetRows: + artifact = write_fixture_h5ad( + output_directory / f"{n_rows}.h5ad", + nRows=int(n_rows), + nColumns=nColumns, + seed=seed + int(n_rows), + ) + artifacts.append(artifact) + if onArtifact is not None: + onArtifact(artifact) + return tuple(artifacts) diff --git a/profiling/metrics.py b/profiling/metrics.py new file mode 100644 index 00000000..4b7460d1 --- /dev/null +++ b/profiling/metrics.py @@ -0,0 +1,1109 @@ +import math +import os +import shutil +import threading +import time +from collections.abc import Callable, Iterable, Iterator +from contextlib import contextmanager +from dataclasses import dataclass +from io import TextIOBase +from pathlib import Path +from types import TracebackType +from typing import Literal, Self + +type PeakScope = Literal["operation", "containerLifetime", "unavailable"] +type LimitValue = int | Literal["max"] | None +type _ReadText = Callable[[Path], str] +type _WriteText = Callable[[Path, str], None] +type _ListPids = Callable[[Path], Iterable[int]] +type _AffinityReader = Callable[[int], Iterable[int]] +type _DiskUsageReader = Callable[[Path], object] + + +@dataclass(frozen=True, slots=True) +class DiskUsage: + totalBytes: int + freeBytes: int + usedBytes: int + + +@dataclass(frozen=True, slots=True) +class ResourceMeasurement: + sampleCount: int + sampleIntervalSeconds: float + operationBaselineBytes: int | None = None + operationPeakBytes: int | None = None + operationIncrementalPeakBytes: int | None = None + operationPeakSource: str | None = None + processTreeRssBaselineBytes: int | None = None + processTreeRssPeakBytes: int | None = None + processTreeRssIncrementalPeakBytes: int | None = None + processTreeRssAfterBytes: int | None = None + cgroupPath: str | None = None + cgroupMemoryCurrentBaselineBytes: int | None = None + cgroupMemoryCurrentPeakBytes: int | None = None + cgroupMemoryCurrentAfterBytes: int | None = None + cgroupMemoryPeakBytes: int | None = None + cgroupMemoryPeakScope: PeakScope = "unavailable" + memoryMaxBytes: LimitValue = None + memorySwapCurrentBeforeBytes: int | None = None + memorySwapCurrentAfterBytes: int | None = None + memorySwapCurrentPeakBytes: int | None = None + memorySwapMaxBytes: LimitValue = None + memoryEventsBefore: dict[str, int] | None = None + memoryEventsAfter: dict[str, int] | None = None + memoryEventsDelta: dict[str, int] | None = None + cpuQuotaMicros: LimitValue = None + cpuPeriodMicros: int | None = None + cpuQuotaCores: float | None = None + cpuAffinityCpus: tuple[int, ...] | None = None + cpuAffinityCount: int | None = None + cpuAffinitySource: str | None = None + ephemeralDiskPath: str | None = None + ephemeralDiskBefore: DiskUsage | None = None + ephemeralDiskAfter: DiskUsage | None = None + ephemeralDiskPeak: DiskUsage | None = None + samplingErrorCount: int = 0 + + +@dataclass(frozen=True, slots=True) +class StageTimings: + inputSetupSeconds: float | None = None + measuredOperationSeconds: float | None = None + validationPersistenceSeconds: float | None = None + wholeFunctionSeconds: float | None = None + + +@dataclass(frozen=True, slots=True) +class _Sample: + processTreeRssBytes: int | None + cgroupMemoryCurrentBytes: int | None + memorySwapCurrentBytes: int | None + ephemeralDisk: DiskUsage | None + + +@dataclass(frozen=True, slots=True) +class _CpuSnapshot: + quotaMicros: LimitValue = None + periodMicros: int | None = None + quotaCores: float | None = None + affinityCpus: tuple[int, ...] | None = None + affinitySource: str | None = None + + +def _default_read_text(path: Path) -> str: + return path.read_text(encoding="utf-8") + + +def _default_write_text(path: Path, value: str) -> None: + path.write_text(value, encoding="utf-8") + + +def _default_list_pids(procRoot: Path) -> list[int]: + return [ + int(entry.name) + for entry in procRoot.iterdir() + if entry.name.isdigit() and entry.is_dir() + ] + + +def _default_affinity_reader(pid: int) -> Iterable[int]: + reader = getattr(os, "sched_getaffinity", None) + if reader is None: + raise OSError("CPU affinity is unavailable") + return reader(pid) + + +def _default_disk_usage_reader(path: Path) -> object: + return shutil.disk_usage(path) + + +def _optional_read(path: Path, readText: _ReadText) -> str | None: + try: + value = readText(path) + except Exception: + return None + return value if isinstance(value, str) else None + + +def _optional_write(path: Path, value: str, writeText: _WriteText) -> bool: + try: + writeText(path, value) + except Exception: + return False + return True + + +def _nonnegative_int(value: str | None) -> int | None: + if value is None: + return None + try: + parsed = int(value.strip()) + except (TypeError, ValueError): + return None + return parsed if parsed >= 0 else None + + +def _limit_value(value: str | None) -> LimitValue: + if value is None: + return None + value = value.strip() + if value == "max": + return "max" + return _nonnegative_int(value) + + +def _camel_case(value: str) -> str: + first, *remaining = value.split("_") + return first + "".join(part[:1].upper() + part[1:] for part in remaining) + + +def parse_memory_events(value: str) -> dict[str, int]: + events: dict[str, int] = {} + for line in value.splitlines(): + parts = line.split() + if len(parts) != 2: + continue + count = _nonnegative_int(parts[1]) + if count is not None: + events[_camel_case(parts[0])] = count + return events + + +def _memory_event_delta( + before: dict[str, int] | None, + after: dict[str, int] | None, +) -> dict[str, int] | None: + if before is None or after is None: + return None + return { + key: after.get(key, 0) - before.get(key, 0) + for key in sorted(before.keys() | after.keys()) + } + + +def _parse_proc_status(value: str) -> tuple[int | None, int | None]: + parent_pid: int | None = None + rss_bytes: int | None = None + for line in value.splitlines(): + key, separator, raw_value = line.partition(":") + if not separator: + continue + parts = raw_value.split() + if not parts: + continue + if key == "PPid": + parent_pid = _nonnegative_int(parts[0]) + elif key == "VmRSS": + amount = _nonnegative_int(parts[0]) + if amount is None: + continue + unit = parts[1].lower() if len(parts) > 1 else "b" + scale = {"b": 1, "kb": 1024, "mb": 1024**2}.get(unit) + if scale is not None: + rss_bytes = amount * scale + return parent_pid, rss_bytes + + +def read_process_tree_rss_bytes( + rootPid: int, + *, + procRoot: str | Path = "/proc", + readText: _ReadText | None = None, + listPids: _ListPids | None = None, +) -> int | None: + if isinstance(rootPid, bool) or rootPid <= 0: + return None + proc_root = Path(procRoot) + text_reader = _default_read_text if readText is None else readText + pid_reader = _default_list_pids if listPids is None else listPids + try: + pids = {int(pid) for pid in pid_reader(proc_root)} + except Exception: + return None + pids.add(rootPid) + + records: dict[int, tuple[int | None, int | None]] = {} + children: dict[int, set[int]] = {} + for pid in pids: + status = _optional_read(proc_root / str(pid) / "status", text_reader) + if status is None: + continue + parent_pid, rss_bytes = _parse_proc_status(status) + records[pid] = (parent_pid, rss_bytes) + if parent_pid is not None: + children.setdefault(parent_pid, set()).add(pid) + + tree_pids: set[int] = set() + pending = [rootPid] + while pending: + pid = pending.pop() + if pid in tree_pids: + continue + tree_pids.add(pid) + pending.extend(children.get(pid, ())) + + rss_values = [ + records[pid][1] + for pid in tree_pids + if pid in records and records[pid][1] is not None + ] + if not rss_values: + return None + return sum(rss_values) + + +def _coerce_disk_usage(value: object) -> DiskUsage | None: + if isinstance(value, DiskUsage): + return value + try: + if all(hasattr(value, name) for name in ("total", "used", "free")): + total = getattr(value, "total") + used = getattr(value, "used") + free = getattr(value, "free") + else: + total, used, free = value + except (AttributeError, TypeError, ValueError): + return None + values = (total, free, used) + if any(isinstance(item, bool) or not isinstance(item, int) for item in values): + return None + if any(item < 0 for item in values): + return None + return DiskUsage(totalBytes=total, freeBytes=free, usedBytes=used) + + +def _parse_cpuset(value: str | None) -> tuple[int, ...] | None: + if value is None: + return None + cpus: set[int] = set() + try: + for item in value.strip().split(","): + if not item: + continue + if "-" not in item: + cpus.add(int(item)) + continue + start, end = (int(part) for part in item.split("-", 1)) + if start > end: + return None + cpus.update(range(start, end + 1)) + except ValueError: + return None + return tuple(sorted(cpus)) if cpus else None + + +def _relative_cgroup_path(value: str) -> tuple[str, ...] | None: + for line in value.splitlines(): + parts = line.split(":", 2) + if len(parts) != 3 or parts[0] != "0" or parts[1]: + continue + path_parts = tuple(part for part in parts[2].split("/") if part) + if any(part in {".", ".."} for part in path_parts): + return None + return path_parts + return None + + +def _relative_cgroup_v1_memory_path(value: str) -> tuple[str, ...] | None: + for line in value.splitlines(): + parts = line.split(":", 2) + if len(parts) != 3: + continue + controllers = {item.strip() for item in parts[1].split(",") if item.strip()} + if "memory" not in controllers: + continue + path_parts = tuple(part for part in parts[2].split("/") if part) + if any(part in {".", ".."} for part in path_parts): + return None + return ("memory",) + path_parts + return None + + +_V1_MEMORY_FILES = { + "memory.current": "memory.usage_in_bytes", + "memory.peak": "memory.max_usage_in_bytes", + "memory.max": "memory.limit_in_bytes", + "memory.swap.current": "memory.memsw.usage_in_bytes", + "memory.swap.max": "memory.memsw.limit_in_bytes", +} + + +class ResourceSampler: + def __init__( + self, + *, + sampleIntervalSeconds: float = 0.1, + rootPid: int | None = None, + procRoot: str | Path = "/proc", + cgroupRoot: str | Path = "/sys/fs/cgroup", + cgroupPath: str | Path | None = None, + ephemeralDiskPath: str | Path | None = "/tmp", + readText: _ReadText | None = None, + writeText: _WriteText | None = None, + listPids: _ListPids | None = None, + affinityReader: _AffinityReader | None = None, + diskUsageReader: _DiskUsageReader | None = None, + ) -> None: + if isinstance(sampleIntervalSeconds, bool): + raise ValueError("sampleIntervalSeconds must be a positive finite number") + interval = float(sampleIntervalSeconds) + if not math.isfinite(interval) or interval <= 0: + raise ValueError("sampleIntervalSeconds must be a positive finite number") + selected_pid = os.getpid() if rootPid is None else rootPid + if isinstance(selected_pid, bool) or selected_pid <= 0: + raise ValueError("rootPid must be a positive integer") + + self.sampleIntervalSeconds = interval + self.rootPid = selected_pid + self.procRoot = Path(procRoot) + self.cgroupRoot = Path(cgroupRoot) + self._explicitCgroupPath = None if cgroupPath is None else Path(cgroupPath) + self.ephemeralDiskPath = ( + None if ephemeralDiskPath is None else Path(ephemeralDiskPath) + ) + self._readText = _default_read_text if readText is None else readText + self._writeText = _default_write_text if writeText is None else writeText + self._listPids = _default_list_pids if listPids is None else listPids + self._affinityReader = ( + _default_affinity_reader if affinityReader is None else affinityReader + ) + self._diskUsageReader = ( + _default_disk_usage_reader if diskUsageReader is None else diskUsageReader + ) + self._usesDefaultTextIo = readText is None and writeText is None + + self._stateLock = threading.Lock() + self._lifecycleLock = threading.Lock() + self._running = False + self._generation = 0 + self._stopEvent: threading.Event | None = None + self._thread: threading.Thread | None = None + self._peakHandle: TextIOBase | None = None + self._reset_values() + + def _reset_values(self) -> None: + self._result: ResourceMeasurement | None = None + self._sampleCount = 0 + self._samplingErrorCount = 0 + self._cgroupPath: Path | None = None + self._cgroupVersion: Literal[1, 2] | None = None + self._processTreeBaselineRssBytes: int | None = None + self._processTreePeakRssBytes: int | None = None + self._cgroupMemoryCurrentBaselineBytes: int | None = None + self._cgroupMemoryCurrentPeakBytes: int | None = None + self._memorySwapCurrentBeforeBytes: int | None = None + self._memorySwapCurrentPeakBytes: int | None = None + self._memoryEventsBefore: dict[str, int] | None = None + self._memoryMaxBytes: LimitValue = None + self._memorySwapMaxBytes: LimitValue = None + self._cgroupMemoryPeakInitialBytes: int | None = None + self._cgroupMemoryPeakScope: PeakScope = "unavailable" + self._cpuSnapshot = _CpuSnapshot() + self._ephemeralDiskBefore: DiskUsage | None = None + self._ephemeralDiskPeak: DiskUsage | None = None + + @property + def isRunning(self) -> bool: + with self._stateLock: + return self._running + + @property + def sampleCount(self) -> int: + with self._stateLock: + return self._sampleCount + + @property + def result(self) -> ResourceMeasurement | None: + with self._stateLock: + return self._result + + def _note_error(self) -> None: + with self._stateLock: + self._samplingErrorCount += 1 + + def _cgroup_file_name(self, name: str) -> str: + if self._cgroupVersion == 1: + return _V1_MEMORY_FILES.get(name, name) + return name + + def _resolve_cgroup_path(self) -> Path | None: + if self._explicitCgroupPath is not None: + # Explicit paths are treated as cgroup v2 unless v1 memory files exist. + if ( + _optional_read( + self._explicitCgroupPath / "memory.usage_in_bytes", + self._readText, + ) + is not None + ): + self._cgroupVersion = 1 + else: + self._cgroupVersion = 2 + return self._explicitCgroupPath + candidates = ( + self.procRoot / str(self.rootPid) / "cgroup", + self.procRoot / "self" / "cgroup", + ) + for candidate in candidates: + value = _optional_read(candidate, self._readText) + if value is None: + continue + relative = _relative_cgroup_path(value) + if relative is not None: + path = self.cgroupRoot.joinpath(*relative) + if ( + _optional_read(path / "memory.current", self._readText) is not None + or _optional_read(path / "cgroup.controllers", self._readText) + is not None + ): + self._cgroupVersion = 2 + return path + relative_v1 = _relative_cgroup_v1_memory_path(value) + if relative_v1 is not None: + path = self.cgroupRoot.joinpath(*relative_v1) + if ( + _optional_read(path / "memory.usage_in_bytes", self._readText) + is not None + ): + self._cgroupVersion = 1 + return path + flat = self.cgroupRoot / "memory" + if ( + _optional_read(flat / "memory.usage_in_bytes", self._readText) + is not None + ): + self._cgroupVersion = 1 + return flat + probes_v2 = ("cgroup.controllers", "memory.current", "cpu.max") + if any( + _optional_read(self.cgroupRoot / name, self._readText) is not None + for name in probes_v2 + ): + self._cgroupVersion = 2 + return self.cgroupRoot + if ( + _optional_read( + self.cgroupRoot / "memory" / "memory.usage_in_bytes", + self._readText, + ) + is not None + ): + self._cgroupVersion = 1 + return self.cgroupRoot / "memory" + return None + + def _read_cgroup_int(self, name: str) -> int | None: + if self._cgroupPath is None: + return None + return _nonnegative_int( + _optional_read( + self._cgroupPath / self._cgroup_file_name(name), + self._readText, + ) + ) + + def _read_cgroup_limit(self, name: str) -> LimitValue: + if self._cgroupPath is None: + return None + return _limit_value( + _optional_read( + self._cgroupPath / self._cgroup_file_name(name), + self._readText, + ) + ) + + def _read_memory_events(self) -> dict[str, int] | None: + if self._cgroupPath is None or self._cgroupVersion == 1: + return None + value = _optional_read(self._cgroupPath / "memory.events", self._readText) + return None if value is None else parse_memory_events(value) + + def _read_disk_usage(self) -> DiskUsage | None: + if self.ephemeralDiskPath is None: + return None + try: + value = self._diskUsageReader(self.ephemeralDiskPath) + except Exception: + return None + return _coerce_disk_usage(value) + + def _read_cpu_snapshot(self) -> _CpuSnapshot: + quota: LimitValue = None + period: int | None = None + if self._cgroupPath is not None: + value = _optional_read(self._cgroupPath / "cpu.max", self._readText) + if value is not None: + parts = value.split() + if len(parts) >= 2: + quota = _limit_value(parts[0]) + period = _nonnegative_int(parts[1]) + if period == 0: + period = None + quota_cores = ( + quota / period if isinstance(quota, int) and period is not None else None + ) + + affinity: tuple[int, ...] | None = None + source: str | None = None + try: + values = self._affinityReader(self.rootPid) + affinity = tuple(sorted({int(value) for value in values})) + source = "schedGetaffinity" + except Exception: + pass + if affinity is None and self._cgroupPath is not None: + for name in ("cpuset.cpus.effective", "cpuset.cpus"): + affinity = _parse_cpuset( + _optional_read(self._cgroupPath / name, self._readText) + ) + if affinity is not None: + source = "cgroupCpuset" + break + return _CpuSnapshot( + quotaMicros=quota, + periodMicros=period, + quotaCores=quota_cores, + affinityCpus=affinity, + affinitySource=source, + ) + + @staticmethod + def _verified_peak_reset( + initialPeak: int, + resetPeak: int | None, + currentBefore: int | None, + currentAfter: int | None, + ) -> bool: + if resetPeak is None or resetPeak >= initialPeak: + return False + if resetPeak == 0: + return True + current = currentAfter if currentAfter is not None else currentBefore + return current is None or resetPeak >= current + + @staticmethod + def _read_peak_handle(handle: TextIOBase) -> int | None: + try: + handle.seek(0) + return _nonnegative_int(handle.read()) + except Exception: + return None + + @staticmethod + def _write_peak_handle(handle: TextIOBase, value: str) -> bool: + try: + handle.seek(0) + handle.write(value) + handle.flush() + try: + handle.truncate() + except OSError: + pass + except Exception: + return False + return True + + def _peak_reset_values(self, current: int | None) -> tuple[str, ...]: + if current in (None, 0): + return ("0",) + return ("0", str(current)) + + def _prepare_cgroup_peak(self) -> tuple[PeakScope, int | None]: + if self._cgroupPath is None: + return "unavailable", None + path = self._cgroupPath / self._cgroup_file_name("memory.peak") + initial_peak = _nonnegative_int(_optional_read(path, self._readText)) + if initial_peak is None: + return "unavailable", None + # cgroup v1 max_usage_in_bytes is usually not resettable mid-run. + if self._cgroupVersion == 1: + return "containerLifetime", initial_peak + current_before = self._read_cgroup_int("memory.current") + + if self._usesDefaultTextIo: + try: + handle = path.open("r+", encoding="utf-8") + except Exception: + return "containerLifetime", initial_peak + handle_initial = self._read_peak_handle(handle) + if handle_initial is not None: + initial_peak = handle_initial + for reset_value in self._peak_reset_values(current_before): + if not self._write_peak_handle(handle, reset_value): + continue + current_after = self._read_cgroup_int("memory.current") + reset_peak = self._read_peak_handle(handle) + if self._verified_peak_reset( + initial_peak, + reset_peak, + current_before, + current_after, + ): + self._peakHandle = handle + return "operation", initial_peak + try: + handle.close() + except Exception: + pass + return "containerLifetime", initial_peak + + for reset_value in self._peak_reset_values(current_before): + if not _optional_write(path, reset_value, self._writeText): + continue + current_after = self._read_cgroup_int("memory.current") + reset_peak = _nonnegative_int(_optional_read(path, self._readText)) + if self._verified_peak_reset( + initial_peak, + reset_peak, + current_before, + current_after, + ): + return "operation", initial_peak + return "containerLifetime", initial_peak + + def _read_final_cgroup_peak(self) -> int | None: + if self._cgroupMemoryPeakScope == "unavailable": + return None + peak_name = self._cgroup_file_name("memory.peak") + if self._cgroupMemoryPeakScope == "operation": + if self._peakHandle is not None: + return self._read_peak_handle(self._peakHandle) + if self._cgroupPath is None: + return None + return _nonnegative_int( + _optional_read( + self._cgroupPath / peak_name, + self._readText, + ) + ) + if self._cgroupPath is None: + return self._cgroupMemoryPeakInitialBytes + final_peak = _nonnegative_int( + _optional_read(self._cgroupPath / peak_name, self._readText) + ) + if final_peak is None: + return self._cgroupMemoryPeakInitialBytes + if self._cgroupMemoryPeakInitialBytes is None: + return final_peak + return max(final_peak, self._cgroupMemoryPeakInitialBytes) + + def _close_peak_handle(self) -> None: + handle, self._peakHandle = self._peakHandle, None + if handle is None: + return + try: + handle.close() + except Exception: + pass + + def _collect_sample(self) -> _Sample: + process_rss = read_process_tree_rss_bytes( + self.rootPid, + procRoot=self.procRoot, + readText=self._readText, + listPids=self._listPids, + ) + return _Sample( + processTreeRssBytes=process_rss, + cgroupMemoryCurrentBytes=self._read_cgroup_int("memory.current"), + memorySwapCurrentBytes=self._read_cgroup_int("memory.swap.current"), + ephemeralDisk=self._read_disk_usage(), + ) + + def _sample_and_record( + self, + *, + isBaseline: bool, + force: bool, + generation: int, + ) -> _Sample: + try: + sample = self._collect_sample() + except Exception: + self._note_error() + sample = _Sample(None, None, None, None) + with self._stateLock: + if generation != self._generation: + return sample + if not force and not self._running: + return sample + self._sampleCount += 1 + if isBaseline: + self._processTreeBaselineRssBytes = sample.processTreeRssBytes + self._cgroupMemoryCurrentBaselineBytes = sample.cgroupMemoryCurrentBytes + self._memorySwapCurrentBeforeBytes = sample.memorySwapCurrentBytes + self._ephemeralDiskBefore = sample.ephemeralDisk + if sample.processTreeRssBytes is not None: + current = self._processTreePeakRssBytes + self._processTreePeakRssBytes = max( + sample.processTreeRssBytes, + current if current is not None else sample.processTreeRssBytes, + ) + if sample.cgroupMemoryCurrentBytes is not None: + current = self._cgroupMemoryCurrentPeakBytes + self._cgroupMemoryCurrentPeakBytes = max( + sample.cgroupMemoryCurrentBytes, + ( + current + if current is not None + else sample.cgroupMemoryCurrentBytes + ), + ) + if sample.memorySwapCurrentBytes is not None: + current = self._memorySwapCurrentPeakBytes + self._memorySwapCurrentPeakBytes = max( + sample.memorySwapCurrentBytes, + (current if current is not None else sample.memorySwapCurrentBytes), + ) + if sample.ephemeralDisk is not None: + if ( + self._ephemeralDiskPeak is None + or sample.ephemeralDisk.usedBytes + > self._ephemeralDiskPeak.usedBytes + ): + self._ephemeralDiskPeak = sample.ephemeralDisk + return sample + + def _thread_main( + self, + stopEvent: threading.Event, + readyEvent: threading.Event, + generation: int, + ) -> None: + readyEvent.wait() + if stopEvent.is_set(): + return + while not stopEvent.wait(self.sampleIntervalSeconds): + self._sample_and_record( + isBaseline=False, + force=False, + generation=generation, + ) + + def start(self) -> Self: + with self._lifecycleLock: + with self._stateLock: + if self._running: + return self + self._close_peak_handle() + with self._stateLock: + self._reset_values() + self._generation += 1 + generation = self._generation + self._running = True + stop_event = threading.Event() + self._stopEvent = stop_event + self._thread = None + + self._cgroupPath = self._resolve_cgroup_path() + self._memoryEventsBefore = self._read_memory_events() + self._memoryMaxBytes = self._read_cgroup_limit("memory.max") + self._memorySwapMaxBytes = self._read_cgroup_limit("memory.swap.max") + self._cpuSnapshot = self._read_cpu_snapshot() + + ready_event = threading.Event() + thread = threading.Thread( + target=self._thread_main, + args=(stop_event, ready_event, generation), + name=f"resource-sampler-{self.rootPid}", + daemon=True, + ) + try: + thread.start() + except Exception: + self._note_error() + else: + with self._stateLock: + self._thread = thread + + peak_scope, initial_peak = self._prepare_cgroup_peak() + self._cgroupMemoryPeakScope = peak_scope + self._cgroupMemoryPeakInitialBytes = initial_peak + self._sample_and_record( + isBaseline=True, + force=True, + generation=generation, + ) + ready_event.set() + return self + + def sample(self) -> None: + with self._stateLock: + generation = self._generation + running = self._running + if not running: + return + self._sample_and_record( + isBaseline=False, + force=False, + generation=generation, + ) + + def _build_result( + self, + finalSample: _Sample, + memoryEventsAfter: dict[str, int] | None, + cgroupMemoryPeakBytes: int | None, + ) -> ResourceMeasurement: + with self._stateLock: + sample_count = self._sampleCount + error_count = self._samplingErrorCount + process_baseline = self._processTreeBaselineRssBytes + process_peak = self._processTreePeakRssBytes + cgroup_baseline = self._cgroupMemoryCurrentBaselineBytes + cgroup_current_peak = self._cgroupMemoryCurrentPeakBytes + swap_before = self._memorySwapCurrentBeforeBytes + swap_peak = self._memorySwapCurrentPeakBytes + events_before = ( + None + if self._memoryEventsBefore is None + else dict(self._memoryEventsBefore) + ) + disk_before = self._ephemeralDiskBefore + disk_peak = self._ephemeralDiskPeak + cpu = self._cpuSnapshot + + operation_baseline = cgroup_baseline + operation_peak = cgroup_current_peak + operation_source: str | None = ( + "cgroupMemoryCurrent" if cgroup_baseline is not None else None + ) + if ( + cgroup_baseline is not None + and self._cgroupMemoryPeakScope == "operation" + and cgroupMemoryPeakBytes is not None + and (operation_peak is None or cgroupMemoryPeakBytes >= operation_peak) + ): + operation_peak = cgroupMemoryPeakBytes + operation_source = "cgroupMemoryPeak" + if cgroup_baseline is None: + operation_baseline = process_baseline + operation_peak = process_peak + operation_source = ( + "processTreeRss" if process_baseline is not None else None + ) + incremental_peak = ( + max(0, operation_peak - operation_baseline) + if operation_peak is not None and operation_baseline is not None + else None + ) + process_incremental_peak = ( + max(0, process_peak - process_baseline) + if process_peak is not None and process_baseline is not None + else None + ) + + events_after = None if memoryEventsAfter is None else dict(memoryEventsAfter) + affinity_count = None if cpu.affinityCpus is None else len(cpu.affinityCpus) + return ResourceMeasurement( + sampleCount=sample_count, + sampleIntervalSeconds=self.sampleIntervalSeconds, + operationBaselineBytes=operation_baseline, + operationPeakBytes=operation_peak, + operationIncrementalPeakBytes=incremental_peak, + operationPeakSource=operation_source, + processTreeRssBaselineBytes=process_baseline, + processTreeRssPeakBytes=process_peak, + processTreeRssIncrementalPeakBytes=process_incremental_peak, + processTreeRssAfterBytes=finalSample.processTreeRssBytes, + cgroupPath=(None if self._cgroupPath is None else str(self._cgroupPath)), + cgroupMemoryCurrentBaselineBytes=cgroup_baseline, + cgroupMemoryCurrentPeakBytes=cgroup_current_peak, + cgroupMemoryCurrentAfterBytes=(finalSample.cgroupMemoryCurrentBytes), + cgroupMemoryPeakBytes=cgroupMemoryPeakBytes, + cgroupMemoryPeakScope=self._cgroupMemoryPeakScope, + memoryMaxBytes=self._memoryMaxBytes, + memorySwapCurrentBeforeBytes=swap_before, + memorySwapCurrentAfterBytes=finalSample.memorySwapCurrentBytes, + memorySwapCurrentPeakBytes=swap_peak, + memorySwapMaxBytes=self._memorySwapMaxBytes, + memoryEventsBefore=events_before, + memoryEventsAfter=events_after, + memoryEventsDelta=_memory_event_delta( + events_before, + events_after, + ), + cpuQuotaMicros=cpu.quotaMicros, + cpuPeriodMicros=cpu.periodMicros, + cpuQuotaCores=cpu.quotaCores, + cpuAffinityCpus=cpu.affinityCpus, + cpuAffinityCount=affinity_count, + cpuAffinitySource=cpu.affinitySource, + ephemeralDiskPath=( + None if self.ephemeralDiskPath is None else str(self.ephemeralDiskPath) + ), + ephemeralDiskBefore=disk_before, + ephemeralDiskAfter=finalSample.ephemeralDisk, + ephemeralDiskPeak=disk_peak, + samplingErrorCount=error_count, + ) + + def stop(self) -> ResourceMeasurement: + with self._lifecycleLock: + with self._stateLock: + if not self._running: + if self._result is not None: + return self._result + result = ResourceMeasurement( + sampleCount=0, + sampleIntervalSeconds=self.sampleIntervalSeconds, + ephemeralDiskPath=( + None + if self.ephemeralDiskPath is None + else str(self.ephemeralDiskPath) + ), + ) + self._result = result + return result + self._running = False + generation = self._generation + stop_event = self._stopEvent + thread = self._thread + + if stop_event is not None: + stop_event.set() + if thread is not None and thread is not threading.current_thread(): + try: + thread.join( + timeout=max( + 0.25, + min(2.0, self.sampleIntervalSeconds * 2), + ) + ) + except RuntimeError: + self._note_error() + + final_sample = self._sample_and_record( + isBaseline=False, + force=True, + generation=generation, + ) + memory_events_after = self._read_memory_events() + cgroup_peak = self._read_final_cgroup_peak() + self._close_peak_handle() + result = self._build_result( + final_sample, + memory_events_after, + cgroup_peak, + ) + with self._stateLock: + self._result = result + self._stopEvent = None + self._thread = None + return result + + def __enter__(self) -> Self: + return self.start() + + def __exit__( + self, + excType: type[BaseException] | None, + exc: BaseException | None, + traceback: TracebackType | None, + ) -> bool: + try: + self.stop() + except Exception: + pass + return False + + +class StageTimer: + def __init__(self, *, clock: Callable[[], float] = time.perf_counter) -> None: + self._clock = clock + self._active = False + self._wholeStarted: float | None = None + self._wholeElapsed: float | None = None + self._inputSetupElapsed = 0.0 + self._operationElapsed = 0.0 + self._validationPersistenceElapsed = 0.0 + self._hasInputSetup = False + self._hasOperation = False + self._hasValidationPersistence = False + + def __enter__(self) -> Self: + if self._active: + raise RuntimeError("StageTimer is already active") + self._active = True + self._wholeStarted = self._clock() + self._wholeElapsed = None + self._inputSetupElapsed = 0.0 + self._operationElapsed = 0.0 + self._validationPersistenceElapsed = 0.0 + self._hasInputSetup = False + self._hasOperation = False + self._hasValidationPersistence = False + return self + + def __exit__( + self, + excType: type[BaseException] | None, + exc: BaseException | None, + traceback: TracebackType | None, + ) -> bool: + if self._wholeStarted is not None: + self._wholeElapsed = max(0.0, self._clock() - self._wholeStarted) + self._wholeStarted = None + self._active = False + return False + + @contextmanager + def inputSetup(self) -> Iterator[None]: + started = self._clock() + try: + yield + finally: + self._inputSetupElapsed += max(0.0, self._clock() - started) + self._hasInputSetup = True + + @contextmanager + def operation(self) -> Iterator[None]: + started = self._clock() + try: + yield + finally: + self._operationElapsed += max(0.0, self._clock() - started) + self._hasOperation = True + + @contextmanager + def validationPersistence(self) -> Iterator[None]: + started = self._clock() + try: + yield + finally: + self._validationPersistenceElapsed += max( + 0.0, + self._clock() - started, + ) + self._hasValidationPersistence = True + + @property + def result(self) -> StageTimings: + return StageTimings( + inputSetupSeconds=( + self._inputSetupElapsed if self._hasInputSetup else None + ), + measuredOperationSeconds=( + self._operationElapsed if self._hasOperation else None + ), + validationPersistenceSeconds=( + self._validationPersistenceElapsed + if self._hasValidationPersistence + else None + ), + wholeFunctionSeconds=self._wholeElapsed, + ) + + +__all__ = [ + "DiskUsage", + "LimitValue", + "PeakScope", + "ResourceMeasurement", + "ResourceSampler", + "StageTimer", + "StageTimings", + "parse_memory_events", + "read_process_tree_rss_bytes", +] diff --git a/profiling/modal_app.py b/profiling/modal_app.py new file mode 100644 index 00000000..fbf390d1 --- /dev/null +++ b/profiling/modal_app.py @@ -0,0 +1,494 @@ +"""Modal entrypoints for one-shot Scarf profiling. + +Deploy once (you run this), then trigger jobs that keep running if your laptop +disconnects: + + modal deploy --env scarf_profiling -m profiling.modal_app + + modal run --env scarf_profiling -m profiling.modal_app -- prepare-fixture --config profiling/config.toml --sizes 10000 + modal run --env scarf_profiling -m profiling.modal_app -- prepare --config profiling/config.toml + modal run --env scarf_profiling -m profiling.modal_app -- run --config profiling/config.toml --size 10000 --stage createStore + modal run --env scarf_profiling -m profiling.modal_app -- run-all --config profiling/config.toml --sizes 10000 + +prepare / run / run-all spawn on the deployed app and return immediately. +run-all fans out one size pipeline per container (stages stay sequential). +Watch progress with: modal app logs scarf-profiling --env scarf_profiling +""" + +import argparse +import os +from pathlib import Path +from typing import Any + +import modal + +from profiling.config import ( + STAGE_ORDER, + ProfilingConfig, + StageName, + load_profiling_config, +) +from profiling.datasets import ( + SOURCE_SPEC, + download_source, + prepare_fixture_datasets, + prepare_local_datasets, + sha256_file, +) +from profiling.modal_image import COMMON_FUNCTION_OPTIONS, app +from profiling.modal_resources import ( + BASE_EPHEMERAL_DISK_MB, + modal_function_options, + validate_modal_environment, +) +from profiling.r2 import download_file, object_exists, object_size, upload_file +from profiling.results import result_exists, write_result +from profiling.stages import run_stage + +_WORK = Path("/tmp/scarf-profiling") + + +@app.function( + **COMMON_FUNCTION_OPTIONS, + timeout=86_400, + memory=196_608, + cpu=8.0, + ephemeral_disk=BASE_EPHEMERAL_DISK_MB, +) +def prepare_datasets(configDict: dict[str, Any]) -> dict[str, Any]: + config = ProfilingConfig.model_validate(configDict) + os.environ.setdefault("R2_ENDPOINT", config.r2EndpointUrl) + work = _WORK / "prepare" + work.mkdir(parents=True, exist_ok=True) + source_path = work / "source.h5ad" + source_uri = config.sourceUri() + source_origin = "local-cache" + if not source_path.is_file(): + if object_exists(source_uri): + download_file(source_uri, source_path) + source_origin = "r2-cache" + else: + download_source( + source_path, + url=SOURCE_SPEC.url, + expectedBytes=SOURCE_SPEC.sourceBytes, + ) + upload_file(source_path, source_uri) + source_origin = "cellxgene+r2-upload" + + uploaded: list[dict[str, Any]] = [] + skipped: list[dict[str, Any]] = [] + # Fixture uploads are tiny; real nested samples are much larger. + minimum_real_bytes = 5_000_000 + + pending_sizes: list[int] = [] + for n_rows in config.targetSizes: + uri = config.datasetUri(n_rows) + existing = object_size(uri) + if existing is not None and existing >= minimum_real_bytes: + skipped.append( + { + "nRows": n_rows, + "uri": uri, + "fileBytes": existing, + "status": "skipped-existing", + } + ) + continue + pending_sizes.append(n_rows) + + def _upload_artifact(artifact: Any) -> None: + uri = config.datasetUri(artifact.targetRows) + upload_file(artifact.localPath, uri) + uploaded.append( + { + "nRows": artifact.targetRows, + "uri": uri, + "fileBytes": artifact.fileBytes, + "nnz": artifact.nnz, + "status": "uploaded", + } + ) + + source_sha256 = None + if pending_sizes: + prepared = prepare_local_datasets( + source_path, + work / "subsets", + targetRows=tuple(pending_sizes), + seed=config.samplingSeed, + spec=SOURCE_SPEC, + onArtifact=_upload_artifact, + ) + source_sha256 = prepared.sourceSha256 + elif source_path.is_file(): + source_sha256 = sha256_file(source_path) + + return { + "uploaded": uploaded, + "skipped": skipped, + "sourceSha256": source_sha256, + "sourceOrigin": source_origin, + "sourceUri": source_uri, + } + + +@app.function( + **COMMON_FUNCTION_OPTIONS, + timeout=3_600, + memory=8_192, + cpu=2.0, + ephemeral_disk=BASE_EPHEMERAL_DISK_MB, +) +def prepare_fixture_datasets_job( + configDict: dict[str, Any], + sizes: list[int] | None = None, + nColumns: int = 500, +) -> dict[str, Any]: + """Upload tiny synthetic H5ADs so stage jobs can be tested without Cellxgene.""" + config = ProfilingConfig.model_validate(configDict) + os.environ.setdefault("R2_ENDPOINT", config.r2EndpointUrl) + selected = tuple(sizes) if sizes else (10_000,) + for size in selected: + if size not in config.targetSizes: + raise ValueError( + f"fixture size {size} is not in config.targetSizes; " + "add it to config or choose an existing size" + ) + work = _WORK / "fixture" + if work.exists(): + for path in sorted(work.rglob("*"), reverse=True): + if path.is_file(): + path.unlink() + elif path.is_dir(): + path.rmdir() + work.mkdir(parents=True, exist_ok=True) + uploaded: list[dict[str, Any]] = [] + + def _upload_artifact(artifact: Any) -> None: + uri = config.datasetUri(artifact.targetRows) + upload_file(artifact.localPath, uri) + uploaded.append( + { + "nRows": artifact.targetRows, + "uri": uri, + "fileBytes": artifact.fileBytes, + "nnz": artifact.nnz, + "nColumns": artifact.nColumns, + } + ) + + prepare_fixture_datasets( + work, + targetRows=selected, + nColumns=nColumns, + seed=config.samplingSeed, + onArtifact=_upload_artifact, + ) + return {"uploaded": uploaded, "kind": "fixture"} + + +@app.function( + **COMMON_FUNCTION_OPTIONS, + timeout=86_400, + memory=65_536, + cpu=8.0, + ephemeral_disk=BASE_EPHEMERAL_DISK_MB, +) +def run_stage_job( + configDict: dict[str, Any], + nRows: int, + stage: StageName, +) -> dict[str, Any]: + config = ProfilingConfig.model_validate(configDict) + resources = config.resourcesFor(stage) + os.environ.setdefault("R2_ENDPOINT", config.r2EndpointUrl) + + work = _WORK / f"{nRows}-{stage}" + if work.exists(): + for path in sorted(work.rglob("*"), reverse=True): + if path.is_file(): + path.unlink() + elif path.is_dir(): + path.rmdir() + work.mkdir(parents=True, exist_ok=True) + + local_h5ad: Path | None = None + if stage == "createStore": + local_h5ad = work / f"{nRows}.h5ad" + download_file(config.datasetUri(nRows), local_h5ad) + + result = run_stage( + stage, + nRows=nRows, + storeUri=config.storeUri(nRows), + workflow=config.workflow, + resources=resources, + localH5adPath=local_h5ad, + storageLayout=config.storageLayout, + ) + write_result(config, result) + return result.to_json() + + +@app.function( + **COMMON_FUNCTION_OPTIONS, + timeout=86_400, + memory=2048, + cpu=1.0, + ephemeral_disk=BASE_EPHEMERAL_DISK_MB, +) +def run_size_jobs( + configDict: dict[str, Any], + nRows: int, + stages: list[StageName] | None = None, +) -> dict[str, Any]: + """Run stages sequentially for one size (skip if result JSON exists).""" + config = ProfilingConfig.model_validate(configDict) + os.environ.setdefault("R2_ENDPOINT", config.r2EndpointUrl) + if nRows not in config.targetSizes: + raise ValueError(f"size {nRows} is not in config.targetSizes") + selected_stages = tuple(stages) if stages else STAGE_ORDER + parallel_sizes = max(1, len(config.targetSizes)) + outcomes: list[dict[str, Any]] = [] + + for stage in selected_stages: + if result_exists(config, nRows, stage): + outcomes.append( + { + "nRows": nRows, + "stage": stage, + "status": "skipped", + "resultUri": config.resultUri(nRows, stage), + } + ) + continue + resources = config.resourcesFor(stage) + options = modal_function_options( + config, + resources, + maxContainers=parallel_sizes, + ) + result = run_stage_job.with_options(**options).remote( + configDict, + nRows, + stage, + ) + outcomes.append(result) + if result.get("status") == "error": + return { + "nRows": nRows, + "stopped": True, + "failed": result, + "outcomes": outcomes, + } + + return {"nRows": nRows, "stopped": False, "outcomes": outcomes} + + +@app.function( + **COMMON_FUNCTION_OPTIONS, + timeout=86_400, + memory=2048, + cpu=1.0, + ephemeral_disk=BASE_EPHEMERAL_DISK_MB, +) +def run_all_jobs( + configDict: dict[str, Any], + sizes: list[int] | None = None, + stages: list[StageName] | None = None, +) -> dict[str, Any]: + """Run sizes in parallel; stages within each size stay sequential.""" + config = ProfilingConfig.model_validate(configDict) + os.environ.setdefault("R2_ENDPOINT", config.r2EndpointUrl) + selected_sizes = tuple(sizes) if sizes else config.targetSizes + selected_stages = tuple(stages) if stages else STAGE_ORDER + for n_rows in selected_sizes: + if n_rows not in config.targetSizes: + raise ValueError(f"size {n_rows} is not in config.targetSizes") + + parallel_sizes = max(1, len(selected_sizes)) + orchestrator_options = modal_function_options( + config, + config.resourcesFor("reopenStore"), + maxContainers=parallel_sizes, + ) + orchestrator_options["memory"] = (2048, 4096) + orchestrator_options["cpu"] = (1.0, 1.0) + orchestrator_options["timeout"] = 86_400 + + stage_list = list(selected_stages) + handles = [ + run_size_jobs.with_options(**orchestrator_options).spawn( + configDict, + n_rows, + stage_list, + ) + for n_rows in selected_sizes + ] + size_results = [handle.get() for handle in handles] + failed = [item for item in size_results if item.get("stopped")] + return { + "stopped": bool(failed), + "failed": failed[0] if failed else None, + "sizes": size_results, + } + + +@app.function( + **COMMON_FUNCTION_OPTIONS, + timeout=300, + memory=1024, + cpu=1.0, + ephemeral_disk=BASE_EPHEMERAL_DISK_MB, +) +def smoke_check(configDict: dict[str, Any]) -> dict[str, Any]: + config = ProfilingConfig.model_validate(configDict) + os.environ.setdefault("R2_ENDPOINT", config.r2EndpointUrl) + probe = f"{config.resultsUri.rstrip('/')}/smoke/ok.json" + from profiling.r2 import put_json + + put_json(probe, {"ok": True}) + return {"probeUri": probe, "exists": object_exists(probe)} + + +def _load_config(path: str) -> ProfilingConfig: + config = load_profiling_config(path) + validate_modal_environment(config) + return config + + +def _deployed_function(config: ProfilingConfig, name: str) -> modal.Function: + try: + return modal.Function.from_name( + config.modalAppName, + name, + environment_name=config.modalEnvironmentName, + ) + except Exception as exc: + raise SystemExit( + f"Could not find deployed function {config.modalAppName}/{name}. " + "Deploy first with:\n" + f" modal deploy --env {config.modalEnvironmentName} -m profiling.modal_app\n" + f"Original error: {exc}" + ) from exc + + +def _print_spawned(label: str, call: Any) -> None: + call_id = ( + getattr(call, "object_id", None) or getattr(call, "call_id", None) or str(call) + ) + print(f"spawned {label}: {call_id}") + print("disconnect is safe; watch with:") + print(" modal app logs scarf-profiling --env scarf_profiling") + + +@app.local_entrypoint() +def main(*arg_list: str) -> None: + parser = argparse.ArgumentParser(prog="profiling.modal_app") + sub = parser.add_subparsers(dest="command", required=True) + + smoke_parser = sub.add_parser("smoke") + smoke_parser.add_argument("--config", required=True) + + prepare_parser = sub.add_parser("prepare") + prepare_parser.add_argument("--config", required=True) + + fixture_parser = sub.add_parser("prepare-fixture") + fixture_parser.add_argument("--config", required=True) + fixture_parser.add_argument("--sizes", nargs="*", type=int, default=[10_000]) + fixture_parser.add_argument("--n-columns", type=int, default=500) + + run_parser = sub.add_parser("run") + run_parser.add_argument("--config", required=True) + run_parser.add_argument("--size", type=int, required=True) + run_parser.add_argument("--stage", choices=STAGE_ORDER, required=True) + + all_parser = sub.add_parser("run-all") + all_parser.add_argument("--config", required=True) + all_parser.add_argument("--sizes", nargs="*", type=int, default=None) + all_parser.add_argument("--stages", nargs="*", choices=STAGE_ORDER, default=None) + + args = parser.parse_args(list(arg_list)) + config = _load_config(args.config) + payload = config.model_dump(mode="python") + + if args.command == "smoke": + smoke_options = modal_function_options( + config, + config.resourcesFor("reopenStore"), + ) + print(smoke_check.with_options(**smoke_options).remote(payload)) + return + + if args.command == "prepare": + prepare_options = modal_function_options( + config, + config.prepareResources, + ) + call = ( + _deployed_function(config, "prepare_datasets") + .with_options(**prepare_options) + .spawn(payload) + ) + _print_spawned("prepare_datasets", call) + return + + if args.command == "prepare-fixture": + sizes = list(args.sizes) if args.sizes else [10_000] + for size in sizes: + if size not in config.targetSizes: + raise SystemExit(f"size {size} is not in config.targetSizes") + fixture_options = modal_function_options( + config, + config.resourcesFor("reopenStore"), + ) + call = ( + _deployed_function(config, "prepare_fixture_datasets_job") + .with_options(**fixture_options) + .spawn(payload, sizes, args.n_columns) + ) + _print_spawned("prepare_fixture_datasets_job", call) + return + + if args.command == "run": + if args.size not in config.targetSizes: + raise SystemExit(f"size {args.size} is not in config.targetSizes") + if result_exists(config, args.size, args.stage): + print( + { + "nRows": args.size, + "stage": args.stage, + "status": "skipped", + "resultUri": config.resultUri(args.size, args.stage), + } + ) + return + resources = config.resourcesFor(args.stage) + options = modal_function_options(config, resources) + call = ( + _deployed_function(config, "run_stage_job") + .with_options(**options) + .spawn(payload, args.size, args.stage) + ) + _print_spawned(f"run_stage_job {args.size}/{args.stage}", call) + return + + if args.command == "run-all": + sizes = list(args.sizes) if args.sizes else None + stages = list(args.stages) if args.stages else None + if sizes: + for size in sizes: + if size not in config.targetSizes: + raise SystemExit(f"size {size} is not in config.targetSizes") + coordinator_options = modal_function_options( + config, + config.resourcesFor("reopenStore"), + ) + call = ( + _deployed_function(config, "run_all_jobs") + .with_options(**coordinator_options) + .spawn(payload, sizes, stages) + ) + _print_spawned("run_all_jobs", call) + return diff --git a/profiling/modal_image.py b/profiling/modal_image.py new file mode 100644 index 00000000..d43f7cec --- /dev/null +++ b/profiling/modal_image.py @@ -0,0 +1,32 @@ +import modal + + +MODAL_APP_NAME = "scarf-profiling" + +app = modal.App(MODAL_APP_NAME) + +image = ( + modal.Image.debian_slim(python_version="3.12") + .apt_install( + "build-essential", + "git", + "libfftw3-dev", + "libmetis-dev", + "libtbb-dev", + ) + .uv_sync( + groups=["profiling"], + frozen=True, + extra_options="--no-default-groups", + ) + .add_local_python_source("scarf", "profiling", copy=True) + .add_local_file("uv.lock", "/root/uv.lock", copy=True) + .add_local_file("VERSION", "/root/VERSION", copy=True) +) + + +COMMON_FUNCTION_OPTIONS = { + "image": image, + "retries": 0, + "single_use_containers": True, +} diff --git a/profiling/modal_resources.py b/profiling/modal_resources.py new file mode 100644 index 00000000..91fbe352 --- /dev/null +++ b/profiling/modal_resources.py @@ -0,0 +1,61 @@ +from typing import Any + +import modal + +from profiling.config import PrepareResources, ProfilingConfig, StageResources + +# Modal currently requires ephemeral disk in this range (MiB). +MIN_EPHEMERAL_DISK_MB = 524_288 +MAX_EPHEMERAL_DISK_MB = 3_145_728 +BASE_EPHEMERAL_DISK_MB = MIN_EPHEMERAL_DISK_MB + + +def resolve_ephemeral_disk_mb(requestedMb: int) -> int: + if requestedMb > MAX_EPHEMERAL_DISK_MB: + raise ValueError( + "Requested ephemeral disk is " + f"{requestedMb} MiB, but Modal allows at most " + f"{MAX_EPHEMERAL_DISK_MB} MiB" + ) + if requestedMb < MIN_EPHEMERAL_DISK_MB: + return MIN_EPHEMERAL_DISK_MB + return requestedMb + + +def validate_modal_environment(config: ProfilingConfig) -> None: + if config.modalEnvironmentName != "scarf_profiling": + raise ValueError("Modal environment must be scarf_profiling") + environment = modal.Environment.from_name( + config.modalEnvironmentName, + create_if_missing=False, + ) + environment.hydrate() + + +def modal_function_options( + config: ProfilingConfig, + resources: StageResources | PrepareResources, + *, + maxContainers: int = 1, +) -> dict[str, Any]: + if maxContainers <= 0: + raise ValueError("maxContainers must be positive") + secret = modal.Secret.from_name( + config.modalSecretName, + environment_name=config.modalEnvironmentName, + required_keys=["R2_ACCESS_KEY_ID", "R2_SECRET_ACCESS_KEY"], + ) + # ephemeral_disk is fixed on @app.function; with_options does not accept it. + _ = resolve_ephemeral_disk_mb(resources.ephemeralDiskMb) + return { + "cpu": (resources.modalCpuRequest, resources.modalCpuLimit), + "memory": (resources.modalMemoryRequestMb, resources.modalMemoryLimitMb), + "env": {"R2_ENDPOINT": config.r2EndpointUrl}, + "secrets": [secret], + "retries": 0, + "max_containers": maxContainers, + "buffer_containers": 0, + "timeout": resources.timeoutSeconds, + "cloud": config.modalCloud, + "region": config.modalRegion, + } diff --git a/profiling/r2.py b/profiling/r2.py new file mode 100644 index 00000000..481b3089 --- /dev/null +++ b/profiling/r2.py @@ -0,0 +1,194 @@ +import json +import os +import time +from dataclasses import dataclass +from datetime import timedelta +from pathlib import Path +from typing import Any +from urllib.parse import urlsplit + +from obstore.store import from_url + +_ENV_PATH = Path(__file__).resolve().parent / ".env" +_DEFAULT_TRANSFER_CHUNK_BYTES = 16 * 1024 * 1024 +_CREDENTIAL_KEYS = ( + "R2_ENDPOINT", + "R2_ACCESS_KEY_ID", + "R2_SECRET_ACCESS_KEY", +) +# Large objects (Cellxgene source ~46 GiB) exceed obstore's default 30s request timeout. +_CLIENT_OPTIONS = { + "timeout": "12h", + "connect_timeout": "120s", + "read_timeout": "30m", +} +_RETRY_CONFIG = { + "max_retries": 20, + "retry_timeout": timedelta(minutes=30), +} + + +@dataclass(frozen=True, slots=True) +class ObjectDownload: + fileBytes: int + eTag: str | None + + +@dataclass(frozen=True, slots=True) +class ObjectUpload: + fileBytes: int + eTag: str | None + + +def _load_local_env(path: Path = _ENV_PATH) -> None: + if not path.is_file(): + return + for line in path.read_text().splitlines(): + line = line.strip() + if not line or line.startswith("#") or "=" not in line: + continue + key, value = line.split("=", 1) + key = key.strip() + value = value.strip().strip('"').strip("'") + if key and key not in os.environ: + os.environ[key] = value + + +def storage_options(uri: str) -> dict[str, str] | None: + if not uri.startswith("s3://"): + return None + _load_local_env() + missing = [name for name in _CREDENTIAL_KEYS if not os.environ.get(name)] + if missing: + raise RuntimeError(f"Missing R2 environment settings: {', '.join(missing)}") + endpoint = os.environ["R2_ENDPOINT"] + access_key = os.environ["R2_ACCESS_KEY_ID"] + secret_key = os.environ["R2_SECRET_ACCESS_KEY"] + assert endpoint and access_key and secret_key + return { + "access_key_id": access_key, + "secret_access_key": secret_key, + "endpoint": endpoint.rstrip("/"), + } + + +def open_r2_object(uri: str) -> tuple[Any, str]: + parsed = urlsplit(uri) + if parsed.scheme != "s3" or not parsed.netloc: + raise ValueError(f"Expected an s3:// object URI, got: {uri}") + key = parsed.path.lstrip("/") + if not key: + raise ValueError("R2 object URI must include an object key") + options = storage_options(uri) + assert options is not None + store = from_url( + f"s3://{parsed.netloc}", + client_options=_CLIENT_OPTIONS, + retry_config=_RETRY_CONFIG, + **options, + ) + return store, key + + +def join_uri(prefix: str, *parts: str) -> str: + base = prefix.rstrip("/") + suffix = "/".join(part.strip("/") for part in parts if part) + return f"{base}/{suffix}" if suffix else base + + +def object_exists(uri: str) -> bool: + store, key = open_r2_object(uri) + try: + store.head(key) + except FileNotFoundError: + return False + return True + + +def object_size(uri: str) -> int | None: + store, key = open_r2_object(uri) + try: + meta = store.head(key) + except FileNotFoundError: + return None + return int(meta["size"]) + + +def get_json(uri: str) -> dict[str, Any]: + store, key = open_r2_object(uri) + result = store.get(key) + body = bytes(result.bytes()) + payload = json.loads(body.decode("utf-8")) + if not isinstance(payload, dict): + raise ValueError(f"Expected JSON object at {uri}") + return payload + + +def put_json(uri: str, value: dict[str, Any]) -> None: + store, key = open_r2_object(uri) + body = (json.dumps(value, sort_keys=True, separators=(",", ":")) + "\n").encode( + "utf-8" + ) + store.put(key, body) + + +def download_file( + uri: str, + destination: str | Path, + *, + chunkBytes: int = _DEFAULT_TRANSFER_CHUNK_BYTES, + maxAttempts: int = 8, +) -> ObjectDownload: + """Download with ranged GETs so large objects can resume after timeouts.""" + if chunkBytes <= 0: + raise ValueError("chunkBytes must be positive") + if maxAttempts <= 0: + raise ValueError("maxAttempts must be positive") + + store, key = open_r2_object(uri) + destination_path = Path(destination) + destination_path.parent.mkdir(parents=True, exist_ok=True) + meta = store.head(key) + total = int(meta["size"]) + part_path = destination_path.with_name(f".{destination_path.name}.part") + offset = part_path.stat().st_size if part_path.is_file() else 0 + if offset > total: + part_path.unlink() + offset = 0 + + attempts = 0 + while offset < total: + end = min(offset + chunkBytes, total) + try: + chunk = bytes(store.get_range(key, start=offset, end=end)) + except Exception: + attempts += 1 + if attempts >= maxAttempts: + raise + time.sleep(min(60.0, 2.0**attempts)) + store, key = open_r2_object(uri) + continue + if not chunk: + raise RuntimeError(f"Empty range response for {uri} at offset {offset}") + with part_path.open("ab" if offset else "wb") as handle: + handle.write(chunk) + offset += len(chunk) + attempts = 0 + + if offset != total: + raise RuntimeError(f"Downloaded {offset} bytes from {uri}, expected {total}") + os.replace(part_path, destination_path) + e_tag = meta.get("e_tag") + return ObjectDownload(fileBytes=total, eTag=str(e_tag) if e_tag else None) + + +def upload_file(source: str | Path, uri: str) -> ObjectUpload: + source_path = Path(source) + if not source_path.is_file(): + raise FileNotFoundError(source_path) + store, key = open_r2_object(uri) + file_bytes = source_path.stat().st_size + store.put(key, source_path, use_multipart=True) + meta = store.head(key) + e_tag = meta.get("e_tag") + return ObjectUpload(fileBytes=file_bytes, eTag=str(e_tag) if e_tag else None) diff --git a/profiling/results.py b/profiling/results.py new file mode 100644 index 00000000..7edf57b8 --- /dev/null +++ b/profiling/results.py @@ -0,0 +1,13 @@ +from profiling.config import ProfilingConfig, StageName +from profiling.r2 import object_exists, put_json +from profiling.stages import StageRunResult + + +def result_exists(config: ProfilingConfig, nRows: int, stage: StageName) -> bool: + return object_exists(config.resultUri(nRows, stage)) + + +def write_result(config: ProfilingConfig, result: StageRunResult) -> str: + uri = config.resultUri(result.nRows, result.stage) + put_json(uri, result.to_json()) + return uri diff --git a/profiling/stages.py b/profiling/stages.py new file mode 100644 index 00000000..9b5d91e4 --- /dev/null +++ b/profiling/stages.py @@ -0,0 +1,254 @@ +from dataclasses import asdict, dataclass +from pathlib import Path +from typing import Any + +from scarf import DataStore, H5adReader, H5adToZarr + +from profiling.config import ( + StageName, + StageResources, + StorageLayout, + WorkflowParameters, +) +from profiling.metrics import ResourceMeasurement, ResourceSampler, StageTimer +from profiling.r2 import storage_options + + +@dataclass(frozen=True, slots=True) +class StageRunResult: + stage: StageName + nRows: int + status: str + seconds: float | None + peakRssBytes: int | None + peakCgroupBytes: int | None + modalMemoryMb: int + scarfMemoryBudget: int + storeUri: str + error: str | None = None + + def to_json(self) -> dict[str, Any]: + return asdict(self) + + +def _open_datastore( + storeUri: str, + workflow: WorkflowParameters, + resources: StageResources, + *, + initialize: bool, +) -> DataStore: + options = storage_options(storeUri) + arguments: dict[str, Any] = { + "nthreads": resources.workers, + "zarr_mode": "r+", + "zarrProfile": "cloud" if storeUri.startswith("s3://") else None, + "storage_options": options, + "mem_budget": resources.scarfMemoryBudget, + "working_copies": resources.workingCopies, + } + if initialize: + arguments.update( + { + "assay_types": {workflow.assayName: "RNA"}, + "default_assay": workflow.assayName, + "min_features_per_cell": workflow.minFeaturesPerCell, + "min_cells_per_feature": workflow.minCellsPerFeature, + } + ) + return DataStore(storeUri, **arguments) + + +def run_create_store( + *, + localH5adPath: Path, + storeUri: str, + workflow: WorkflowParameters, + resources: StageResources, + storageLayout: StorageLayout | None = None, +) -> None: + options = storage_options(storeUri) + reader = H5adReader( + str(localH5adPath), + matrix_key="X", + cell_attrs_key="obs", + cell_ids_key="_index", + feature_attrs_key="var", + feature_ids_key="_index", + feature_name_key="feature_name", + ) + layout_kwargs: dict[str, Any] = {} + if storageLayout is not None and storageLayout.targetChunkBytes is not None: + layout_kwargs = { + "targetChunkBytes": storageLayout.targetChunkBytes, + "minFeatureChunk": storageLayout.minFeatureChunk, + "maxFeatureChunk": storageLayout.maxFeatureChunk, + } + try: + writer = H5adToZarr( + reader, + storeUri, + assay_name=workflow.assayName, + storage_options=options, + mem_budget=resources.scarfMemoryBudget, + nthreads=resources.workers, + working_copies=resources.workingCopies, + **layout_kwargs, + ) + writer.dump(batch_size=workflow.h5adBatchSize) + finally: + if hasattr(reader, "h5") and hasattr(reader.h5, "close"): + reader.h5.close() + + +def run_stage( + stage: StageName, + *, + nRows: int, + storeUri: str, + workflow: WorkflowParameters, + resources: StageResources, + localH5adPath: Path | None = None, + storageLayout: StorageLayout | None = None, + sampleIntervalSeconds: float = 0.25, +) -> StageRunResult: + timer = StageTimer() + sampler = ResourceSampler(sampleIntervalSeconds=sampleIntervalSeconds) + error: str | None = None + status = "ok" + measurement: ResourceMeasurement | None = None + + with timer: + sampler.start() + try: + with timer.operation(): + if stage == "createStore": + if localH5adPath is None: + raise ValueError("createStore requires localH5adPath") + run_create_store( + localH5adPath=localH5adPath, + storeUri=storeUri, + workflow=workflow, + resources=resources, + storageLayout=storageLayout, + ) + elif stage == "initializeStore": + store = _open_datastore( + storeUri, workflow, resources, initialize=True + ) + del store + elif stage == "reopenStore": + store = _open_datastore( + storeUri, workflow, resources, initialize=False + ) + del store + else: + store = _open_datastore( + storeUri, workflow, resources, initialize=False + ) + _run_analysis(stage, store, workflow, resources) + del store + except Exception as exc: + status = "error" + error = f"{type(exc).__name__}: {exc}" + finally: + measurement = sampler.stop() + + seconds = timer.result.measuredOperationSeconds + peak_cgroup = None + if measurement is not None: + if measurement.operationPeakSource in { + "cgroupMemoryCurrent", + "cgroupMemoryPeak", + }: + peak_cgroup = measurement.operationPeakBytes + else: + peak_cgroup = measurement.cgroupMemoryCurrentPeakBytes + return StageRunResult( + stage=stage, + nRows=nRows, + status=status, + seconds=seconds, + peakRssBytes=measurement.processTreeRssPeakBytes if measurement else None, + peakCgroupBytes=peak_cgroup, + modalMemoryMb=resources.modalMemoryLimitMb, + scarfMemoryBudget=resources.scarfMemoryBudget, + storeUri=storeUri, + error=error, + ) + + +def _run_analysis( + stage: StageName, + store: DataStore, + workflow: WorkflowParameters, + resources: StageResources, +) -> None: + if stage == "filterCells": + store.auto_filter_cells( + attrs=workflow.filterAttrs, + min_p=workflow.filterMinQuantile, + max_p=workflow.filterMaxQuantile, + show_qc_plots=False, + ) + return + if stage == "markHvgs": + store.mark_hvgs( + from_assay=workflow.assayName, + cell_key=workflow.cellKey, + min_cells=workflow.hvgMinCells, + top_n=workflow.topN, + show_plot=False, + hvg_key_name=workflow.hvgKey, + ) + return + if stage == "makeGraph": + store.make_graph( + from_assay=workflow.assayName, + cell_key=workflow.cellKey, + feat_key=workflow.hvgKey, + dims=workflow.dims, + k=workflow.k, + ann_parallel=workflow.annParallel, + rand_state=workflow.graphSeed, + n_centroids=workflow.nCentroids, + show_elbow_plot=False, + local_cache=workflow.graphLocalCache, + ) + return + if stage == "runUmap": + store.run_umap( + from_assay=workflow.assayName, + cell_key=workflow.cellKey, + feat_key=workflow.hvgKey, + n_epochs=workflow.umapEpochs, + random_seed=workflow.umapSeed, + label=workflow.umapLabel, + parallel=workflow.umapParallel, + nthreads=resources.workers, + ) + return + if stage == "runLeiden": + store.run_leiden_clustering( + from_assay=workflow.assayName, + cell_key=workflow.cellKey, + feat_key=workflow.hvgKey, + resolution=workflow.leidenResolution, + label=workflow.leidenLabel, + random_seed=workflow.leidenSeed, + ) + return + if stage == "findMarkers": + store.run_marker_search( + from_assay=workflow.assayName, + group_key=workflow.resolvedMarkerGroupKey, + cell_key=workflow.cellKey, + feat_key=workflow.markerFeatureKey, + gene_batch_size=workflow.markerGeneBatchSize, + use_prenormed=False, + prenormed_store=None, + n_threads=resources.workers, + skip_save=False, + ) + return + raise ValueError(f"No analysis operation for {stage}") diff --git a/pypi_README.rst b/pypi_README.rst deleted file mode 100644 index ae51fb2f..00000000 --- a/pypi_README.rst +++ /dev/null @@ -1,30 +0,0 @@ -|PyPI| |Docs| |Tests| |Coverage| |Downloads| |Black| |Slack| - -`Installation`_ | `Documentation`_ | `Tutorials`_ | `Research-Article`_ - -|IMG1| - -.. |PyPI| image:: https://img.shields.io/pypi/v/scarf.svg - :target: https://pypi.org/project/scarf -.. |Docs| image:: https://readthedocs.org/projects/scarf/badge/?version=latest - :target: https://scarf.readthedocs.io -.. |Tests| image:: https://github.com/parashardhapola/scarf/actions/workflows/pytest.yml/badge.svg - :target: https://github.com/parashardhapola/scarf/actions/workflows/pytest.yml -.. |Coverage| image:: https://codecov.io/gh/parashardhapola/scarf/branch/master/graph/badge.svg?token=ZvJXuYq3pd - :target: https://codecov.io/gh/parashardhapola/scarf -.. |Downloads| image:: https://pepy.tech/badge/scarf - :target: https://pepy.tech/project/scarf -.. |Black| image:: https://img.shields.io/badge/code%20style-black-000000.svg - :target: https://github.com/psf/black -.. |Slack| image:: https://img.shields.io/badge/Slack-4A154B?style=for-the-badge&logo=slack&logoColor=white - :target: https://scarf-group.slack.com/archives/C0418C7RXU4 - -.. |IMG1| image:: https://raw.githubusercontent.com/parashardhapola/scarf/master/docs/source/logo_wide.png - :target: https://github.com/parashardhapola/scarf - -Analyze large-scale (aka atlas-scale) single-cell genomics datasets with very low memory requirement. - -.. _Installation: https://scarf.readthedocs.io/en/latest/install.html -.. _Documentation: http://scarf.rtfd.io -.. _Tutorials: https://scarf.readthedocs.io/en/latest/vignettes/basic_tutorial_scRNAseq.html -.. _Research-Article: https://www.nature.com/articles/s41467-022-32097-3 diff --git a/pyproject.toml b/pyproject.toml index 65c8f21f..6d2d11ca 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -1,20 +1,123 @@ -[build.system] -requires = [ - "setuptools", - "wheel" -] +[build-system] +requires = ["setuptools>=61", "wheel"] build-backend = "setuptools.build_meta" +[project] +name = "scarf" +dynamic = ["version"] +description = "Out-of-core, graph-first workflows for million-cell RNA-seq and CITE-seq" +readme = {file = "README.md", content-type = "text/markdown"} +requires-python = ">=3.12" +license = "BSD-3-Clause" +authors = [ + {name = "Parashar Dhapola", email = "parashar.dhapola@gmail.com"}, +] +keywords = [ + "single-cell", + "scRNA-seq", + "scATAC-seq", + "CITE-seq", + "Harmony", + "WNN", + "batch-correction", + "Zarr", + "memory-efficient", +] +classifiers = [ + "Natural Language :: English", + "Programming Language :: Python :: 3", + "Programming Language :: Python :: 3.12", + "Programming Language :: Python :: 3.13", + "Programming Language :: Python :: 3.14", +] +dependencies = [ + "h5py>=3.11", + "hnswlib>=0.8", + "leidenalg>=0.12", + "loguru>=0.7", + "networkx>=3", + "numba>=0.60", + "numcodecs>=0.16", + "numpy>=2", + "packaging", + "pandas>=2.2.2", + "scikit-learn>=1.5", + "scikit-network>=0.33.1", + "scipy>=1.13,!=1.17.0", + "setuptools>=61", + "statsmodels>=0.14.2", + "threadpoolctl", + "tqdm>=4.60", + "umap-learn>=0.5.6", + "zarr>=3.1.2", + "obstore", + "sgtsnepi", +] + +[project.optional-dependencies] +extra = [ + "anndata>=0.12", + "requests>=2.28", + "kneed>=0.8", + "matplotlib>=3.9", + "seaborn>=0.13", + "datashader>=0.18", + "ipython-autotime>=0.3", + "ipywidgets>=8", +] +test = [ + "pytest>=7.0", + "pytest-cov>=4", + "pytest-xdist>=3", + "topacedo>=0.2.10", + "anndata>=0.12", +] +docs = [ + "jinja2", + "jedi", + "myst-parser", + "myst-nb", + "sphinx", + "sphinx_autodoc_typehints", + "sphinx-book-theme", + "sphinx-copybutton", + "sphinx-external-toc", + "sphinx-tabs", + "topacedo", + "nbclient", +] + +[project.urls] +Homepage = "https://github.com/parashardhapola/scarf" + +[tool.setuptools] +include-package-data = false + +[tool.setuptools.dynamic] +version = {file = "VERSION"} + +[tool.setuptools.packages.find] +where = ["."] +include = ["scarf*"] +exclude = ["profiling*", "scripts*", "tests*", "docs*", "bin*"] + [tool.pytest.ini_options] minversion = "6.0" -addopts = "-ra -v" +addopts = "-ra -v -m 'not integration' -n auto --dist loadfile" +markers = [ + "integration: live network tests", +] testpaths = [ - "scarf/tests", + "tests", ] norecursedirs = [ - "scarf/tests" + "datasets", ] +[tool.coverage.run] +source = ["scarf"] +parallel = true + [tool.interrogate] ignore-init-method = true ignore-init-module = false @@ -30,7 +133,7 @@ fail-under = 50 exclude = [ "setup.py", "docs", - "scarf/tests" + "tests" ] ignore-regex = [ "^get$", @@ -43,3 +146,65 @@ whitelist-regex = [] color = true generate-badge = '.' badge-format = "svg" + +[dependency-groups] +profiling = [ + "anndata>=0.12.18", + "igraph>=1.0.0", + "modal>=1.5.2", + "pydantic>=2.13.4", +] +dev = [ + "mypy>=2.1.0", + "ruff>=0.15.20", +] + +[tool.uv] +no-binary-package = ["pcst-fast", "hnswlib"] +extra-build-variables = { hnswlib = { HNSWLIB_NO_NATIVE = "1" } } + +[tool.uv.pip] +no-binary = ["hnswlib"] +extra-build-variables = { hnswlib = { HNSWLIB_NO_NATIVE = "1" } } + +[tool.uv.extra-build-dependencies] +pcst-fast = ["pybind11>=2.11"] + +[tool.mypy] +strict = false + +python_version = "3.12" +exclude = ["^docs/", "^setup\\.py$"] + +disable_error_code = ["import-untyped"] + +disallow_untyped_defs = true +disallow_incomplete_defs = true + +check_untyped_defs = true +disallow_untyped_calls = true +no_implicit_optional = true + +warn_return_any = true +warn_unused_configs = true +warn_redundant_casts = true +warn_unused_ignores = false + +ignore_missing_imports = false + +[[tool.mypy.overrides]] +module = [ + "scarf.plots", + "scarf.plotting", + "scarf.plotting.*", +] +ignore_missing_imports = true + +[[tool.mypy.overrides]] +module = ["profiling.*", "tests.*"] +disallow_untyped_defs = false +disallow_incomplete_defs = false +disallow_untyped_calls = false +check_untyped_defs = false +warn_return_any = false +ignore_errors = true diff --git a/requirements.txt b/requirements.txt deleted file mode 100644 index d5866a5d..00000000 --- a/requirements.txt +++ /dev/null @@ -1,24 +0,0 @@ -dask[array]<=2024.7.1 -h5py>=3.3.0 -hnswlib==0.8.0 -importlib_metadata -joblib -leidenalg -loguru -networkx==3.4.2 -numba<=0.61.2 -numcodecs<0.16 -numpy==1.26.4 -packaging -pandas -polars<=1.25 -pyarrow -scikit-learn==1.6.1 -scikit-network<=0.33.2 -scipy==1.15.2 -setuptools -statsmodels -threadpoolctl -tqdm -umap-learn -zarr<=2.16.0 diff --git a/requirements_extra.txt b/requirements_extra.txt deleted file mode 100644 index 1bffaace..00000000 --- a/requirements_extra.txt +++ /dev/null @@ -1,9 +0,0 @@ -requests -gensim -kneed -matplotlib -seaborn -cmocean -datashader -ipython-autotime -ipywidgets diff --git a/scarf/__init__.py b/scarf/__init__.py index 54525001..30fa5157 100644 --- a/scarf/__init__.py +++ b/scarf/__init__.py @@ -34,21 +34,113 @@ import warnings -from dask.array import PerformanceWarning -from importlib_metadata import version +from importlib.metadata import PackageNotFoundError, version +from pathlib import Path +from zarr.errors import UnstableSpecificationWarning -warnings.filterwarnings("ignore", category=DeprecationWarning) -warnings.filterwarnings("ignore", category=PerformanceWarning) +from .datastore.datastore import DataStore +from .downloader import fetch_dataset, show_available_datasets +from .mapping_reference import MappingReference, MappingResult +from .meld_assay import GffReader, coordinate_melding +from .merge import AssayMerge, DatasetMerge, ZarrMerge +from .readers import ( + CSVReader, + CrDirReader, + CrH5Reader, + CrReader, + H5adReader, + LoomReader, + NaboH5Reader, +) +from .utils import ( + clean_array, + controlled_compute, + get_log_level, + load_zarr, + logger, + permute_into_chunks, + prefetch_blocks, + rescale_array, + rolling_window, + set_verbosity, + show_dask_progress, + system_call, + tqdmbar, + tqdm_params, +) +from .writers import ( + CSVtoZarr, + CrToZarr, + H5adToZarr, + LoomToZarr, + NaboH5ToZarr, + SparseToZarr, + SubsetZarr, + create_zarr_count_assay, + create_zarr_dataset, + create_zarr_obj_array, + dask_to_zarr, + subset_assay_zarr, + to_h5ad, + to_mtx, + write_renorm_subset_to_zarr, +) + +warnings.filterwarnings("ignore", category=UnstableSpecificationWarning) try: __version__ = version("scarf") -except ImportError: - print("Scarf is not installed", flush=True) +except PackageNotFoundError: + version_path = Path(__file__).resolve().parents[1] / "VERSION" + __version__ = ( + version_path.read_text().strip() if version_path.is_file() else "unavailable" + ) -from .datastore.datastore import DataStore -from .readers import * -from .writers import * -from .meld_assay import * -from .utils import * -from .downloader import * -from .merge import * \ No newline at end of file +__all__ = [ + "AssayMerge", + "CSVReader", + "CSVtoZarr", + "CrDirReader", + "CrH5Reader", + "CrReader", + "CrToZarr", + "DataStore", + "DatasetMerge", + "GffReader", + "H5adReader", + "H5adToZarr", + "LoomReader", + "LoomToZarr", + "MappingReference", + "MappingResult", + "NaboH5Reader", + "NaboH5ToZarr", + "SparseToZarr", + "SubsetZarr", + "ZarrMerge", + "clean_array", + "controlled_compute", + "coordinate_melding", + "create_zarr_count_assay", + "create_zarr_dataset", + "create_zarr_obj_array", + "dask_to_zarr", + "fetch_dataset", + "get_log_level", + "load_zarr", + "logger", + "permute_into_chunks", + "prefetch_blocks", + "rescale_array", + "rolling_window", + "set_verbosity", + "show_available_datasets", + "show_dask_progress", + "subset_assay_zarr", + "system_call", + "to_h5ad", + "to_mtx", + "tqdmbar", + "tqdm_params", + "write_renorm_subset_to_zarr", +] diff --git a/scarf/_types.py b/scarf/_types.py new file mode 100644 index 00000000..9566aa68 --- /dev/null +++ b/scarf/_types.py @@ -0,0 +1,23 @@ +from typing import Literal + +import zarr + +type ZarrMode = Literal["r", "r+", "a", "w", "w-"] + + +def as_zarr_array(node: zarr.Array | zarr.Group, *, name: str = "") -> zarr.Array: + if isinstance(node, zarr.Array): + return node + label = f" at {name!r}" if name else "" + raise TypeError(f"Expected Zarr array{label}, got {type(node).__name__}") + + +def as_zarr_group(node: zarr.Array | zarr.Group, *, name: str = "") -> zarr.Group: + if isinstance(node, zarr.Group): + return node + label = f" at {name!r}" if name else "" + raise TypeError(f"Expected Zarr group{label}, got {type(node).__name__}") + + +def array_metadata_shards(array: zarr.Array) -> tuple[int, ...] | None: + return getattr(array.metadata, "shards", None) diff --git a/scarf/ann.py b/scarf/ann.py index 845435e7..af0e0702 100644 --- a/scarf/ann.py +++ b/scarf/ann.py @@ -1,19 +1,44 @@ -from typing import Optional +from collections.abc import Callable, Generator +from typing import Any -import dask.array as da import numpy as np import pandas as pd from threadpoolctl import threadpool_limits -from .harmony import run_harmony +from .chunked import ChunkedArray +from .harmony import HarmonyResult, fit_harmony from .utils import controlled_compute, logger, tqdmbar __all__ = ["AnnStream", "instantiate_knn_index", "fix_knn_query"] +EMBEDDING_CACHE_MAX_BYTES = 256 * 1024 * 1024 + def instantiate_knn_index( - space, dim, max_elements, ef_construction, M, random_seed, ef, num_threads -): + space: str, + dim: int, + max_elements: int, + ef_construction: int, + M: int, + random_seed: int, + ef: int, + num_threads: int, +) -> Any: + """Create and configure an hnswlib KNN index. + + Args: + space: Distance metric name accepted by hnswlib (e.g. ``'l2'``, ``'cosine'``). + dim: Embedding dimensionality. + max_elements: Maximum number of vectors the index can hold. + ef_construction: ``ef_construction`` parameter for index building. + M: ``M`` parameter controlling graph connectivity. + random_seed: Random seed for index construction. + ef: ``ef`` search parameter set after index creation. + num_threads: Number of threads for hnswlib queries. + + Returns: + Configured hnswlib Index instance. + """ import hnswlib ann_idx = hnswlib.Index(space=space, dim=dim) @@ -28,11 +53,26 @@ def instantiate_knn_index( return ann_idx -def fix_knn_query(indices: np.ndarray, distances: np.ndarray, ref_idx: np.ndarray): +def fix_knn_query( + indices: np.ndarray, + distances: np.ndarray, + ref_idx: np.ndarray, +) -> tuple[np.ndarray, np.ndarray, int]: + """Remove self-neighbor entries from KNN query results when recall is imperfect. + + Args: + indices: Neighbor indices from ``knn_query``, shape (n_queries, k). + distances: Neighbor distances matching ``indices``. + ref_idx: Global index of each query row (used to detect missing self loops). + + Returns: + Tuple of (fixed_indices, fixed_distances, n_mis) where ``n_mis`` counts + queries whose first neighbor was not a self match. + """ fixed_ind, fixed_dist = indices.copy()[:, 1:], distances.copy()[:, 1:] # Identify positions where first index is not a self loop mis_idx = indices[:, 0].reshape(1, -1)[0] != ref_idx - n_mis = mis_idx.sum() + n_mis = int(mis_idx.sum()) if n_mis > 0: for n, i, j, k in zip( np.where(mis_idx)[0], ref_idx[mis_idx], indices[mis_idx], distances[mis_idx] @@ -53,14 +93,45 @@ def fix_knn_query(indices: np.ndarray, distances: np.ndarray, ref_idx: np.ndarra class AnnStream: + """Stream row blocks through dimensionality reduction and fit ANN / k-means. + + Args: + data: ChunkedArray of cell-by-feature counts. + k: Number of nearest neighbors to query. + n_cluster: Number of k-means clusters for seed partitions. + reduction_method: One of ``'pca'``, ``'lsi'``, or ``'custom'``. + dims: Number of reduced dimensions (or loadings columns) to use. + loadings: Precomputed loading matrix; if None, loadings are fit from data. + use_for_pca: Boolean mask of cells used when fitting PCA. + mu: Feature means for scaling (PCA). + sigma: Feature std devs for scaling (PCA). + ann_metric: hnswlib distance metric. + ann_efc: hnswlib ``ef_construction``. + ann_ef: hnswlib ``ef`` search parameter. + ann_m: hnswlib ``M`` connectivity parameter. + nthreads: Thread limit for sklearn / block compute. + ann_parallel: If True, use ``nthreads`` for hnswlib as well. + rand_state: Random seed. + do_kmeans_fit: Whether to fit MiniBatchKMeans seed partitions. + disable_scaling: Skip z-scaling before PCA projection. + ann_idx: Existing hnswlib index to reuse instead of fitting. + lsi_skip_first: Drop first LSI component (depth) when using LSI. + lsi_params: Extra kwargs forwarded to sklearn TruncatedSVD (minus reserved keys). + harmonize: Whether to run Harmony batch correction before ANN fitting. + harmonized_data: Precomputed harmonized ChunkedArray (optional). + batches: Batch metadata DataFrame for Harmony. + """ + + reducer: Callable[[np.ndarray], np.ndarray] + def __init__( self, - data, + data: ChunkedArray, k: int, n_cluster: int, reduction_method: str, - dims: int, - loadings: np.ndarray, + dims: int | None, + loadings: np.ndarray | None, use_for_pca: np.ndarray, mu: np.ndarray, sigma: np.ndarray, @@ -73,14 +144,17 @@ def __init__( rand_state: int, do_kmeans_fit: bool, disable_scaling: bool, - ann_idx, + ann_idx: Any | None, lsi_skip_first: bool, - lsi_params: dict, + lsi_params: dict[str, Any], harmonize: bool, - harmonized_data: Optional[da.Array] = None, - batches: Optional[pd.DataFrame] = None, - ): + harmonized_data: ChunkedArray | None = None, + batches: pd.DataFrame | None = None, + cache_embeddings: bool = True, + harmony_params: dict[str, Any] | None = None, + ) -> None: self.data = data + self._embeddings: np.ndarray | None = None self.k = k if self.k >= self.data.shape[0]: self.k = self.data.shape[0] - 1 @@ -95,6 +169,7 @@ def __init__( self.annEfc = ann_efc self.annEf = ann_ef self.annM = ann_m + self.annPath: str | None = None self.nthreads = nthreads if ann_parallel: self.annThreads = self.nthreads @@ -107,9 +182,12 @@ def __init__( self.clusterLabels: np.ndarray = np.repeat(-1, self.nCells) self.harmonize = harmonize self.harmonizedData = harmonized_data + self.harmonyResult: HarmonyResult | None = None self.batches = batches + self.harmonyParams = dict(harmony_params or {}) + self.featureScaling = not disable_scaling disable_reduction = False - if self.dims < 1: + if self.dims is not None and self.dims < 1: disable_reduction = True with threadpool_limits(limits=self.nthreads): if self.method == "pca": @@ -126,16 +204,31 @@ def __init__( # AnnStream, it could still be overwritten by _handle_batch_size. Hence need to hard set it here. self.dims = self.loadings.shape[1] # it is okay for dimensions to be larger than batch size here because we will not fit the PCA + loadings = self.loadings if disable_scaling: if disable_reduction: - self.reducer = lambda x: x + + def reducer(x: np.ndarray) -> np.ndarray: + return x else: - self.reducer = lambda x: x.dot(self.loadings) + assert loadings is not None + loadings_mat = loadings + + def reducer(x: np.ndarray) -> np.ndarray: + return np.asarray(x.dot(loadings_mat)) else: if disable_reduction: - self.reducer = lambda x: self.transform_z(x) + + def reducer(x: np.ndarray) -> np.ndarray: + return self.transform_z(x) else: - self.reducer = lambda x: self.transform_z(x).dot(self.loadings) + assert loadings is not None + loadings_mat = loadings + + def reducer(x: np.ndarray) -> np.ndarray: + return np.asarray(self.transform_z(x).dot(loadings_mat)) + + self.reducer = reducer elif self.method == "lsi": if self.loadings is None or len(self.loadings) == 0: if disable_reduction is False: @@ -145,10 +238,19 @@ def __init__( if lsi_skip_first: self.loadings = self.loadings[:, 1:] self.dims = self.loadings.shape[1] + loadings = self.loadings if disable_reduction: - self.reducer = lambda x: x + + def reducer(x: np.ndarray) -> np.ndarray: + return x else: - self.reducer = lambda x: x.dot(self.loadings) + assert loadings is not None + loadings_mat = loadings + + def reducer(x: np.ndarray) -> np.ndarray: + return np.asarray(x.dot(loadings_mat)) + + self.reducer = reducer elif self.method == "custom": if self.loadings is None or len(self.loadings) == 0: logger.warning( @@ -156,12 +258,23 @@ def __init__( ) else: self.dims = self.loadings.shape[1] + loadings = self.loadings if disable_reduction: - self.reducer = lambda x: x + + def reducer(x: np.ndarray) -> np.ndarray: + return x else: - self.reducer = lambda x: x.dot(self.loadings) + assert loadings is not None + loadings_mat = loadings + + def reducer(x: np.ndarray) -> np.ndarray: + return np.asarray(x.dot(loadings_mat)) + + self.reducer = reducer else: raise ValueError(f"ERROR: Unknown reduction method: {self.method}") + if cache_embeddings: + self._maybe_build_embeddings() if ann_idx is None: self.annIdx = self._fit_ann() else: @@ -170,11 +283,38 @@ def __init__( self.annIdx.set_num_threads(self.annThreads) self.kmeans = self._fit_kmeans(do_kmeans_fit) - def _handle_batch_size(self): - if self.dims > self.data.shape[0]: + @property + def embeddings(self) -> np.ndarray | None: + """Reduced cell embeddings when cached in memory, else None.""" + return self._embeddings + + def _embedding_bytes(self) -> int: + if self.dims is None or self.dims < 1: + cols = self.nFeats + else: + cols = self.dims + return self.nCells * cols * 8 + + def _reduced_blocks(self, msg: str) -> list[np.ndarray]: + """Apply the reducer to every row block in parallel, preserving order.""" + return self.data.map_blocks( + lambda _i, s, e: self.reducer(self.data._materialize_range(s, e)), + nthreads=self.nthreads, + msg=msg, + ) + + def _maybe_build_embeddings(self) -> None: + if self.harmonize or self._embedding_bytes() > EMBEDDING_CACHE_MAX_BYTES: + return + self._embeddings = np.vstack( + self._reduced_blocks(msg="Building cell embeddings") + ) + + def _handle_batch_size(self) -> int: + if self.dims is not None and self.dims > self.data.shape[0]: self.dims = self.data.shape[0] batch_size = self.data.chunksize[0] # Assuming all chunks are same size - if self.dims >= batch_size: + if self.dims is not None and self.dims >= batch_size: self.dims = batch_size - 1 # -1 because we will do PCA +1 logger.info( f"Number of PCA/LSI components reduced to batch size of {batch_size}" @@ -184,43 +324,77 @@ def _handle_batch_size(self): logger.info(f"Cluster number reduced to batch size of {batch_size}") return batch_size - def iter_blocks(self, msg: str = "") -> np.ndarray: - for i in tqdmbar(self.data.blocks, desc=msg, total=self.data.numblocks[0]): - yield controlled_compute(i, self.nthreads) + def iter_blocks(self, msg: str = "") -> Generator[np.ndarray, None, None]: + """Yield row blocks of raw data as NumPy arrays with optional progress bar.""" + yield from self.data.stream_blocks(nthreads=self.nthreads, msg=msg) def transform_z(self, a: np.ndarray) -> np.ndarray: - return (a - self.mu) / self.sigma + """Z-score a block using fitted ``mu`` and ``sigma``.""" + return np.asarray((a - self.mu) / self.sigma) + + def transform_query(self, a: np.ndarray) -> np.ndarray: + """Project query feature rows into this index's native latent space.""" + values = np.asarray(a) + if values.ndim != 2: + raise ValueError("Query data must be a two-dimensional array") + if values.shape[1] != self.nFeats: + raise ValueError( + f"Query has {values.shape[1]} features but reference expects {self.nFeats}" + ) + result = np.asarray(self.reducer(values)) + expected_dims = ( + self.dims if self.dims is not None and self.dims > 0 else self.nFeats + ) + if result.ndim != 2 or result.shape[1] != expected_dims: + raise ValueError("Query transform did not produce the ANN index dimensions") + if not np.all(np.isfinite(result)): + raise ValueError("Query transform produced non-finite values") + return result def transform_ann( - self, a: np.ndarray, k: int = None, self_indices: np.ndarray = None - ) -> tuple: + self, + a: np.ndarray, + k: int | None = None, + self_indices: np.ndarray | None = None, + ) -> tuple[np.ndarray, np.ndarray] | tuple[np.ndarray, np.ndarray, int]: + """Query the ANN index for neighbors of transformed rows in ``a``. + + Args: + a: Transformed embedding block, shape (n_rows, n_dims). + k: Number of neighbors; defaults to ``self.k``. + self_indices: Global row indices for self-neighbor correction. + + Returns: + Tuple of (indices, distances) from hnswlib, optionally corrected + when ``self_indices`` is provided. + """ if k is None: k = self.k # Adding +1 to k because first neighbour will be the query itself if self_indices is None: i, d = self.annIdx.knn_query(a, k=k) - return i, d - else: - i, d = self.annIdx.knn_query(a, k=k + 1) - return fix_knn_query(i, d, self_indices) + return np.asarray(i), np.asarray(d) + i, d = self.annIdx.knn_query(a, k=k + 1) + return fix_knn_query(i, d, self_indices) - def _fit_pca(self, disable_scaling, use_for_pca) -> None: + def _fit_pca(self, disable_scaling: bool, use_for_pca: np.ndarray) -> None: from sklearn.decomposition import IncrementalPCA from numpy.linalg import LinAlgError + assert self.dims is not None + dims = self.dims + # We fit 1 extra PC dim than specified and then ignore the last PC. - self._pca = IncrementalPCA( - n_components=self.dims + 1, batch_size=self.batchSize - ) + self._pca = IncrementalPCA(n_components=dims + 1, batch_size=self.batchSize) do_sample_subset = False if use_for_pca.sum() == self.nCells else True s, e = 0, 0 # We store the first block of values here. if such a case arises that we are left with less dims+1 cells to fit # then those cells can be added to end_reservoir for fitting. if there are no such cells then end reservoir is # just by itself after fitting rest of the cells. If may be the case that the first batch itself has less than # dims+1 cells. in that we keep adding cells to carry_over pile until it is big enough. - end_reservoir = [] + end_reservoir: np.ndarray | None = None # carry_over store cells that can yet not be added to end_reservoir ot be used for fitting pca directly. - carry_over = [] + carry_over: np.ndarray | None = None for i in self.iter_blocks(msg="Fitting PCA"): if do_sample_subset: e = s + i.shape[0] @@ -228,13 +402,13 @@ def _fit_pca(self, disable_scaling, use_for_pca) -> None: s = e if disable_scaling is False: i = self.transform_z(i) - if len(carry_over) > 0: + if carry_over is not None: i = np.vstack((carry_over, i)) - carry_over = [] - if len(i) < (self.dims + 1): + carry_over = None + if len(i) < (dims + 1): carry_over = i continue - if len(end_reservoir) == 0: + if end_reservoir is None: end_reservoir = i continue try: @@ -242,12 +416,16 @@ def _fit_pca(self, disable_scaling, use_for_pca) -> None: except LinAlgError: # Add retry counter to make memory consumption doesn't escalate carry_over = i - if len(carry_over) > 0: - i = np.vstack((end_reservoir, carry_over)) + if carry_over is not None: + if end_reservoir is not None: + fit_batch = np.vstack((end_reservoir, carry_over)) + else: + fit_batch = carry_over else: - i = end_reservoir + assert end_reservoir is not None + fit_batch = end_reservoir try: - self._pca.partial_fit(i, check_input=False) + self._pca.partial_fit(fit_batch, check_input=False) except LinAlgError: logger.warning( "{i.shape[0]} samples were not used in PCA fitting due to LinAlgError", @@ -255,52 +433,48 @@ def _fit_pca(self, disable_scaling, use_for_pca) -> None: ) self.loadings = self._pca.components_[:-1, :].T - def _fit_lsi(self, lsi_skip_first, lsi_params) -> None: - import warnings + def _fit_lsi(self, lsi_skip_first: bool, lsi_params: dict[str, Any]) -> None: + from sklearn.decomposition import TruncatedSVD - with warnings.catch_warnings(): - warnings.simplefilter("ignore", UserWarning) - from gensim.models import LsiModel - from gensim.matutils import Dense2Corpus + assert self.dims is not None + dims = self.dims - for i in ["corpus", "num_topics", "id2word", "chunksize", "dtype"]: - if i in lsi_params: - del lsi_params[i] + reserved = {"n_components", "random_state"} + for key in list(lsi_params): + if key in reserved: + del lsi_params[key] logger.warning( - f"Provided parameter, {i}, for LSI model will not be used" + f"Provided parameter, {key}, for LSI model will not be used" ) - self._lsiModel = LsiModel( - corpus=Dense2Corpus( - controlled_compute(self.data.blocks[0], self.nthreads).T - ), - num_topics=self.dims + 1, # +1 because first dim will be discarded - chunksize=self.data.chunksize[0], - id2word={x: x for x in range(self.data.shape[1])}, + + mat = np.vstack(list(self.iter_blocks(msg="Fitting LSI model"))) + svd = TruncatedSVD( + n_components=dims + 1, + random_state=self.randState, **lsi_params, ) - for n, i in enumerate(self.iter_blocks(msg="Fitting LSI model")): - if n == 0: - continue - self._lsiModel.add_documents(Dense2Corpus(i.T)) + svd.fit(mat) + components = svd.components_.T if lsi_skip_first: - self.loadings = self._lsiModel.get_topics().T[:, 1:] + self.loadings = components[:, 1:] else: - self.loadings = self._lsiModel.get_topics().T + self.loadings = components - def _fit_ann(self): - def _transform_values(): - pca_array = [] - for _i in self.iter_blocks(msg="Calculating uncorrected latent dimensions"): - pca_array.append(self.reducer(_i)) - return np.vstack(pca_array).T + def _fit_ann(self) -> Any: + def _transform_values() -> np.ndarray: + return np.vstack( + self._reduced_blocks(msg="Calculating uncorrected latent dimensions") + ).T - dims = self.dims - if dims < 1: - dims = self.data.shape[1] + ann_dims = ( + self.dims + if self.dims is not None and self.dims >= 1 + else self.data.shape[1] + ) ann_idx = instantiate_knn_index( self.annMetric, - dims, + ann_dims, self.nCells, self.annEfc, self.annM, @@ -310,9 +484,15 @@ def _transform_values(): ) if self.harmonize: if self.harmonizedData is None: - self.harmonizedData = da.from_array( - run_harmony(_transform_values(), self.batches).T, - chunks=self.data.chunksize, + if self.batches is None: + raise ValueError("Harmony requires batch metadata") + self.harmonyResult = fit_harmony( + _transform_values(), self.batches, **self.harmonyParams + ) + self.harmonizedData = ChunkedArray.from_numpy( + self.harmonyResult.corrected.T, + block_size=self.data.chunksize[0], + nthreads=self.nthreads, ) for i in tqdmbar( self.harmonizedData.blocks, @@ -320,12 +500,22 @@ def _transform_values(): total=self.harmonizedData.numblocks[0], ): ann_idx.add_items(controlled_compute(i, self.nthreads)) + elif self._embeddings is not None: + bs = self.batchSize + n_blocks = int(np.ceil(self.nCells / bs)) + for start in tqdmbar( + range(0, self.nCells, bs), + desc="Fitting ANN", + total=n_blocks, + ): + end = min(start + bs, self.nCells) + ann_idx.add_items(self._embeddings[start:end]) else: for i in self.iter_blocks(msg="Fitting ANN"): ann_idx.add_items(self.reducer(i)) return ann_idx - def _fit_kmeans(self, do_ann_fit): + def _fit_kmeans(self, do_ann_fit: bool) -> Any | None: from sklearn.cluster import MiniBatchKMeans if do_ann_fit is False: @@ -336,11 +526,39 @@ def _fit_kmeans(self, do_ann_fit): batch_size=self.batchSize, n_init=3, ) - temp = [] + temp: list[int] = [] with threadpool_limits(limits=self.nthreads): - for i in self.iter_blocks(msg="Fitting kmeans"): - kmeans.partial_fit(self.reducer(i)) - for i in self.iter_blocks(msg="Estimating seed partitions"): - temp.extend(kmeans.predict(self.reducer(i))) + if self._embeddings is not None: + bs = self.batchSize + n_blocks = int(np.ceil(self.nCells / bs)) + # Two phases: predict must run on the fully fitted model, so it + # cannot be interleaved with partial_fit. Both passes read the + # already-materialized embeddings, so no extra data reads occur. + for start in tqdmbar( + range(0, self.nCells, bs), + desc="Fitting kmeans", + total=n_blocks, + ): + end = min(start + bs, self.nCells) + kmeans.partial_fit(self._embeddings[start:end]) + for start in tqdmbar( + range(0, self.nCells, bs), + desc="Estimating seed partitions", + total=n_blocks, + ): + end = min(start + bs, self.nCells) + temp.extend(kmeans.predict(self._embeddings[start:end])) + else: + for i in self.iter_blocks(msg="Fitting kmeans"): + kmeans.partial_fit(self.reducer(i)) + predicted = self.data.map_blocks( + lambda _i, s, e: np.asarray( + kmeans.predict(self.reducer(self.data._materialize_range(s, e))) + ), + nthreads=self.nthreads, + msg="Estimating seed partitions", + ) + for part in predicted: + temp.extend(part) self.clusterLabels = np.array(temp) return kmeans diff --git a/scarf/assay.py b/scarf/assay.py index 6d5da626..a4ec14c6 100644 --- a/scarf/assay.py +++ b/scarf/assay.py @@ -9,85 +9,164 @@ method for feature selection. """ -from typing import Generator, List, Optional, Tuple, Union +from collections.abc import Callable, Generator +from typing import Any, cast import numpy as np import pandas as pd import zarr -from dask.array.core import Array as daskArrayType -from dask.array.core import from_zarr +from numpy.typing import NDArray from scipy.sparse import csr_matrix, vstack -from zarr import hierarchy as z_hierarchy +from ._types import as_zarr_array, as_zarr_group +from .chunked import ChunkedArray from .metadata import MetaData -from .utils import controlled_compute, logger, show_dask_progress +from .utils import array_digest, controlled_compute, logger, show_dask_progress __all__ = ["Assay", "RNAassay", "ATACassay", "ADTassay"] +PSEUDOTIME_AGGREGATION_SCHEMA_VERSION = 2 -def norm_dummy(_, counts: daskArrayType) -> daskArrayType: +type NormMethod = Callable[["Assay", ChunkedArray], ChunkedArray] +type PercentFeatures = dict[str, str] + + +def _read_block( + zarr_arr: zarr.Array, + row_idx: np.ndarray, + col_idx: np.ndarray, +) -> np.ndarray: + """Read ``zarr_arr[row_idx, col_idx]`` returning rows/cols in index order. + + A basic slice is used only for an index run that is provably contiguous + (consecutive ascending integers), so it selects exactly the requested + positions and never includes neighbouring rows or columns. Any other + selection falls back to orthogonal (fancy) indexing, which preserves the + order of the index arrays. This centralizes the read path so callers never + hand-roll ``slice(idx[0], idx[-1] + 1)``. + """ + from .chunked import _is_contiguous + + def axis_sel(idx: np.ndarray) -> slice | np.ndarray: + idx = np.asarray(idx) + if idx.size > 0 and _is_contiguous(idx): + return slice(int(idx[0]), int(idx[-1]) + 1) + return idx + + row_sel = axis_sel(row_idx) + col_sel = axis_sel(col_idx) + if isinstance(row_sel, slice) and isinstance(col_sel, slice): + return np.asarray(zarr_arr[row_sel, col_sel]) + return np.asarray(zarr_arr.get_orthogonal_selection((row_sel, col_sel))) + + +def _feature_stats_tile_shape( + n_cells: int, + n_features: int, + *, + row_chunk: int, + col_chunk: int, + budget: Any | None = None, + target_bytes: int | None = None, +) -> tuple[int, int]: + """Choose a dense stats tile that fits the active memory budget. + + Full-width feature chunks (common on small matrices) would otherwise + materialize ``n_cells x n_features`` uint32+float64 temporaries at once. + """ + from .storage.budget import ResourceBudget, get_resource_budget + + if budget is None: + resolved = get_resource_budget() + elif isinstance(budget, ResourceBudget): + resolved = budget + else: + raise TypeError("budget must be a ResourceBudget or None") + work = resolved.memoryBytes // max(1, resolved.workingCopies) + if target_bytes is None: + target_bytes = min(work // 4, 256 * 1024 * 1024) + target_bytes = max(8 * 1024 * 1024, int(target_bytes)) + rows = max(1, min(int(n_cells), max(1, int(row_chunk)))) + cols = max(1, min(int(n_features), max(1, int(col_chunk)))) + # One uint32 source band plus one float64 scaled band. + bytes_per_element = 12 + while rows > 1 and rows * cols * bytes_per_element > target_bytes: + rows = max(1, rows // 2) + while cols > 1 and rows * cols * bytes_per_element > target_bytes: + cols = max(1, cols // 2) + return rows, cols + + +def norm_dummy(_: "Assay", counts: ChunkedArray) -> ChunkedArray: """A dummy normalizer. Doesn't perform any normalization. This is useful when the 'raw data' is already normalized. Args: _: - counts: A dask array with 'raw' counts data + counts: A chunked array with 'raw' counts data - Returns: Dask array + Returns: A chunked array """ return counts -def norm_lib_size(assay, counts: daskArrayType) -> daskArrayType: +def norm_lib_size(assay: "Assay", counts: ChunkedArray) -> ChunkedArray: """Performs library size normalization on the data. This is the default method for RNA assays. Args: assay: An instance of the assay object - counts: A dask array with raw counts data + counts: A chunked array with raw counts data - Returns: A dask array (delayed matrix) containing normalized data. + Returns: A chunked array (delayed matrix) containing normalized data. """ + assert assay.sf is not None and assay.scalar is not None return assay.sf * counts / assay.scalar.reshape(-1, 1) -def norm_lib_size_log(assay, counts: daskArrayType) -> daskArrayType: +def norm_lib_size_log(assay: "Assay", counts: ChunkedArray) -> ChunkedArray: """Performs library size normalization and then transforms the values into log scale. Args: assay: An instance of the assay object - counts: A dask array with raw counts data + counts: A chunked array with raw counts data - Returns: A dask array (delayed matrix) containing normalized data. + Returns: A chunked array (delayed matrix) containing normalized data. """ - return np.log1p(assay.sf * counts / assay.scalar.reshape(-1, 1)) + assert assay.sf is not None and assay.scalar is not None + return cast(ChunkedArray, np.log1p(assay.sf * counts / assay.scalar.reshape(-1, 1))) -def norm_clr(_, counts: daskArrayType) -> daskArrayType: +def norm_clr(_: "Assay", counts: ChunkedArray) -> ChunkedArray: """Performs centered log-ratio normalization (ADT). This is the default method for ADT assays. Args: _: - counts: A dask array with raw counts data + counts: A chunked array with raw counts data - Returns: A dask array (delayed matrix) containing normalized data. + Returns: A chunked array (delayed matrix) containing normalized data. """ - f = np.exp(np.log1p(counts).sum(axis=0) / len(counts)) - return np.log1p(counts / f) + f = np.exp(cast(NDArray[Any], np.log1p(counts).sum(axis=0)) / len(counts)) + return cast(ChunkedArray, np.log1p(counts / f)) -def norm_tf_idf(assay, counts: daskArrayType) -> daskArrayType: +def norm_tf_idf(assay: "Assay", counts: ChunkedArray) -> ChunkedArray: """Performs TF-IDF normalization This is the default method for ATAC assays. Args: assay: An instance of the assay object - counts: A dask array with raw counts data + counts: A chunked array with raw counts data - Returns: A dask array (delayed matrix) containing normalized data. + Returns: A chunked array (delayed matrix) containing normalized data. """ + assert ( + assay.n_term_per_doc is not None + and assay.n_docs is not None + and assay.n_docs_per_term is not None + ) t_f = counts / assay.n_term_per_doc.reshape(-1, 1) # TODO: Split TF and IDF functionality to make it similar to norml_lib and zscaling idf = np.log2(1 + (assay.n_docs / (assay.n_docs_per_term + 1))) @@ -100,18 +179,19 @@ class Assay: for later KNN graph construction. Args: - z (z_hierarchy.Group): Zarr hierarchy where raw data is located + z (zarr.Group): Zarr hierarchy where raw data is located + workspace: Workspace name when assays live under ``matrices/`` (None for legacy layout) name (str): A label/name for assay. cell_data: Metadata class object for the cell attributes. - nthreads: number for threads to use for dask parallel computations - min_cells_per_feature: + nthreads: number of threads to use for parallel computations + min_cells_per_feature: Minimum cells expressing a feature for it to be kept Attributes: name: A label for the assay instance z: Zarr group that contains the assay cells: A Metadata class object for cell attributes nthreads: number of threads to use for computations - rawData: dask array containing the raw data + rawData: chunked array containing the raw data feats: a MetaData class object for feature attributes attrs: Zarr attributes for the zarr group of the assay normMethod: normalization method to use. @@ -120,38 +200,56 @@ class Assay: def __init__( self, - z: z_hierarchy.Group, - workspace: Union[str, None], + z: zarr.Group, + workspace: str | None, name: str, # FIXME change to assay_name cell_data: MetaData, nthreads: int, min_cells_per_feature: int = 10, - ): + ) -> None: self.name = name self.cells = cell_data self.nthreads = nthreads if workspace is None: - self.rawData = from_zarr(z[f"{name}/counts"], inline_array=True) + self.rawData = ChunkedArray( + as_zarr_array(z[f"{name}/counts"], name=f"{name}/counts"), + nthreads=nthreads, + ) self.feats = MetaData(z[f"{name}/featureData"]) # type: ignore - self.z: zarr.Group = z[self.name] # type: ignore + self.z = as_zarr_group(z[self.name], name=self.name) else: - self.rawData = from_zarr(z[f"matrices/{name}/counts"], inline_array=True) + self.rawData = ChunkedArray( + as_zarr_array( + z[f"matrices/{name}/counts"], name=f"matrices/{name}/counts" + ), + nthreads=nthreads, + ) self.feats = MetaData(z[f"{workspace}/{name}/featureData"]) # type: ignore - self.z = z[f"{workspace}/{name}"] + self.z = as_zarr_group(z[f"{workspace}/{name}"], name=f"{workspace}/{name}") self.attrs = self.z.attrs if "percentFeatures" not in self.attrs: self.attrs["percentFeatures"] = {} - self.normMethod = norm_dummy - self.sf = None + self.normMethod: NormMethod = norm_dummy + self.sf: int | None = None + self.scalar: np.ndarray | None = None + self.n_term_per_doc: np.ndarray | None = None + self.n_docs: int | None = None + self.n_docs_per_term: np.ndarray | None = None self._ini_feature_props(min_cells_per_feature) + def _percent_features(self) -> PercentFeatures: + raw = self.attrs.get("percentFeatures", {}) + if not isinstance(raw, dict): + return {} + return {str(k): str(v) for k, v in raw.items()} + def normed( self, - cell_idx: Optional[np.ndarray] = None, - feat_idx: Optional[np.ndarray] = None, - **kwargs, - ) -> daskArrayType: - """This function normalizes the raw and returns a delayed dask array of + cell_idx: np.ndarray | None = None, + feat_idx: np.ndarray | None = None, + **kwargs: Any, + ) -> ChunkedArray: + """This function normalizes the raw and returns a delayed chunked array of the normalized data. Args: @@ -163,7 +261,7 @@ def normed( feature attribute table) **kwargs: - Returns: A dask array (delayed matrix) containing normalized data. + Returns: A chunked array (delayed matrix) containing normalized data. """ if cell_idx is None: cell_idx = self.cells.active_index("I") @@ -172,7 +270,7 @@ def normed( counts = self.rawData[:, feat_idx][cell_idx, :] return self.normMethod(self, counts) - def to_raw_sparse(self, cell_key) -> csr_matrix: + def to_raw_sparse(self, cell_key: str) -> csr_matrix: """ Args: @@ -235,13 +333,14 @@ def add_percent_feature(self, feat_pattern: str, name: str) -> None: Returns: """ - if name in self.attrs["percentFeatures"]: - if self.attrs["percentFeatures"][name] == feat_pattern: + if name in self._percent_features(): + if self._percent_features()[name] == feat_pattern: return None else: logger.info(f"Pattern for percentage feature {name} updated.") + percent_features = self._percent_features() self.attrs["percentFeatures"] = { - **{k: v for k, v in self.attrs["percentFeatures"].items()}, + **percent_features, **{name: feat_pattern}, } feat_idx = sorted( @@ -296,7 +395,7 @@ def _verify_keys(self, cell_key: str, feat_key: str) -> None: def _get_cell_feat_idx( self, cell_key: str, feat_key: str - ) -> Tuple[np.ndarray, np.ndarray]: + ) -> tuple[np.ndarray, np.ndarray]: """Verifies the provided key by calling _verify_keys and fetches the indices of rows that have True value in respective column. @@ -329,7 +428,7 @@ def _create_subset_hash(cell_idx: np.ndarray, feat_idx: np.ndarray) -> int: return hash(tuple([hash(tuple(cell_idx)), hash(tuple(feat_idx))])) @staticmethod - def _get_summary_stats_loc(cell_key: str) -> Tuple[str, str]: + def _get_summary_stats_loc(cell_key: str) -> tuple[str, str]: """A convenience method that returns the location of feature-wise summary statistics Currently summaries are stored under pattern: summary_stats_{cell_key} @@ -392,11 +491,26 @@ def _load_stats_loc(self, cell_key: str) -> str: f"Summary statistics have not been calculated for cell key: {cell_key}" ) if identifier not in self.feats.locations: - self.feats.mount_location(self.z[stats_loc], identifier) + self.feats.mount_location( + as_zarr_group(self.z[stats_loc], name=stats_loc), identifier + ) else: logger.debug(f"Location ({stats_loc}) already mounted") return identifier + @staticmethod + def _finalize_staged_mirror( + mirror: zarr.Array | None, + subset_hash: int, + subset_params: dict[str, Any], + ) -> None: + """Mark a mirrored staging array complete so staging reuses it as-is.""" + if mirror is None: + return + mirror.attrs["staged_subset_hash"] = subset_hash + mirror.attrs["staged_subset_params"] = subset_params + mirror.attrs["staged_complete"] = True + def save_normalized_data( self, cell_key: str, @@ -406,7 +520,8 @@ def save_normalized_data( log_transform: bool, renormalize_subset: bool, update_keys: bool, - ) -> daskArrayType: + mirror: zarr.Array | None = None, + ) -> ChunkedArray: """Create a new zarr group and saves the normalized data in the group for the selected features only. @@ -424,12 +539,12 @@ def save_normalized_data( to the documentation of the 'normed' method of the RNAassay for further description of this parameter. update_keys: Whether to update the keys. If True then the 'latest_feat_key' and - 'latest_feat_key' attributes of the assay will be updated. It can be useful + 'latest_cell_key' attributes of the assay will be updated. It can be useful to set False in case where you only need to save the normalized data but don't intend to use it directly. For example, when mapping onto a different dataset and aligning features to that dataset. - Returns: Dask array containing the normalized data + Returns: A chunked array containing the normalized data """ from .writers import dask_to_zarr @@ -445,9 +560,10 @@ def save_normalized_data( "renormalize_subset": renormalize_subset, } if location in self.z: + attrs = self.z[location].attrs if ( - subset_hash == self.z[location].attrs["subset_hash"] - and subset_params == self.z[location].attrs["subset_params"] + attrs.get("subset_hash") == subset_hash + and attrs.get("subset_params") == subset_params ): logger.info( f"Using existing normalized data with cell key {cell_key} and feat key {feat_key}" @@ -457,7 +573,10 @@ def save_normalized_data( feat_key.split("__", 1)[1] if feat_key != "I" else "I" ) self.attrs["latest_cell_key"] = cell_key - return from_zarr(self.z[location + "/data"], inline_array=True) + return ChunkedArray( + as_zarr_array(self.z[location + "/data"], name=location + "/data"), + nthreads=self.nthreads, + ) else: # Creating group here to overwrite all children self.z.create_group(location, overwrite=True) @@ -467,25 +586,36 @@ def save_normalized_data( log_transform=log_transform, renormalize_subset=renormalize_subset, ) - dask_to_zarr(vals, self.z, location + "/data", batch_size, self.nthreads) + dask_to_zarr( + vals, + self.z, + location + "/data", + vals.chunksize, + self.nthreads, + mirror=mirror, + ) self.z[location].attrs["subset_hash"] = subset_hash self.z[location].attrs["subset_params"] = subset_params + self._finalize_staged_mirror(mirror, subset_hash, subset_params) if update_keys: self.attrs["latest_feat_key"] = ( feat_key.split("__", 1)[1] if feat_key != "I" else "I" ) self.attrs["latest_cell_key"] = cell_key - return from_zarr(self.z[location + "/data"], inline_array=True) + return ChunkedArray( + as_zarr_array(self.z[location + "/data"], name=location + "/data"), + nthreads=self.nthreads, + ) def iter_normed_feature_wise( self, - cell_key: Optional[str], - feat_key: Optional[str], + cell_key: str | None, + feat_key: str | None, batch_size: int, - msg: Optional[str], + msg: str | None, as_dataframe: bool = True, - **norm_params, - ) -> Generator[Union[pd.DataFrame, Tuple[np.ndarray, np.ndarray]], None, None]: + **norm_params: Any, + ) -> Generator[pd.DataFrame | tuple[np.ndarray, np.ndarray], None, None]: """This generator iterates over all the features marked by `feat_key` in batches. @@ -498,8 +628,10 @@ def iter_normed_feature_wise( batch_size: Number of genes to be loaded in the memory at a time. msg: Message to be displayed in the progress bar as_dataframe: If true (default) then the yielded matrices are pandas dataframe + **norm_params: Extra keyword arguments forwarded to ``normed``. Returns: + Generator yielding DataFrames or (matrix, feature index) tuples. """ from .utils import tqdmbar @@ -515,7 +647,7 @@ def iter_normed_feature_wise( if msg is None: msg = "" - data: daskArrayType = self.normed( + data: ChunkedArray = self.normed( cell_idx=cell_idx, feat_idx=feat_idx, **norm_params, @@ -537,7 +669,7 @@ def iter_normed_feature_wise( ) def save_normed_for_query( - self, feat_key: Optional[str], batch_size: int, overwrite: bool = True + self, feat_key: str | None, batch_size: int, overwrite: bool = True ) -> None: """This methods dumps normalized values for features (as marked by `feat_key`) onto disk in the 'prenormed' slot under the assay's own @@ -554,7 +686,7 @@ def save_normed_for_query( Returns: None """ - from joblib import Parallel, delayed + from concurrent.futures import ThreadPoolExecutor from .writers import create_zarr_obj_array @@ -569,10 +701,13 @@ def write_wrapper(idx: str, v: np.ndarray) -> None: for mat, inds in self.iter_normed_feature_wise( None, feat_key, batch_size, "Saving features", False ): - Parallel(n_jobs=self.nthreads)( - delayed(write_wrapper)(inds[i], mat[i]) - for i in range(len(inds)) # type: ignore - ) + write_args = ((inds[i], mat[i]) for i in range(len(inds))) # type: ignore + if self.nthreads > 1: + with ThreadPoolExecutor(max_workers=self.nthreads) as ex: + list(ex.map(lambda args: write_wrapper(*args), write_args)) + else: + for args in write_args: + write_wrapper(*args) def save_aggregated_ordering( self, @@ -585,36 +720,68 @@ def save_aggregated_ordering( smoothen: bool = True, z_scale: bool = True, batch_size: int = 100, - **norm_params, - ): - """ + **norm_params: Any, + ) -> tuple[ChunkedArray, NDArray[Any]]: + """Bin normalized expression along a cell ordering and cache the result. Args: - cell_key: Name of the key (column) from cell attribute table. The data will be fetched for only those cells. - feat_key: Name of the key (column) from feature attribute table. - ordering_key: - min_exp: - window_size: - chunk_size: - smoothen: - z_scale: - batch_size: - **norm_params: + cell_key: Boolean column in cell metadata selecting cells. + feat_key: Boolean column in feature metadata selecting features. + ordering_key: Cell metadata column with pseudotime or ordering values. + min_exp: Minimum mean expression to retain a feature. + window_size: Rolling window size for smoothing along ordering. + chunk_size: Number of ordering bins stored per feature row. + smoothen: Whether to apply rolling-window smoothing. + z_scale: Whether to z-scale values within each feature. + batch_size: Feature batch size for iteration. + **norm_params: Extra keyword arguments forwarded to ``normed``. Returns: - + None """ from .utils import rolling_window from .writers import create_zarr_dataset - cell_ordering = self.cells.fetch(ordering_key, key=cell_key) + cell_ordering = np.asarray( + self.cells.fetch(ordering_key, key=cell_key), + dtype=float, + ) cell_idx, feat_idx = self._get_cell_feat_idx(cell_key, feat_key) - hashes = [hash(tuple(x)) for x in (cell_idx, feat_idx, cell_ordering)] + n_cells = cell_ordering.shape[0] + if cell_ordering.ndim != 1 or n_cells == 0: + raise ValueError("Cell ordering must be a non-empty one-dimensional array") + if not np.isfinite(cell_ordering).all(): + raise ValueError("Cell ordering must contain only finite values") + if not isinstance(window_size, int) or isinstance(window_size, bool): + raise TypeError("window_size must be an integer") + if not isinstance(chunk_size, int) or isinstance(chunk_size, bool): + raise TypeError("chunk_size must be an integer") + if window_size <= 0: + raise ValueError("window_size must be greater than zero") + if chunk_size <= 0: + raise ValueError("chunk_size must be greater than zero") + + effective_window = min(window_size, n_cells) + effective_bins = min(chunk_size, n_cells) + if effective_window != window_size: + logger.warning( + f"Reducing window_size from {window_size} to {effective_window} " + "for the selected cell count" + ) + if effective_bins != chunk_size: + logger.warning( + f"Reducing chunk_size from {chunk_size} to {effective_bins} " + "for the selected cell count" + ) + + hashes = [array_digest(x) for x in (cell_idx, feat_idx, cell_ordering)] params = { "min_exp": min_exp, "window_size": window_size, + "effective_window": effective_window, "chunk_size": chunk_size, + "effective_bins": effective_bins, "smoothen": smoothen, "z_scale": z_scale, "norm_params": norm_params, @@ -626,6 +793,8 @@ def save_aggregated_ordering( and hashes == self.z[location].attrs["hashes"] and "params" in self.z[location].attrs and params == self.z[location].attrs["params"] + and self.z[location].attrs.get("schema_version") + == PSEUDOTIME_AGGREGATION_SCHEMA_VERSION ): logger.info(f"Using existing aggregated data from {location}") else: @@ -638,13 +807,13 @@ def save_aggregated_ordering( location + "/data", (batch_size,), "float64", - (feat_idx.shape[0], chunk_size), + (feat_idx.shape[0], effective_bins), ) - ordering_idx = np.argsort(cell_ordering) - feat_idx = [] - valid_feats = [] + ordering_idx = np.argsort(cell_ordering, kind="stable") + stored_feat_idx: list[int] = [] + valid_feat_flags: list[bool] = [] s = 0 - for df in self.iter_normed_feature_wise( + for item in self.iter_normed_feature_wise( cell_key, feat_key, batch_size, @@ -652,44 +821,102 @@ def save_aggregated_ordering( True, **norm_params, ): - valid_feats.extend(list((df.mean() > min_exp).values)) - feat_idx.extend(list(df.columns)) + df = cast(pd.DataFrame, item) + stored_feat_idx.extend(list(df.columns)) + ordered = df.iloc[ordering_idx].to_numpy(dtype=float) + if not np.isfinite(ordered).all(): + invalid_columns = np.asarray(df.columns)[ + ~np.isfinite(ordered).all(axis=0) + ] + raise ValueError( + f"Normalized features contain non-finite values: " + f"{invalid_columns.tolist()}" + ) if smoothen: - df = rolling_window(df.reindex(ordering_idx).values, window_size) + ordered = rolling_window(ordered, effective_window) + if not np.isfinite(ordered).all(): + raise ValueError( + "Smoothed feature profiles contain non-finite values" + ) + + mean_expression = df.mean(axis=0).to_numpy(dtype=float) + standard_deviation = ordered.std(axis=0) + valid_features = ( + (mean_expression > min_exp) + & np.isfinite(standard_deviation) + & (standard_deviation > np.finfo(float).eps) + ) + valid_feat_flags.extend(valid_features.tolist()) if z_scale: - df = (df - df.mean(axis=0)) / df.std(axis=0) - df_mean = np.array( - [x.mean(axis=0) for x in np.array_split(df, chunk_size)] - ).T + processed = np.zeros_like(ordered, dtype=float) + processed[:, valid_features] = ( + ordered[:, valid_features] + - ordered[:, valid_features].mean(axis=0) + ) / standard_deviation[valid_features] + else: + processed = ordered.copy() + processed[:, ~valid_features] = 0.0 + df_mean = np.stack( + [ + values.mean(axis=0) + for values in np.array_split( + processed, + effective_bins, + axis=0, + ) + ], + axis=1, + ) + if not np.isfinite(df_mean).all(): + raise ValueError( + "Binned feature profiles contain non-finite values" + ) g[s : s + df_mean.shape[0]] = df_mean s += df_mean.shape[0] g = create_zarr_dataset( self.z, location + "/feature_indices", - (len(feat_idx),), + (len(stored_feat_idx),), "uint64", - (len(feat_idx),), + (len(stored_feat_idx),), ) - g[:] = np.array(feat_idx).astype(int) + g[:] = np.array(stored_feat_idx).astype(int) g = create_zarr_dataset( self.z, location + "/valid_features", - (len(feat_idx),), + (len(stored_feat_idx),), "bool", - (len(feat_idx),), + (len(stored_feat_idx),), ) - g[:] = np.array(valid_feats).astype(int) + g[:] = np.array(valid_feat_flags).astype(int) self.z[location].attrs["hashes"] = hashes - self.z[location].attrs["params"] = params + self.z[location].attrs["params"] = cast(Any, params) + self.z[location].attrs["schema_version"] = ( + PSEUDOTIME_AGGREGATION_SCHEMA_VERSION + ) - ret_val1 = from_zarr(self.z[location + "/data"], inline_array=True) - ret_val2 = self.z[location + "/feature_indices"][:] + ret_val1 = ChunkedArray( + as_zarr_array(self.z[location + "/data"], name=location + "/data"), + nthreads=self.nthreads, + ) + ret_val2 = np.asarray( + as_zarr_array( + self.z[location + "/feature_indices"], + name=location + "/feature_indices", + )[:] + ) if location + "/valid_features" in self.z: - valid_feats = self.z[location + "/valid_features"][:] + valid_feats = np.asarray( + as_zarr_array( + self.z[location + "/valid_features"], + name=location + "/valid_features", + )[:], + dtype=bool, + ) ret_val1 = ret_val1[valid_feats] ret_val2 = ret_val2[valid_feats] @@ -697,7 +924,7 @@ def save_aggregated_ordering( def score_features( self, - feature_names: List[str], + feature_names: list[str], cell_key: str, ctrl_size: int, n_bins: int, @@ -720,12 +947,19 @@ def score_features( from .feat_utils import binned_sampling - def _names_to_idx(i): + def _names_to_idx(i: list[str]) -> np.ndarray: return self.feats.get_index_by(i, "names", None) - def _calc_mean(i): + def _calc_mean(i: np.ndarray | list[str] | list[int]) -> np.ndarray: + if isinstance(i, list): + if not i or isinstance(i[0], str): + feat_selection = self.feats.get_index_by(i, "names", None) + else: + feat_selection = np.asarray(i, dtype=int) + else: + feat_selection = i return ( - self.normed(cell_idx=cell_idx, feat_idx=np.array(sorted(i))) + self.normed(cell_idx=cell_idx, feat_idx=np.sort(feat_selection)) .mean(axis=1) .compute() ) @@ -742,9 +976,18 @@ def _calc_mean(i): obs_avg, list(feature_idx), ctrl_size, n_bins, rand_seed ) cell_idx, _ = self._get_cell_feat_idx(cell_key, "I") - return _calc_mean(feature_idx) - _calc_mean(control_idx) + if isinstance(self, RNAassay) and self.normMethod is norm_lib_size: + means = self._mean_normed_feature_groups( + cell_idx, + { + "target": np.asarray(feature_idx, dtype=int), + "control": np.asarray(control_idx, dtype=int), + }, + ) + return np.asarray(means["target"] - means["control"]) + return np.asarray(_calc_mean(feature_idx) - _calc_mean(control_idx)) - def __repr__(self): + def __repr__(self) -> str: f = self.feats.fetch_all("I") assay_name = str(self.__class__).split(".")[-1][:-2] return f"{assay_name} {self.name} with {f.sum()}({len(f)}) features" @@ -755,7 +998,7 @@ class RNAassay(Assay): normalization of scRNA-Seq data. Args: - z (z_hierarchy.Group): Zarr hierarchy where raw data is located + z (zarr.Group): Zarr hierarchy where raw data is located name (str): A label/name for assay. cell_data: Metadata class object for the cell attributes. **kwargs: kwargs to be passed to the Assay class @@ -767,25 +1010,119 @@ class RNAassay(Assay): It is set to None until normed method is called. """ - def __init__(self, z: z_hierarchy.Group, name: str, cell_data: MetaData, **kwargs): - super().__init__(z=z, name=name, cell_data=cell_data, **kwargs) + def __init__( + self, + z: zarr.Group, + name: str, + cell_data: MetaData, + *, + workspace: str | None = None, + nthreads: int = 1, + min_cells_per_feature: int = 10, + **kwargs: Any, + ) -> None: + super().__init__( + z=z, + workspace=workspace, + name=name, + cell_data=cell_data, + nthreads=nthreads, + min_cells_per_feature=min_cells_per_feature, + **kwargs, + ) self.normMethod = norm_lib_size if "size_factor" in self.attrs: - self.sf = int(self.attrs["size_factor"]) + self.sf = int(cast(int, self.attrs["size_factor"])) else: self.sf = 1000 self.attrs["size_factor"] = self.sf - self.scalar = None + self.scalar: np.ndarray | None = None + + def save_normalized_data( + self, + cell_key: str, + feat_key: str, + batch_size: int, + location: str, + log_transform: bool, + renormalize_subset: bool, + update_keys: bool, + mirror: zarr.Array | None = None, + ) -> ChunkedArray: + if not renormalize_subset: + return super().save_normalized_data( + cell_key, + feat_key, + batch_size, + location, + log_transform, + renormalize_subset, + update_keys, + mirror=mirror, + ) + + from .writers import write_renorm_subset_to_zarr + + if feat_key != "I": + feat_key = cell_key + "__" + feat_key + cell_idx, feat_idx = self._get_cell_feat_idx(cell_key, feat_key) + subset_hash = self._create_subset_hash(cell_idx, feat_idx) + subset_params = { + "log_transform": log_transform, + "renormalize_subset": renormalize_subset, + } + if location in self.z: + attrs = self.z[location].attrs + if ( + attrs.get("subset_hash") == subset_hash + and attrs.get("subset_params") == subset_params + ): + logger.info( + f"Using existing normalized data with cell key {cell_key} and feat key {feat_key}" + ) + if update_keys: + self.attrs["latest_feat_key"] = ( + feat_key.split("__", 1)[1] if feat_key != "I" else "I" + ) + self.attrs["latest_cell_key"] = cell_key + return ChunkedArray( + as_zarr_array(self.z[location + "/data"], name=location + "/data"), + nthreads=self.nthreads, + ) + self.z.create_group(location, overwrite=True) + + write_renorm_subset_to_zarr( + self, + cell_idx, + feat_idx, + self.z, + location + "/data", + self.nthreads, + log_transform=log_transform, + mirror=mirror, + ) + self.z[location].attrs["subset_hash"] = subset_hash + self.z[location].attrs["subset_params"] = subset_params + self._finalize_staged_mirror(mirror, subset_hash, subset_params) + if update_keys: + self.attrs["latest_feat_key"] = ( + feat_key.split("__", 1)[1] if feat_key != "I" else "I" + ) + self.attrs["latest_cell_key"] = cell_key + return ChunkedArray( + as_zarr_array(self.z[location + "/data"], name=location + "/data"), + nthreads=self.nthreads, + ) def normed( self, - cell_idx: Optional[np.ndarray] = None, - feat_idx: Optional[np.ndarray] = None, + cell_idx: np.ndarray | None = None, + feat_idx: np.ndarray | None = None, renormalize_subset: bool = False, log_transform: bool = False, - **kwargs, - ) -> daskArrayType: - """This function normalizes the raw and returns a delayed dask array of + **kwargs: Any, + ) -> ChunkedArray: + """This function normalizes the raw and returns a delayed chunked array of the normalized data. Unlike the `normed` method in the generic Assay class this method is optimized for scRNA-Seq data and takes additional parameters that will be used by `norm_lib_size` (default normalization @@ -805,7 +1142,7 @@ class this method is optimized for scRNA-Seq data and takes additional **kwargs: kwargs have no effect here. Returns: - A dask array (delayed matrix) containing normalized data. + A chunked array (delayed matrix) containing normalized data. """ if cell_idx is None: cell_idx = self.cells.active_index("I") @@ -827,6 +1164,292 @@ class this method is optimized for scRNA-Seq data and takes additional self.normMethod = norm_method_cache return val + def iter_raw_column_blocks( + self, + cell_idx: np.ndarray, + feat_idx: np.ndarray, + batch_size: int, + msg: str | None = None, + ) -> Generator[tuple[int, np.ndarray, np.ndarray, float, str], None, None]: + """Read raw count column batches with remote-aware staging. + + Yields ``(block_idx, raw, feat_cols, read_sec, source)`` where ``raw`` has + shape ``(len(cell_idx), len(feat_cols))``. + """ + from .storage.zarr_store import is_remote_datastore + from .utils import iter_column_blocks + + zarr_arr = cast(zarr.Array, self.rawData._backing) + cell_idx = np.asarray(cell_idx) + feat_idx = np.asarray(feat_idx) + batch_size = max(1, batch_size) + batches = [ + feat_idx[s : s + batch_size] for s in range(0, len(feat_idx), batch_size) + ] + n_blocks = len(batches) + if msg: + logger.debug( + f"({self.name}) {msg}: {len(feat_idx)} features in " + f"{n_blocks} batches (width {batch_size})" + ) + + def read_block(block_idx: int) -> np.ndarray: + return _read_block(zarr_arr, cell_idx, batches[block_idx]) + + remote = is_remote_datastore("", self.z) + for block_idx, raw, read_sec, source in iter_column_blocks( + n_blocks, + read_block, + remote=remote, + msg=msg, + ): + yield block_idx, raw, batches[block_idx], read_sec, source + + def iter_raw_feature_columns( + self, + cell_idx: np.ndarray, + feat_idx: np.ndarray, + batch_size: int, + scalar: np.ndarray, + sf: float, + log_transform: bool = False, + prefetch_depth: int = 1, + msg: str | None = None, + ) -> Generator[tuple[np.ndarray, np.ndarray], None, None]: + """Iterate library-size normalized feature columns without streaming + the full normalized matrix. + + Raw count columns are read directly from the backing Zarr array in + chunk-aligned batches and normalized in memory using a precomputed + per-cell scalar (library size). Reads are prefetched in parallel. + + Args: + cell_idx: Integer indices of cells to include (in output order). + feat_idx: Integer indices of features to iterate over. + batch_size: Number of feature columns per batch. + scalar: Per-cell normalization factor aligned to ``cell_idx``. + sf: Size factor multiplier applied before dividing by ``scalar``. + log_transform: If True, apply ``log1p`` after normalization. + prefetch_depth: Number of batches to read ahead in parallel. + msg: Progress bar description. + + Yields: + Tuples of ``(normed_batch, feat_index_batch)`` where ``normed_batch`` + has shape ``(len(cell_idx), batch_columns)``. + """ + import time + + from .utils import process_rss_mb + + cell_idx = np.asarray(cell_idx) + scalar_col = np.asarray(scalar, dtype=np.float32).reshape(-1, 1) + scalar_col[scalar_col == 0] = 1 + feat_idx = np.asarray(feat_idx) + n_batches = max( + 1, (len(feat_idx) + max(1, batch_size) - 1) // max(1, batch_size) + ) + + for block_idx, raw, cols, read_sec, source in self.iter_raw_column_blocks( + cell_idx=cell_idx, + feat_idx=feat_idx, + batch_size=batch_size, + msg=msg, + ): + t0 = time.perf_counter() + normed = (sf * raw.astype(np.float32)) / scalar_col + if log_transform: + normed = np.log1p(normed) + if msg: + logger.debug( + f"({self.name}) {msg} batch {block_idx + 1}/{n_batches}: " + f"cols={len(cols)} read {read_sec:.1f}s ({source}) " + f"norm {time.perf_counter() - t0:.1f}s " + f"rss {process_rss_mb():.0f} MiB" + ) + yield normed, cols + + def _mean_normed_feature_groups( + self, + cell_idx: np.ndarray, + feature_groups: dict[str, np.ndarray], + block_rows: int | None = None, + ) -> dict[str, np.ndarray]: + """Per-cell mean of library-size normalized counts for each feature group. + + Reads the union of all requested feature columns once and streams over + row blocks aligned to the array's on-disk row chunk. This avoids the + full ChunkedArray normalization path (and + its repeated wide-chunk reads) used by ``normed`` when scoring small, + scattered gene sets such as cell cycle markers. Values are computed in + float64 to match ``norm_lib_size``. Row blocks are read ahead in + parallel and accumulated as they arrive (each writes a disjoint row + slice, so order does not matter). + """ + from .storage.budget import worker_prefetch_depth + from .utils import prefetch_blocks + + zarr_arr = cast(zarr.Array, self.rawData._backing) + cell_idx = np.asarray(cell_idx) + if self.normMethod is norm_lib_size and self.sf is None: + raise ValueError( + "RNA library-size normalization requires a size factor (sf), got None" + ) + sf = float(self.sf) if self.sf is not None else 1.0 + scalar = np.asarray( + self.cells.fetch_all(self.name + "_nCounts")[cell_idx], dtype=np.float64 + ) + scalar[scalar == 0] = 1 + + union = np.unique( + np.concatenate([np.asarray(v, dtype=int) for v in feature_groups.values()]) + ) + local_pos = { + key: np.searchsorted(union, np.asarray(idx, dtype=int)) + for key, idx in feature_groups.items() + } + + n_cells = len(cell_idx) + out = {key: np.empty(n_cells, dtype=np.float64) for key in feature_groups} + if n_cells == 0: + return out + + if block_rows is None: + chunks = getattr(zarr_arr, "chunks", None) + block_rows = int(chunks[0]) if chunks else n_cells + block_rows = max(1, int(block_rows)) + + starts = range(0, n_cells, block_rows) + + def read(start: int) -> tuple[int, np.ndarray]: + rows = cell_idx[start : start + block_rows] + return start, _read_block(zarr_arr, rows, union) + + max_ahead = worker_prefetch_depth() + for start, raw in prefetch_blocks(starts, read, max_ahead=max_ahead): + end = start + raw.shape[0] + normed = (sf * raw.astype(np.float64)) / scalar[start:end, None] + for key, pos in local_pos.items(): + out[key][start:end] = normed[:, pos].mean(axis=1) + return out + + def _streaming_feature_stats( + self, + cell_idx: np.ndarray, + feat_idx: np.ndarray, + ) -> dict[str, np.ndarray]: + """Per-feature library-size normalized stats in one streaming pass. + + Decodes each physical Zarr chunk at most once for the selected cells and + features, normalizes dense sub-tiles in float64 in place, and accumulates + per-feature nonzero count, sum, and sum of squares. Remote stores may + prefetch the next physical chunk while compute continues. Values match + ``norm_lib_size``. Returns ``normed_tot`` (sum), ``normed_n`` (nonzero + count), and ``sigmas`` (population variance). + """ + import time + + from .storage.zarr_store import is_remote_datastore + from .utils import iter_column_blocks, process_rss_mb + + zarr_arr = cast(zarr.Array, self.rawData._backing) + cell_idx = np.asarray(cell_idx) + feat_idx = np.asarray(feat_idx) + if self.normMethod is norm_lib_size and self.sf is None: + raise ValueError( + "RNA library-size normalization requires a size factor (sf), got None" + ) + sf = float(self.sf) if self.sf is not None else 1.0 + scalar = np.asarray( + self.cells.fetch_all(self.name + "_nCounts")[cell_idx], dtype=np.float64 + ) + scalar[scalar == 0] = 1 + inv_scalar = 1.0 / scalar + + n_features = len(feat_idx) + n_cells = len(cell_idx) + nz = np.zeros(n_features, dtype=np.float64) + s1 = np.zeros(n_features, dtype=np.float64) + s2 = np.zeros(n_features, dtype=np.float64) + if n_cells == 0 or n_features == 0: + return {"normed_tot": s1, "normed_n": nz, "sigmas": s2} + + chunks = getattr(zarr_arr, "chunks", None) + row_chunk = int(chunks[0]) if chunks and len(chunks) > 0 else n_cells + col_chunk = int(chunks[1]) if chunks and len(chunks) > 1 else n_features + row_chunk = max(1, row_chunk) + col_chunk = max(1, col_chunk) + + cell_pos = np.arange(n_cells, dtype=np.intp) + feat_pos = np.arange(n_features, dtype=np.intp) + cell_bins = np.asarray(cell_idx // row_chunk, dtype=np.intp) + feat_bins = np.asarray(feat_idx // col_chunk, dtype=np.intp) + + tiles: list[tuple[np.ndarray, np.ndarray, np.ndarray, np.ndarray]] = [] + for row_bin in np.unique(cell_bins): + cell_mask = cell_bins == row_bin + local_cells = cell_pos[cell_mask] + rows = cell_idx[cell_mask] + for col_bin in np.unique(feat_bins): + feat_mask = feat_bins == col_bin + local_feats = feat_pos[feat_mask] + cols = feat_idx[feat_mask] + tiles.append((local_cells, rows, local_feats, cols)) + + n_blocks = len(tiles) + remote = is_remote_datastore("", self.z) + sub_rows, sub_cols = _feature_stats_tile_shape( + max((len(rows) for _, rows, _, _ in tiles), default=1), + max((len(cols) for _, _, _, cols in tiles), default=1), + row_chunk=row_chunk, + col_chunk=col_chunk, + ) + + def read_block(block_idx: int) -> np.ndarray: + _, rows, _, cols = tiles[block_idx] + return _read_block(zarr_arr, rows, cols) + + def accumulate_block( + raw: np.ndarray, + local_cells: np.ndarray, + local_feats: np.ndarray, + ) -> None: + height = raw.shape[0] + width = raw.shape[1] + for row_start in range(0, height, sub_rows): + row_end = min(height, row_start + sub_rows) + local_inv = inv_scalar[local_cells[row_start:row_end]] + for col_start in range(0, width, sub_cols): + col_end = min(width, col_start + sub_cols) + band = raw[row_start:row_end, col_start:col_end] + feat_slice = local_feats[col_start:col_end] + nz[feat_slice] += (band > 0).sum(axis=0) + scaled = band.astype(np.float64, copy=True) + scaled *= sf + np.multiply(scaled, local_inv[:, None], out=scaled) + s1[feat_slice] += scaled.sum(axis=0) + s2[feat_slice] += np.einsum("ij,ij->j", scaled, scaled) + + for block_idx, raw, read_sec, source in iter_column_blocks( + n_blocks, + read_block, + remote=remote, + msg=f"({self.name}) Computing feature stats", + ): + local_cells, _, local_feats, _ = tiles[block_idx] + t_compute = time.perf_counter() + accumulate_block(raw, local_cells, local_feats) + compute_sec = time.perf_counter() - t_compute + logger.info( + f"({self.name}) feature stats block {block_idx + 1}/{n_blocks}: " + f"read {read_sec:.1f}s ({source}) compute {compute_sec:.1f}s " + f"rss {process_rss_mb():.0f} MiB" + ) + del raw + + mean = s1 / n_cells + sigmas = s2 / n_cells - np.square(mean) + return {"normed_tot": s1, "normed_n": nz, "sigmas": sigmas} + def set_feature_stats(self, cell_key: str) -> None: """Calculates summary statistics for the features of the assay using only cells that are marked True by the 'cell_key' parameter. @@ -845,33 +1468,49 @@ def set_feature_stats(self, cell_key: str) -> None: else: if identifier in self.feats.locations: del self.feats.locations[identifier] - n_cells = show_dask_progress( - (self.normed(cell_idx, feat_idx) > 0).sum(axis=0), - f"({self.name}) Computing nCells", - self.nthreads, - ) - tot = show_dask_progress( - self.normed(cell_idx, feat_idx).sum(axis=0), - f"({self.name}) Computing normed_tot", - self.nthreads, - ) - sigmas = show_dask_progress( - self.normed(cell_idx, feat_idx).var(axis=0), - f"({self.name}) Computing sigmas", - self.nthreads, - ) + n_used = int(len(cell_idx)) + # The single-pass streaming path only implements the library-size + # normalization formula (sf * raw / nCounts). Any other norm method + # (e.g. log-transformed or renormalized variants) falls back to the + # generic ChunkedArray reductions, which honour self.normMethod. + if self.normMethod is norm_lib_size: + stats = self._streaming_feature_stats(cell_idx, feat_idx) + n_cells = stats["normed_n"] + tot = stats["normed_tot"] + sigmas = stats["sigmas"] + else: + n_cells = show_dask_progress( + (self.normed(cell_idx, feat_idx) > 0).sum(axis=0), + f"({self.name}) Computing nCells", + self.nthreads, + ) + tot = show_dask_progress( + self.normed(cell_idx, feat_idx).sum(axis=0), + f"({self.name}) Computing normed_tot", + self.nthreads, + ) + sigmas = show_dask_progress( + self.normed(cell_idx, feat_idx).var(axis=0), + f"({self.name}) Computing sigmas", + self.nthreads, + ) # idx = n_cells > min_cells # self.feats.update_key(idx, key=feat_key) # n_cells, tot, sigmas = n_cells[idx], tot[idx], sigmas[idx] self.z.create_group(stats_loc, overwrite=True) - self.feats.mount_location(self.z[stats_loc], identifier) + self.feats.mount_location( + as_zarr_group(self.z[stats_loc], name=stats_loc), identifier + ) self.feats.insert( "normed_tot", tot.astype(float), overwrite=True, location=identifier ) + # Mean over the cells actually used (cell_key subset), matching the + # denominator of the variance computed above. self.cells.N counts all + # primary cells, including those filtered out, so it is not used here. self.feats.insert( "avg", - (tot / self.cells.N).astype(float), + (tot / max(1, n_used)).astype(float), overwrite=True, location=identifier, ) @@ -897,8 +1536,8 @@ def set_feature_stats(self, cell_key: str) -> None: return None def set_summary_stats( - self, cell_key: str = None, n_bins: int = 200, lowess_frac: float = 0.1 - ) -> Tuple[str, str]: + self, cell_key: str | None = None, n_bins: int = 200, lowess_frac: float = 0.1 + ) -> tuple[str, str]: """Calculates summary statistics for the features of the assay using only cells that are marked True by the 'cell_key' parameter. Args: @@ -913,7 +1552,7 @@ def set_summary_stats( c_var_col: The name of the column in the feature attribute table that contains the corrected variance values. """ - def col_renamer(x): + def col_renamer(x: str) -> str: return f"{identifier}_{x}" if cell_key is None: @@ -957,8 +1596,8 @@ def mark_hvgs( hvg_key_name: str, keep_bounds: bool, show_plot: bool, - max_cells: int, - **plot_kwargs, + max_cells: int | float, + **plot_kwargs: Any, ) -> None: """Identifies highly variable genes in the dataset. @@ -1004,7 +1643,7 @@ def mark_hvgs( **plot_kwargs: Keyword arguments for matplotlib.pyplot.scatter function """ - def col_renamer(x): + def col_renamer(x: str) -> str: return f"{identifier}_{x}" logger.info("Calculating summary statistics") @@ -1039,11 +1678,17 @@ def col_renamer(x): keep_bounds=keep_bounds, ) idx = idx & self.feats.fetch_all("I") & bl - n_valid_feats = idx.sum() - if top_n > n_valid_feats: + n_valid_feats = int(idx.sum()) + if n_valid_feats == 0: + raise ValueError( + "No features passed HVG candidate filters " + f"(min_cells={min_cells}, max_cells={max_cells}, " + f"min_mean={min_mean}, max_mean={max_mean})." + ) + if top_n >= n_valid_feats: logger.warning( f"WARNING: Number of valid features are less then value " - f"of parameter `top_n`: {top_n}. Resetting `top_n` to {n_valid_feats}" + f"of parameter `top_n`: {top_n}. Resetting `top_n` to {n_valid_feats - 1}" ) top_n = n_valid_feats - 1 min_var = ( @@ -1078,12 +1723,22 @@ class ATACassay(Assay): """This subclass of Assay is designed for feature selection and normalization of scATAC-Seq data.""" - def __init__(self, z: z_hierarchy.Group, name: str, cell_data: MetaData, **kwargs): + def __init__( + self, + z: zarr.Group, + name: str, + cell_data: MetaData, + *, + workspace: str | None = None, + nthreads: int = 1, + min_cells_per_feature: int = 10, + **kwargs: Any, + ) -> None: """This Assay subclass is designed for feature selection and normalization of scATAC-Seq data. Args: - z (z_hierarchy.Group): Zarr hierarchy where raw data is located + z (zarr.Group): Zarr hierarchy where raw data is located name (str): A label/name for assay. cell_data: Metadata class object for the cell attributes. **kwargs: @@ -1094,22 +1749,30 @@ def __init__(self, z: z_hierarchy.Group, name: str, cell_data: MetaData, **kwarg n_docs: Number of cells. Used for TF-IDF normalization n_docs_per_term: Number of cells per feature. Used for TF-IDF normalization """ - super().__init__(z=z, name=name, cell_data=cell_data, **kwargs) + super().__init__( + z=z, + workspace=workspace, + name=name, + cell_data=cell_data, + nthreads=nthreads, + min_cells_per_feature=min_cells_per_feature, + **kwargs, + ) self.normMethod = norm_tf_idf - self.n_term_per_doc = None - self.n_docs = None - self.n_docs_per_term = None + self.n_term_per_doc: np.ndarray | None = None + self.n_docs: int | None = None + self.n_docs_per_term: np.ndarray | None = None def normed( self, - cell_idx: Optional[np.ndarray] = None, - feat_idx: Optional[np.ndarray] = None, - **kwargs, - ) -> daskArrayType: - """This function normalizes the raw and returns a delayed dask array of + cell_idx: np.ndarray | None = None, + feat_idx: np.ndarray | None = None, + **kwargs: Any, + ) -> ChunkedArray: + """This function normalizes the raw and returns a delayed chunked array of the normalized data. Unlike the `normed` method in the generic Assay class this method is optimized for scATAC-Seq data. This method uses - the the normalization indicated by attribute self.normMethod which by + the normalization indicated by attribute self.normMethod which by default is set to `norm_tf_idf`. The TF-IDF normalization is performed using only the cells and features indicated by the 'cell_idx' and 'feat_idx' parameters. @@ -1123,13 +1786,13 @@ class this method is optimized for scATAC-Seq data. This method uses feature attribute table) **kwargs: - Returns: A dask array (delayed matrix) containing normalized data. + Returns: A chunked array (delayed matrix) containing normalized data. """ if cell_idx is None: cell_idx = self.cells.active_index("I") if feat_idx is None: feat_idx = self.feats.active_index("I") - counts: daskArrayType = self.rawData[:, feat_idx][cell_idx, :] + counts: ChunkedArray = self.rawData[:, feat_idx][cell_idx, :] self.n_term_per_doc = self.cells.fetch_all(self.name + "_nFeatures")[cell_idx] self.n_docs = len(cell_idx) self.n_docs_per_term = self.feats.fetch_all("nCells")[feat_idx] @@ -1157,7 +1820,9 @@ def set_feature_stats(self, cell_key: str) -> None: self.nthreads, ) self.z.create_group(stats_loc, overwrite=True) - self.feats.mount_location(self.z[stats_loc], identifier) + self.feats.mount_location( + as_zarr_group(self.z[stats_loc], name=stats_loc), identifier + ) self.feats.insert( "prevalence", prevalence.astype(float), overwrite=True, location=identifier ) @@ -1175,8 +1840,7 @@ def mark_prevalent_peaks( Args: cell_key: Cells to use for selection of most prevalent peaks. The provided value for `cell_key` should be a column in cell attributes table with boolean values. - top_n: Number of top prevalent peaks to be selected. This value is ignored if a value is provided - for `min_var` parameter. + top_n: Number of top prevalent peaks to be selected. (Default: 500) prevalence_key_name: Base label for marking prevalent peaks in the features attributes column. The value for 'cell_key' parameter is prepended to this value. @@ -1210,7 +1874,7 @@ class ADTassay(Assay): (feature-barcodes library) data from CITE-Seq experiments. Args: - z (z_hierarchy.Group): Zarr hierarchy where raw data is located + z (zarr.Group): Zarr hierarchy where raw data is located name (str): A label/name for assay. cell_data: Metadata class object for the cell attributes. **kwargs: @@ -1219,20 +1883,44 @@ class ADTassay(Assay): normMethod: Pointer to the function to be used for normalization of the raw data """ - def __init__(self, z: z_hierarchy.Group, name: str, cell_data: MetaData, **kwargs): - """This subclass of Assay is designed for normalization of ADT/HTO - (feature-barcodes library) data from CITE-Seq experiments.""" - super().__init__(z=z, name=name, cell_data=cell_data, **kwargs) + def __init__( + self, + z: zarr.Group, + name: str, + cell_data: MetaData, + *, + workspace: str | None = None, + nthreads: int = 1, + min_cells_per_feature: int = 10, + **kwargs: Any, + ) -> None: + """Initialize ADTassay with CLR normalization. + + Args: + z: Zarr hierarchy where raw data is located. + name: Assay label. + cell_data: Cell metadata object. + **kwargs: Forwarded to ``Assay.__init__`` (workspace, nthreads, etc.). + """ + super().__init__( + z=z, + workspace=workspace, + name=name, + cell_data=cell_data, + nthreads=nthreads, + min_cells_per_feature=min_cells_per_feature, + **kwargs, + ) self.normMethod = norm_clr def normed( self, - cell_idx: Optional[np.ndarray] = None, - feat_idx: Optional[np.ndarray] = None, - **kwargs, - ) -> daskArrayType: - """This function normalizes the raw and returns a delayed dask array of - the normalized data. This method uses the the normalization indicated + cell_idx: np.ndarray | None = None, + feat_idx: np.ndarray | None = None, + **kwargs: Any, + ) -> ChunkedArray: + """This function normalizes the raw and returns a delayed chunked array of + the normalized data. This method uses the normalization indicated by attribute self.normMethod which by default is set to `norm_clr`. The centered log-ratio normalization is performed using only the cells and features indicated by the 'cell_idx' and 'feat_idx' parameters. @@ -1246,7 +1934,7 @@ def normed( feature attribute table) **kwargs: - Returns: A dask array (delayed matrix) containing normalized data. + Returns: A chunked array (delayed matrix) containing normalized data. """ if cell_idx is None: cell_idx = self.cells.active_index("I") diff --git a/scarf/bio_data.py b/scarf/bio_data.py index b6b75952..9653b7cc 100644 --- a/scarf/bio_data.py +++ b/scarf/bio_data.py @@ -3,11 +3,9 @@ g. cell cycle genes). """ -from typing import List - __all__ = ["s_phase_genes", "g2m_phase_genes"] -s_phase_genes: List[str] = [ +s_phase_genes: list[str] = [ "MCM5", "PCNA", "TYMS", @@ -53,7 +51,7 @@ "E2F8", ] -g2m_phase_genes: List[str] = [ +g2m_phase_genes: list[str] = [ "HMGB2", "CDK1", "NUSAP1", diff --git a/scarf/chunked.py b/scarf/chunked.py new file mode 100644 index 00000000..6cc461fa --- /dev/null +++ b/scarf/chunked.py @@ -0,0 +1,787 @@ +"""A minimal, Zarr-backed chunked array used in place of Dask. + +This module provides ``ChunkedArray``, a lazy, row-chunked array over a Zarr +(or in-memory NumPy) 2D matrix. It mirrors the small slice of the Dask Array +API that Scarf relies on: + +- block iteration via ``.blocks`` (each block is one row-chunk) +- lazy element-wise ufuncs and broadcast arithmetic +- ``.dot`` against a small loadings matrix +- streaming, thread-parallel reductions (``sum``/``mean``/``var``/ + ``count_nonzero``/``argmax``) that run eagerly but lazily, returning a + deferred result so a progress bar with a message can still be attached. + +Element-wise operations stay lazy and are applied per row-block at compute +time. Reductions are evaluated by streaming over row-blocks and combining the +partial results, which keeps peak memory bounded and independent of the task +graph topology. +""" + +from collections.abc import Callable, Iterator +from typing import Any, Literal, cast + +import numpy as np +import zarr +from numpy.typing import NDArray + +__all__ = ["ChunkedArray", "Block"] + +type OpKind = Literal["unary", "binary", "matmul"] +type BType = Literal["scalar", "col", "row", "full"] +type Backing = np.ndarray | zarr.Array +type ReductionOp = Literal["sum", "mean", "var", "std", "count_nonzero", "argmax"] +type UfuncSide = Literal["left", "right"] +type BlockFn = Callable[[int, int, int], NDArray[Any]] + + +def _is_contiguous(idx: np.ndarray) -> bool: + """True if idx is a strictly increasing run of consecutive integers.""" + if idx.size == 0: + return True + return bool( + idx[0] >= 0 and np.array_equal(idx, np.arange(idx[0], idx[0] + idx.size)) + ) + + +class _Op: + """A structured element-wise (or matmul) operation on a ChunkedArray. + + Operations are recorded lazily and replayed per row-block at compute time. + Storing them structurally (rather than as opaque closures) lets indexing + re-subset per-feature and per-row operands so column/row selection can be + pushed through already-applied normalization. + """ + + __slots__ = ("kind", "func", "operand", "side", "btype") + + def __init__( + self, + kind: OpKind, + func: Callable[..., NDArray[Any]] | None = None, + operand: object | None = None, + side: UfuncSide = "left", + btype: BType | None = None, + ) -> None: + self.kind = kind # 'unary' | 'binary' | 'matmul' + self.func = func + self.operand = operand + self.side = side + self.btype = btype # for 'binary': 'scalar' | 'col' | 'row' | 'full' + + def apply(self, a: NDArray[Any], start: int, end: int) -> NDArray[Any]: + if self.kind == "unary": + assert self.func is not None + return np.asarray(self.func(a)) + if self.kind == "matmul": + return np.asarray(a @ self.operand) + assert self.func is not None + o = self.operand + if self.btype == "col": + o = np.asarray(o)[start:end] + if np.asarray(o).ndim == 1: + o = np.asarray(o).reshape(-1, 1) + elif self.btype == "full": + o = np.asarray(o)[start:end] + return ( + np.asarray(self.func(a, o)) + if self.side == "left" + else np.asarray(self.func(o, a)) + ) + + def subset_cols(self, col_idx: np.ndarray) -> "_Op": + if self.kind == "matmul": + raise NotImplementedError("Column-indexing after .dot is not supported") + if self.kind == "binary" and self.btype == "row": + return _Op( + "binary", self.func, np.asarray(self.operand)[col_idx], self.side, "row" + ) + if self.kind == "binary" and self.btype == "full": + return _Op( + "binary", + self.func, + np.asarray(self.operand)[:, col_idx], + self.side, + "full", + ) + return self + + def subset_rows(self, row_idx: np.ndarray) -> "_Op": + if self.kind == "binary" and self.btype == "col": + return _Op( + "binary", self.func, np.asarray(self.operand)[row_idx], self.side, "col" + ) + if self.kind == "binary" and self.btype == "full": + return _Op( + "binary", + self.func, + np.asarray(self.operand)[row_idx], + self.side, + "full", + ) + return self + + +def _unary_op(func: Callable[..., NDArray[Any]]) -> _Op: + return _Op("unary", func=func) + + +def _matmul_op(b: np.ndarray) -> _Op: + return _Op("matmul", operand=b) + + +def _classify_operand(other: object, n_rows: int, n_cols: int) -> tuple[BType, object]: + """Classify a binary operand for per-block broadcasting. + + Returns one of 'scalar', 'col' (per-row vector), 'row' (per-feature + vector) or 'full' (per-element matrix), along with the coerced operand. + """ + if np.isscalar(other): + return "scalar", other + arr = np.asarray(other) + if arr.ndim == 0: + return "scalar", arr + shape = arr.shape + if (arr.ndim == 1 and shape[0] == n_rows) or ( + arr.ndim == 2 and shape == (n_rows, 1) + ): + return "col", arr + if (arr.ndim == 1 and shape[0] == n_cols) or ( + arr.ndim == 2 and shape == (1, n_cols) + ): + return "row", arr + if arr.ndim == 2 and shape[0] == n_rows: + return "full", arr + if arr.size == 1: + return "scalar", arr + return "row", arr + + +def _binary_op( + func: Callable[..., NDArray[Any]], other: object, side: str, kind: BType +) -> _Op: + return _Op( + "binary", func=func, operand=other, side=cast(UfuncSide, side), btype=kind + ) + + +class Block: + """A single row-chunk view of a ChunkedArray.""" + + __slots__ = ("_parent", "_start", "_end", "_row_perm") + + def __init__( + self, + parent: "ChunkedArray", + start: int, + end: int, + row_perm: np.ndarray | None = None, + ) -> None: + self._parent = parent + self._start = start + self._end = end + self._row_perm = row_perm + + @property + def shape(self) -> tuple[int, int]: + n = (self._end - self._start) if self._row_perm is None else len(self._row_perm) + return (n, self._parent.out_cols) + + @property + def dtype(self) -> np.dtype[Any]: + return self._parent.dtype + + def compute( + self, nthreads: int | None = None, msg: str | None = None + ) -> np.ndarray: + a = self._parent._materialize_range(self._start, self._end) + if self._row_perm is not None: + a = a[self._row_perm] + return a + + def __array__(self, dtype: np.dtype[Any] | None = None) -> np.ndarray: + a = self.compute() + return a.astype(dtype) if dtype is not None else a + + def __getitem__(self, key: object) -> "Block": + # Supports block[row_index, :] used during merge row permutation. + if isinstance(key, tuple): + row_key = key[0] + else: + row_key = key + return Block(self._parent, self._start, self._end, row_perm=np.asarray(row_key)) + + +class _Reduction: + """A deferred reduction result that behaves like a NumPy array. + + It computes lazily and caches the result. ``compute`` accepts an optional + progress message; any other array-like use (arithmetic, ufuncs, attribute + access) forces evaluation transparently without a progress bar. + """ + + __slots__ = ("_parent", "_op", "_axis", "_cached") + + def __init__( + self, parent: "ChunkedArray", op: ReductionOp, axis: int | None + ) -> None: + self._parent = parent + self._op = op + self._axis = axis + self._cached: np.ndarray | None = None + + def compute( + self, nthreads: int | None = None, msg: str | None = None + ) -> np.ndarray: + if self._cached is None: + self._cached = self._parent._reduce(self._op, self._axis, nthreads, msg) + return self._cached + + @property + def _arr(self) -> np.ndarray: + return self.compute() + + def __array__(self, dtype: np.dtype[Any] | None = None) -> np.ndarray: + a = self._arr + return a.astype(dtype) if dtype is not None else a + + def __array_ufunc__( + self, ufunc: Any, method: str, *inputs: Any, **kwargs: Any + ) -> Any: + if method != "__call__": + return NotImplemented + resolved = tuple(i._arr if isinstance(i, _Reduction) else i for i in inputs) + return ufunc(*resolved, **kwargs) + + def __getattr__(self, item: str) -> Any: + return getattr(self._arr, item) + + def __len__(self) -> int: + return len(self._arr) + + def __iter__(self) -> Iterator[Any]: + return iter(self._arr) + + def __getitem__(self, key: object) -> Any: + return self._arr[cast(Any, key)] + + def _bin( + self, + other: object, + func: Callable[[NDArray[Any], NDArray[Any]], NDArray[Any]], + side: UfuncSide, + ) -> NDArray[Any]: + o_arr = other._arr if isinstance(other, _Reduction) else np.asarray(other) + return func(self._arr, o_arr) if side == "left" else func(o_arr, self._arr) + + def __mul__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.multiply, "left") + + def __rmul__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.multiply, "right") + + def __truediv__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.true_divide, "left") + + def __rtruediv__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.true_divide, "right") + + def __add__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.add, "left") + + def __radd__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.add, "right") + + def __sub__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.subtract, "left") + + def __rsub__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.subtract, "right") + + def __gt__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.greater, "left") + + def __lt__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.less, "left") + + def __ge__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.greater_equal, "left") + + def __le__(self, o: object) -> NDArray[Any]: + return self._bin(o, np.less_equal, "left") + + def __repr__(self) -> str: + return f"" + + +class ChunkedArray: + """A lazy, row-chunked 2D array backed by Zarr or NumPy.""" + + __array_priority__ = 1000.0 + + def __init__( + self, + backing: Backing, + rows: np.ndarray | None = None, + cols: np.ndarray | None = None, + ops: list[_Op] | None = None, + out_cols: int | None = None, + block_size: int | None = None, + nthreads: int = 1, + is_numpy: bool | None = None, + ) -> None: + self._backing = backing + self._rows = None if rows is None else np.asarray(rows) + self._cols = None if cols is None else np.asarray(cols) + self._ops: list[_Op] = list(ops) if ops else [] + self._nthreads = nthreads + if is_numpy is None: + is_numpy = isinstance(backing, np.ndarray) + self._is_numpy = is_numpy + backing_rows, backing_cols = backing.shape + self._n_rows = backing_rows if self._rows is None else int(self._rows.size) + base_cols = backing_cols if self._cols is None else int(self._cols.size) + self._out_cols = base_cols if out_cols is None else int(out_cols) + if block_size is None: + if self._is_numpy: + block_size = self._n_rows if self._n_rows > 0 else 1 + else: + from .storage.zarr_store import array_shard_rows + + block_size = array_shard_rows(cast(zarr.Array, self._backing)) + self._block_size = max(int(block_size), 1) + + @classmethod + def from_numpy( + cls, arr: np.ndarray, block_size: int | None = None, nthreads: int = 1 + ) -> "ChunkedArray": + arr = np.asarray(arr) + return cls(arr, block_size=block_size, nthreads=nthreads, is_numpy=True) + + @property + def shape(self) -> tuple[int, int]: + return (self._n_rows, self._out_cols) + + @property + def out_cols(self) -> int: + return self._out_cols + + @property + def dtype(self) -> np.dtype[Any]: + if not self._ops: + return self._backing.dtype + return np.dtype(np.float64) + + @property + def chunksize(self) -> tuple[int, int]: + return ( + min(self._block_size, self._n_rows) if self._n_rows else self._block_size, + self._out_cols, + ) + + @property + def numblocks(self) -> tuple[int, int]: + return (self._n_block_count(), 1) + + @property + def chunks(self) -> tuple[tuple[int, ...], tuple[int, ...]]: + sizes = tuple(e - s for s, e in self._ranges()) + return (sizes if sizes else (0,), (self._out_cols,)) + + @property + def nthreads(self) -> int: + return self._nthreads + + def __len__(self) -> int: + return self._n_rows + + def _n_block_count(self) -> int: + if self._n_rows == 0: + return 0 + return int(np.ceil(self._n_rows / self._block_size)) + + def _ranges(self) -> list[tuple[int, int]]: + return [ + (i, min(i + self._block_size, self._n_rows)) + for i in range(0, self._n_rows, self._block_size) + ] + + # -- materialization ------------------------------------------------- + def _read(self, start: int, end: int) -> np.ndarray: + if self._rows is None: + row_sel: slice | np.ndarray = slice(start, end) + rows_contiguous = True + else: + row_sel = self._rows[start:end] + rows_contiguous = _is_contiguous(row_sel) + if self._is_numpy: + numpy_backing = cast(np.ndarray, self._backing) + if self._cols is None: + return np.asarray(numpy_backing[row_sel]) + return np.asarray(numpy_backing[row_sel][:, self._cols]) + # Zarr backing + zarr_backing = cast(zarr.Array, self._backing) + if self._cols is None: + if isinstance(row_sel, slice): + return np.asarray(zarr_backing[row_sel, :]) + if rows_contiguous: + return np.asarray( + zarr_backing[int(row_sel[0]) : int(row_sel[-1]) + 1, :] + ) + return np.asarray( + zarr_backing.get_orthogonal_selection((row_sel, slice(None))) + ) + if isinstance(row_sel, slice): + return np.asarray( + zarr_backing.get_orthogonal_selection((row_sel, self._cols)) + ) + if rows_contiguous: + return np.asarray( + zarr_backing.get_orthogonal_selection( + (slice(int(row_sel[0]), int(row_sel[-1]) + 1), self._cols) + ) + ) + return np.asarray(zarr_backing.get_orthogonal_selection((row_sel, self._cols))) + + def _materialize_range(self, start: int, end: int) -> np.ndarray: + a = self._read(start, end) + for op in self._ops: + a = op.apply(a, start, end) + return a + + # -- block parallelism ---------------------------------------------- + def _map_blocks( + self, + fn: BlockFn, + nthreads: int | None, + msg: str | None, + ) -> list[NDArray[Any]]: + from .parallel import map_shards + + ranges = self._ranges() + nthreads = self._nthreads if nthreads is None else nthreads + results = map_shards(ranges, fn, workers=nthreads, msg=msg) + return [np.asarray(r) for r in results] + + def stream_blocks( + self, + nthreads: int | None = None, + msg: str | None = None, + prefetch: int | None = None, + ) -> Iterator[np.ndarray]: + """Yield materialized row blocks in order with bounded read-ahead. + + For sequential consumers (PCA/k-means/ANN fitting) that must see blocks + in order while the next few are fetched in the background. + """ + from .storage.budget import worker_prefetch_depth + from .parallel import stream_shards + + threads = self._nthreads if nthreads is None else nthreads + depth = worker_prefetch_depth(prefetch) + ranges = self._ranges() + yield from stream_shards( + ranges, + lambda r: self._materialize_range(r[0], r[1]), + workers=depth, + within_block_threads=threads if threads and threads > 1 else None, + msg=msg, + total=len(ranges), + ) + + def map_blocks( + self, + fn: BlockFn, + nthreads: int | None = None, + msg: str | None = None, + ) -> list[NDArray[Any]]: + """Public ordered map of ``fn(block_idx, start, end)`` over row blocks.""" + return self._map_blocks(fn, nthreads, msg) + + def compute( + self, nthreads: int | None = None, msg: str | None = None + ) -> np.ndarray: + if self._n_rows == 0: + return np.empty((0, self._out_cols), dtype=self.dtype) + + def fn(i: int, s: int, e: int) -> NDArray[Any]: + return self._materialize_range(s, e) + + parts = self._map_blocks(fn, nthreads, msg) + return np.vstack(parts) if len(parts) > 1 else parts[0] + + def __array__(self, dtype: np.dtype[Any] | None = None) -> np.ndarray: + a = self.compute() + return a.astype(dtype) if dtype is not None else a + + # -- blocks ---------------------------------------------------------- + @property + def blocks(self) -> Iterator[Block]: + for s, e in self._ranges(): + yield Block(self, s, e) + + # -- lazy elementwise ------------------------------------------------ + def _with_op(self, op: _Op, out_cols: int | None = None) -> "ChunkedArray": + return ChunkedArray( + self._backing, + rows=self._rows, + cols=self._cols, + ops=self._ops + [op], + out_cols=self._out_cols if out_cols is None else out_cols, + block_size=self._block_size, + nthreads=self._nthreads, + is_numpy=self._is_numpy, + ) + + def _unary(self, func: Callable[..., NDArray[Any]]) -> "ChunkedArray": + return self._with_op(_unary_op(func)) + + def _binary( + self, func: Callable[..., NDArray[Any]], other: object, side: str + ) -> "ChunkedArray": + if isinstance(other, _Reduction): + other = other._arr + kind, operand = _classify_operand(other, self._n_rows, self._out_cols) + return self._with_op(_binary_op(func, operand, side, kind)) + + def __array_ufunc__( + self, ufunc: Any, method: str, *inputs: Any, **kwargs: Any + ) -> Any: + if method != "__call__" or kwargs.get("out") is not None: + return NotImplemented + if len(inputs) == 1: + return self._unary(ufunc) + if len(inputs) == 2: + a, b = inputs + if a is self: + return self._binary(ufunc, b, "left") + return self._binary(ufunc, a, "right") + return NotImplemented + + def __mul__(self, o: object) -> "ChunkedArray": + return self._binary(np.multiply, o, "left") + + def __rmul__(self, o: object) -> "ChunkedArray": + return self._binary(np.multiply, o, "right") + + def __truediv__(self, o: object) -> "ChunkedArray": + return self._binary(np.true_divide, o, "left") + + def __rtruediv__(self, o: object) -> "ChunkedArray": + return self._binary(np.true_divide, o, "right") + + def __add__(self, o: object) -> "ChunkedArray": + return self._binary(np.add, o, "left") + + def __radd__(self, o: object) -> "ChunkedArray": + return self._binary(np.add, o, "right") + + def __sub__(self, o: object) -> "ChunkedArray": + return self._binary(np.subtract, o, "left") + + def __rsub__(self, o: object) -> "ChunkedArray": + return self._binary(np.subtract, o, "right") + + def __gt__(self, o: object) -> "ChunkedArray": + return self._binary(np.greater, o, "left") + + def __lt__(self, o: object) -> "ChunkedArray": + return self._binary(np.less, o, "left") + + def __ge__(self, o: object) -> "ChunkedArray": + return self._binary(np.greater_equal, o, "left") + + def __le__(self, o: object) -> "ChunkedArray": + return self._binary(np.less_equal, o, "left") + + def dot(self, b: np.ndarray | NDArray[Any]) -> "ChunkedArray": + b_arr = np.asarray(b) + return self._with_op(_matmul_op(b_arr), out_cols=b_arr.shape[1]) + + # -- indexing -------------------------------------------------------- + @staticmethod + def _local_positions(key: object, length: int) -> np.ndarray | None: + """Resolve an index key into integer positions within ``length``. + + Returns None for a full slice (no-op). + """ + if isinstance(key, slice): + if key == slice(None): + return None + return np.asarray(np.arange(length)[key]) + key_arr = np.asarray(key) + if key_arr.dtype == bool: + return np.asarray(np.arange(length)[key_arr]) + return np.asarray(key_arr.astype(int)) + + def __getitem__(self, key: object) -> "ChunkedArray": + if isinstance(key, tuple): + if len(key) != 2: + raise IndexError("ChunkedArray supports at most 2D indexing") + row_key, col_key = key + else: + row_key, col_key = key, slice(None) + + rows = self._rows + cols = self._cols + ops = self._ops + out_cols = self._out_cols + n_rows = self._n_rows + + col_pos = self._local_positions(col_key, out_cols) + if col_pos is not None: + ops = [op.subset_cols(col_pos) for op in ops] + base_cols = cols if cols is not None else np.arange(self._backing.shape[1]) + cols = base_cols[col_pos] + out_cols = int(col_pos.size) + + row_pos = self._local_positions(row_key, n_rows) + if row_pos is not None: + ops = [op.subset_rows(row_pos) for op in ops] + base_rows = rows if rows is not None else np.arange(self._backing.shape[0]) + rows = base_rows[row_pos] + n_rows = int(row_pos.size) + + block_size = n_rows if (self._is_numpy and n_rows > 0) else self._block_size + new = ChunkedArray( + self._backing, + rows=rows, + cols=cols, + ops=ops, + out_cols=out_cols, + block_size=block_size, + nthreads=self._nthreads, + is_numpy=self._is_numpy, + ) + return new + + # -- reductions (deferred, evaluated by streaming over blocks) ------- + def sum(self, axis: int | None = None) -> _Reduction: + return _Reduction(self, "sum", axis) + + def mean(self, axis: int | None = None) -> _Reduction: + return _Reduction(self, "mean", axis) + + def var(self, axis: int | None = None) -> _Reduction: + return _Reduction(self, "var", axis) + + def std(self, axis: int | None = None) -> _Reduction: + return _Reduction(self, "std", axis) + + def mean_and_std( + self, + axis: int = 0, + nthreads: int | None = None, + msg: str | None = None, + ) -> tuple[NDArray[Any], NDArray[Any]]: + """Compute column mean and std in a single pass over row blocks.""" + if axis != 0: + raise NotImplementedError("mean_and_std only supports axis=0") + + def fn(i: int, s: int, e: int) -> NDArray[Any]: + a = self._materialize_range(s, e).astype(np.float64, copy=False) + return np.array([a.sum(axis=0), np.square(a).sum(axis=0)]) + + parts = self._map_blocks(fn, nthreads, msg) + stacked = np.sum(parts, axis=0) + s1, s2 = stacked[0], stacked[1] + n = self._n_rows + mean = s1 / n + variance = s2 / n - np.square(mean) + return np.asarray(mean), np.asarray(np.sqrt(np.clip(variance, 0, None))) + + def count_nonzero(self, axis: int | None = None) -> _Reduction: + return _Reduction(self, "count_nonzero", axis) + + def argmax(self, axis: int | None = None) -> _Reduction: + return _Reduction(self, "argmax", axis) + + def _reduce( + self, + op: ReductionOp, + axis: int | None, + nthreads: int | None, + msg: str | None, + ) -> np.ndarray: + if axis == 1 or axis is None: + return self._reduce_axis1(op, axis, nthreads, msg) + return self._reduce_axis0(op, nthreads, msg) + + def _reduce_axis1( + self, + op: ReductionOp, + axis: int | None, + nthreads: int | None, + msg: str | None, + ) -> np.ndarray: + def fn(i: int, s: int, e: int) -> NDArray[Any]: + a = self._materialize_range(s, e) + if op == "sum": + return np.asarray(a.sum(axis=axis)) + if op == "mean": + return np.asarray(a.mean(axis=axis)) + if op == "var": + return np.asarray(a.var(axis=axis)) + if op == "std": + return np.asarray(a.std(axis=axis)) + if op == "count_nonzero": + return np.asarray(np.count_nonzero(a, axis=axis)) + if op == "argmax": + return np.asarray(a.argmax(axis=axis)) + raise ValueError(f"Unknown reduction {op}") + + parts = self._map_blocks(fn, nthreads, msg) + if axis is None: + arr = np.asarray(parts) + if op == "sum": + return np.asarray(arr.sum()) + if op == "mean": + return np.asarray(arr.mean()) + raise ValueError(f"Reduction {op} with axis=None is not supported") + return np.concatenate(parts) + + def _reduce_axis0( + self, op: ReductionOp, nthreads: int | None, msg: str | None + ) -> np.ndarray: + if op in ("sum", "mean"): + + def fn(i: int, s: int, e: int) -> NDArray[Any]: + a = self._materialize_range(s, e) + return np.asarray(a.sum(axis=0)) + + parts = self._map_blocks(fn, nthreads, msg) + total = np.sum(parts, axis=0) + if op == "mean": + return np.asarray(total / self._n_rows) + return np.asarray(total) + if op == "count_nonzero": + + def fn(i: int, s: int, e: int) -> NDArray[Any]: + a = self._materialize_range(s, e) + return np.asarray(np.count_nonzero(a, axis=0)) + + parts = self._map_blocks(fn, nthreads, msg) + return np.asarray(np.sum(parts, axis=0)) + if op in ("var", "std"): + + def fn(i: int, s: int, e: int) -> NDArray[Any]: + a = self._materialize_range(s, e).astype(np.float64, copy=False) + return np.array([a.sum(axis=0), np.square(a).sum(axis=0)]) + + parts = self._map_blocks(fn, nthreads, msg) + stacked = np.sum(parts, axis=0) + s1, s2 = stacked[0], stacked[1] + n = self._n_rows + mean = s1 / n + variance = s2 / n - np.square(mean) + if op == "std": + return np.asarray(np.sqrt(np.clip(variance, 0, None))) + return np.asarray(variance) + if op == "argmax": + raise NotImplementedError("argmax(axis=0) is not supported") + raise ValueError(f"Unknown reduction {op}") + + def __repr__(self) -> str: + return ( + f"ChunkedArray(shape={self.shape}, dtype={self.dtype}, " + f"chunksize={self.chunksize}, numblocks={self.numblocks[0]})" + ) diff --git a/scarf/datastore/base_datastore.py b/scarf/datastore/base_datastore.py index a1088b6f..d583e5df 100644 --- a/scarf/datastore/base_datastore.py +++ b/scarf/datastore/base_datastore.py @@ -1,22 +1,23 @@ -from typing import List, Union, Optional - import numpy as np import zarr +from collections.abc import Iterable +from typing import Any, cast + from loguru import logger +from .._types import ZarrMode, as_zarr_array, as_zarr_group from ..assay import RNAassay, ATACassay, ADTassay, Assay from ..metadata import MetaData from ..utils import show_dask_progress, controlled_compute, load_zarr, ZARRLOC -def sanitize_hierarchy( - z: zarr.Group, assay_name: str, workspace: Union[str, None] -) -> bool: +def sanitize_hierarchy(z: zarr.Group, assay_name: str, workspace: str | None) -> bool: """Test if an assay node in zarr object was created properly. Args: z: Zarr hierarchy object assay_name: String value with name of assay. + workspace: Workspace name (None for legacy layout without ``matrices/``). Returns: True if assay_name is present in z and contains `counts` and `featureData` child nodes else raises error @@ -24,21 +25,23 @@ def sanitize_hierarchy( if workspace is None: zw = z else: - zw = z[workspace] - if assay_name in zw: - if "featureData" not in zw[assay_name]: - raise KeyError(f"ERROR: 'featureData' not found in {assay_name}") - else: + zw = as_zarr_group(z[workspace], name=workspace) + if assay_name not in zw: raise KeyError(f"ERROR: {assay_name} not found in zarr file") + assay_zw = as_zarr_group(zw[assay_name], name=assay_name) + if "featureData" not in assay_zw: + raise KeyError(f"ERROR: 'featureData' not found in {assay_name}") if workspace is None: - if "counts" not in z[assay_name]: + if "counts" not in assay_zw: raise KeyError(f"ERROR: 'counts' not found in {assay_name}") else: if "matrices" not in z: - raise KeyError(f"ERROR: Workspace defined but no 'matrices' slot found") - if assay_name not in z["matrices"]: + raise KeyError("ERROR: Workspace defined but no 'matrices' slot found") + matrices = as_zarr_group(z["matrices"], name="matrices") + if assay_name not in matrices: raise KeyError(f"ERROR: {assay_name} not found in workspace matrices slot") - if "counts" not in z["matrices"][assay_name]: + matrix_assay = as_zarr_group(matrices[assay_name], name=assay_name) + if "counts" not in matrix_assay: raise KeyError( f"ERROR: 'counts' not found in {assay_name} in workspace matrices slot" ) @@ -67,6 +70,7 @@ class BaseDataStore: synchronizer: Used as `synchronizer` parameter when opening the Zarr file. Please refer to this page for more details: https://zarr.readthedocs.io/en/stable/api/sync.html. By default ThreadSynchronizer will be used. + workspace: Workspace name within the Zarr store (None for legacy single-workspace layout). Attributes: cells: MetaData object with cells and info about each cell (e. g. RNA_nCounts ids). @@ -77,18 +81,26 @@ class BaseDataStore: def __init__( self, zarr_loc: ZARRLOC, - assay_types: dict, + assay_types: dict[str, str], default_assay: str, min_features_per_cell: int, min_cells_per_feature: int, mito_pattern: str, ribo_pattern: str, nthreads: int, - zarr_mode: str, - workspace: Union[str, None], - synchronizer, + zarr_mode: ZarrMode, + workspace: str | None, + synchronizer: Any, + storage_options: dict[str, Any] | None = None, ): - self.z = load_zarr(zarr_loc=zarr_loc, mode=zarr_mode, synchronizer=synchronizer) + self.zarr_mode = zarr_mode + self.zarr_loc = zarr_loc + self.z = load_zarr( + zarr_loc=zarr_loc, + mode=zarr_mode, + synchronizer=synchronizer, + storage_options=storage_options, + ) self.workspace = workspace self.nthreads = nthreads # The order is critical here: @@ -119,13 +131,13 @@ def _load_cells(self) -> MetaData: Metadata object """ try: - cell_data: zarr.Group = self.zw["cellData"] # type: ignore + cell_data = as_zarr_group(self.zw["cellData"], name="cellData") except KeyError as e: raise KeyError(f"cellData not found in zarr file at {self.z.path}") from e return MetaData(cell_data) @property - def assay_names(self) -> List[str]: + def assay_names(self) -> list[str]: """Load all assay names present in the Zarr file. Zarr writers create an 'is_assay' attribute in the assay level and this function looks for presence of those attributes to load assay names. @@ -140,7 +152,7 @@ def assay_names(self) -> List[str]: assays.append(i) return assays - def _load_default_assay(self, assay_name: Optional[str] = None) -> str: + def _load_default_assay(self, assay_name: str | None = None) -> str: """This function sets a given assay name as defaultAssay attribute. If `assay_name` value is None then the top-level directory attributes in the Zarr file are looked up for presence of previously used default @@ -154,11 +166,12 @@ def _load_default_assay(self, assay_name: Optional[str] = None) -> str: """ if assay_name is None: if "defaultAssay" in self.zw.attrs: - assay_name = self.zw.attrs["defaultAssay"] + assay_name = cast(str, self.zw.attrs["defaultAssay"]) else: if len(self.assay_names) == 1: assay_name = self.assay_names[0] - self.zw.attrs["defaultAssay"] = assay_name + if self.zarr_mode == "r+": + self.zw.attrs["defaultAssay"] = assay_name else: raise ValueError( "ERROR: You have more than one assay data. " @@ -172,17 +185,19 @@ def _load_default_assay(self, assay_name: Optional[str] = None) -> str: logger.info( f"Default assay changed from {self.zw.attrs['defaultAssay']} to {assay_name}" ) - self.zw.attrs["defaultAssay"] = assay_name + if self.zarr_mode == "r+": + self.zw.attrs["defaultAssay"] = assay_name else: raise ValueError( f"ERROR: The provided default assay name: {assay_name} was not found. " f"Please Choose one from: {' '.join(self.assay_names)}\n" "Please note that the names are case-sensitive." ) + assert assay_name is not None return assay_name def _load_assays( - self, min_cells: int, custom_assay_types: Optional[dict] = None + self, min_cells: int, custom_assay_types: dict | None = None ) -> None: """This function loads all the assay names present in attribute `assayNames` as Assay objects. An attempt is made to automatically @@ -226,7 +241,12 @@ def _load_assays( ) if "assayTypes" not in self.zw.attrs: self.zw.attrs["assayTypes"] = {} - z_attrs = dict(self.zw.attrs["assayTypes"]) + raw_types = self.zw.attrs["assayTypes"] + z_attrs: dict[str, str] = ( + {str(k): str(v) for k, v in raw_types.items()} + if isinstance(raw_types, dict) + else {} + ) if custom_assay_types is None: custom_assay_types = {} for i in self.assay_names: @@ -281,8 +301,8 @@ def _load_assays( def _get_assay( self, - from_assay: Union[str, None], - ) -> Union[Assay, RNAassay, ADTassay, ATACassay]: + from_assay: str | None, + ) -> Assay | RNAassay | ADTassay | ATACassay: """This is a convenience function used internally to quickly obtain the assay object that is linked to an assay name. @@ -293,7 +313,9 @@ def _get_assay( """ if from_assay is None or from_assay == "": from_assay = self._defaultAssay - return self.__getattribute__(from_assay) + return cast( + Assay | RNAassay | ADTassay | ATACassay, self.__getattribute__(from_assay) + ) def _get_latest_feat_key(self, from_assay: str) -> str: """Looks up the value in assay level attributes for key @@ -306,7 +328,7 @@ def _get_latest_feat_key(self, from_assay: str) -> str: Name of the latest feature that was used to run `save_normalized_data` """ assay = self._get_assay(from_assay) - return assay.attrs["latest_feat_key"] + return cast(str, assay.attrs["latest_feat_key"]) def _get_latest_cell_key(self, from_assay: str) -> str: """Looks up the value in assay level attributes for key @@ -319,13 +341,13 @@ def _get_latest_cell_key(self, from_assay: str) -> str: Name of the latest feature that was used to run `save_normalized_data` """ assay = self._get_assay(from_assay) - return assay.attrs["latest_cell_key"] + return cast(str, assay.attrs.get("latest_cell_key", "I")) def _ini_cell_props( self, min_features: int, - mito_pattern: Optional[str], - ribo_pattern: Optional[str], + mito_pattern: str | None, + ribo_pattern: str | None, ) -> None: """This function is called on class initialization. For each assay, it calculates per-cell statistics i.e. nCounts, nFeatures, percentMito and @@ -350,7 +372,7 @@ def _ini_cell_props( self.nthreads, ) self.cells.insert(var_name, n_c.astype(np.float64), overwrite=True) - if type(assay) == RNAassay: + if isinstance(assay, RNAassay): min_nc = min(n_c) if min(n_c) < assay.sf: logger.warning( @@ -366,7 +388,7 @@ def _ini_cell_props( ) self.cells.insert(var_name, n_f.astype(np.float64), overwrite=True) - if type(assay) == RNAassay: + if isinstance(assay, RNAassay): if mito_pattern == "": pass else: @@ -432,7 +454,9 @@ def set_default_assay(self, assay_name: str) -> None: """ if assay_name not in self.assay_names: available = ", ".join(self.assay_names) - raise ValueError(f"Assay '{assay_name}' not found. Available assays: {available}") + raise ValueError( + f"Assay '{assay_name}' not found. Available assays: {available}" + ) self._defaultAssay = assay_name self.zw.attrs["defaultAssay"] = assay_name @@ -451,14 +475,12 @@ def get_cell_vals( given feature from normalized matrix. Args: - from_assay: Name of assay to be used. If no value is provided then the default assay will be used. - cell_key: One of the columns from cell metadata table that indicates the cells to be used. The values in - the chosen column should be boolean (Default value: 'I') - k: A cell metadata column or name of a feature. - clip_fraction: This value is multiplied by 100 and the percentiles are soft-clipped from either end. - (Default value: 0) - use_precached: Whether to use pre-calculated values from 'prenormed' slot. Used only if 'prenormed' is - present (Default value: True) + from_assay: Name of assay to be used. + cell_key: Boolean column in cell metadata selecting cells (default: ``'I'``). + k: Cell metadata column name or feature name whose values are fetched. + clip_fraction: Fraction (0-1) for soft percentile clipping of numeric values. + use_precached: Use values from the ``prenormed`` slot when available. + cache_key: Zarr group name for precached feature values (default: ``'prenormed'``). Returns: The requested values @@ -476,12 +498,17 @@ def get_cell_vals( ) vals = None if use_precached and cache_key in assay.z: - g = assay.z[cache_key] + g = as_zarr_group(assay.z[cache_key], name=cache_key) vals = np.zeros(assay.cells.N) n_feats = 0 for i in feat_idx: - if i in g: - vals += assay.z[cache_key][i][:] + feat_key = str(i) + if feat_key in g: + feat_vals = np.asarray( + as_zarr_array(g[feat_key], name=feat_key)[:], + dtype=np.float64, + ) + vals += feat_vals n_feats += 1 if n_feats == 0: logger.debug(f"Could not find prenormed values for feat: {k}") @@ -510,8 +537,8 @@ def get_cell_vals( vals[vals > max_v] = max_v return vals - def __repr__(self): - def formatter(label, iter_vals): + def __repr__(self) -> str: + def formatter(label: str | None, iter_vals: Iterable[str]) -> str: if label is None: line = "" else: @@ -545,11 +572,15 @@ def formatter(label, iter_vals): f"features and following metadata:" ) res += formatter(None, assay.feats.columns) - if "projections" in self.zw[i]: - targets = [] - layouts = [] - for j in self.zw[i]["projections"]: - if isinstance(self.zw[i]["projections"][j], zarr.Group): # type: ignore + assay_group = as_zarr_group(self.zw[i], name=i) + if "projections" in assay_group: + targets: list[str] = [] + layouts: list[str] = [] + projections = as_zarr_group( + assay_group["projections"], name="projections" + ) + for j in projections: + if isinstance(projections[j], zarr.Group): targets.append(j) else: layouts.append(j) diff --git a/scarf/datastore/datastore.py b/scarf/datastore/datastore.py index c0b4b55d..0d3ca362 100644 --- a/scarf/datastore/datastore.py +++ b/scarf/datastore/datastore.py @@ -1,18 +1,174 @@ -from typing import Iterable, List, Literal, Optional, Tuple, Union +import time +from collections.abc import Iterable, Sequence +from typing import Any, Literal, cast import numpy as np import pandas as pd -from dask import array as daskarr +import zarr from loguru import logger - -from ..assay import Assay, ATACassay, RNAassay +from numpy.typing import NDArray + +from .._types import ZarrMode, as_zarr_array, as_zarr_group +from ..assay import ( + PSEUDOTIME_AGGREGATION_SCHEMA_VERSION, + Assay, + ATACassay, + RNAassay, +) +from ..chunked import ChunkedArray from ..feat_utils import hto_demux -from ..utils import ZARRLOC, controlled_compute, tqdmbar -from ..writers import create_zarr_dataset, create_zarr_obj_array +from ..markers import resolve_marker_gene_batch_size, sort_marker_results +from ..utils import ZARRLOC, array_digest, controlled_compute, tqdmbar +from ..writers import create_zarr_dataset from .mapping_datastore import MappingDatastore __all__ = ["DataStore"] +_MARKER_LAYOUT_V2 = "compact_v2" +_MARKER_STAT_COLUMNS = ( + "score", + "mean", + "mean_rest", + "frac_exp", + "frac_exp_rest", + "fold_change", + "p_value", +) +_MARKER_OUT_COLUMNS = ("feature_index", *_MARKER_STAT_COLUMNS) + + +def _feature_column_chunk(assay: Assay, n_features: int) -> int: + backing = getattr(assay.rawData, "_backing", None) + chunks = getattr(backing, "chunks", None) + if chunks and len(chunks) > 1: + return max(1, int(chunks[1])) + return max(1, int(n_features)) + + +def _shared_marker_feature_index(markers: dict[Any, pd.DataFrame]) -> np.ndarray: + for vals in markers.values(): + if len(vals) != 0: + return np.sort(np.asarray(vals.index.values, dtype=np.int32)) + raise ValueError("Cannot save empty marker results") + + +def _marker_stats_matrix(vals: pd.DataFrame, feature_index: np.ndarray) -> np.ndarray: + aligned = vals.reindex(feature_index) + return np.asarray( + aligned.loc[:, list(_MARKER_STAT_COLUMNS)].to_numpy(dtype=np.float64) + ) + + +def _write_compact_marker_stats( + cluster_group: zarr.Group, + stats: np.ndarray, +) -> None: + from ..storage.zarr_store import ZarrArraySpec, create_numeric_array + + n_features = int(stats.shape[0]) + spec = ZarrArraySpec( + shape=(n_features, len(_MARKER_STAT_COLUMNS)), + chunks=(n_features, len(_MARKER_STAT_COLUMNS)), + dtype="float64", + overwrite=True, + ) + arr = create_numeric_array(cluster_group, "stats", spec) + arr[:] = stats + + +def _load_marker_cluster_frame( + slot_group: zarr.Group, + cluster_group: zarr.Group, + feature_names: np.ndarray, + *, + group_id: Any, +) -> pd.DataFrame: + out_cols = list(_MARKER_OUT_COLUMNS) + if slot_group.attrs.get("layout") == _MARKER_LAYOUT_V2 and "stats" in cluster_group: + feature_index = np.asarray( + as_zarr_array(slot_group["feature_index"], name="feature_index")[:] + ) + stats = np.asarray(as_zarr_array(cluster_group["stats"], name="stats")[:]) + df = pd.DataFrame(stats, columns=list(_MARKER_STAT_COLUMNS)) + df["feature_index"] = feature_index + df["feature_name"] = feature_names[feature_index.astype(int)] + df["group_id"] = group_id + return sort_marker_results(df[["group_id", "feature_name", *out_cols[1:]]]) + + available_cols = [col for col in out_cols if col in cluster_group] + if not available_cols: + return pd.DataFrame([[] for _ in out_cols], index=out_cols).T + cols = [ + np.asarray(as_zarr_array(cluster_group[x], name=x)[:]) for x in available_cols + ] + df = pd.DataFrame(cols, index=available_cols).T + df["group_id"] = group_id + df["feature_name"] = feature_names[df.feature_index.astype("int")] + return df[["group_id", "feature_name", *available_cols[1:]]] + + +def _validated_pseudotime_regressor( + assay: Assay, + cell_key: str, + pseudotime_key: str, +) -> np.ndarray: + try: + pseudotime = np.asarray( + assay.cells.fetch(pseudotime_key, key=cell_key), + dtype=float, + ) + except (TypeError, ValueError) as exc: + raise TypeError( + f"Pseudotime column '{pseudotime_key}' must be numeric" + ) from exc + + if pseudotime.ndim != 1: + raise ValueError( + f"Pseudotime column '{pseudotime_key}' must be one-dimensional" + ) + expected_size = assay.cells.active_index(cell_key).shape[0] + if pseudotime.shape[0] != expected_size: + raise ValueError( + f"Pseudotime column '{pseudotime_key}' has {pseudotime.shape[0]} values, " + f"but cell_key '{cell_key}' selects {expected_size} cells" + ) + if not np.isfinite(pseudotime).all(): + validity_key = f"{pseudotime_key}__valid" + if validity_key in assay.cells.columns: + raise ValueError( + f"Pseudotime column '{pseudotime_key}' contains unscored cells. " + f"Use cell_key='{validity_key}' for downstream analysis" + ) + raise ValueError( + f"Pseudotime column '{pseudotime_key}' contains non-finite values" + ) + if pseudotime.size < 2 or np.unique(pseudotime).size < 2: + raise ValueError( + f"Pseudotime column '{pseudotime_key}' must contain at least two distinct values" + ) + return pseudotime + + +def _group_assignment_digest(values: np.ndarray) -> str: + return array_digest(np.asarray(values).astype(str)) + + +def _scatter_feature_clusters( + n_features: int, + feature_indices: np.ndarray, + clusters: np.ndarray, + unassigned_value: int, +) -> np.ndarray: + feature_indices = np.asarray(feature_indices, dtype=int) + clusters = np.asarray(clusters, dtype=int) + if feature_indices.shape != clusters.shape: + raise ValueError("Feature indices and cluster assignments are misaligned") + if unassigned_value in clusters: + raise ValueError("unassigned_value conflicts with an assigned feature cluster") + values = np.full(n_features, unassigned_value, dtype=int) + values[feature_indices] = clusters + return values + class DataStore(MappingDatastore): """This class extends MappingDatastore and consequently inherits methods of @@ -41,22 +197,45 @@ class DataStore(MappingDatastore): synchronizer: Used as `synchronizer` parameter when opening the Zarr file. Please refer to this page for more details: https://zarr.readthedocs.io/en/stable/api/sync.html. By default ThreadSynchronizer will be used. + mem_budget: Memory budget bounding streaming and concurrency. Accepts bytes, a suffixed size + (e.g. '8G'), or a fraction of total system memory (e.g. '0.6'). When None, it is + auto-detected (SCARF_MEM_BUDGET env var, else total system memory). Override it to + simulate reading on a machine with a different memory size than the writer. + working_copies: Number of concurrent in-memory working copies the memory budget is divided + across. When None, uses SCARF_WORKING_COPIES env var or the default. """ def __init__( self, zarr_loc: ZARRLOC, - assay_types: Optional[dict] = None, - default_assay: Optional[str] = None, + assay_types: dict[str, str] | None = None, + default_assay: str | None = None, min_features_per_cell: int = 10, min_cells_per_feature: int = 20, - mito_pattern: Optional[str] = None, - ribo_pattern: Optional[str] = None, + mito_pattern: str | None = None, + ribo_pattern: str | None = None, nthreads: int = 2, - zarr_mode: str = "r+", - workspace: Union[str, None] = None, - synchronizer=None, - ): + zarr_mode: ZarrMode = "r+", + workspace: str | None = None, + synchronizer: Any = None, + zarrProfile: Literal["fast_local", "cloud"] | None = None, + storage_options: dict[str, Any] | None = None, + mem_budget: int | str | None = None, + working_copies: int | None = None, + ) -> None: + from ..storage.budget import resolve_budget, set_resource_budget + from ..storage.zarr_store import ( + configure_zarr_io_for_profile, + set_storage_profile, + ) + + set_storage_profile(zarrProfile) + set_resource_budget( + resolve_budget( + memory=mem_budget, workers=nthreads, working_copies=working_copies + ) + ) + configure_zarr_io_for_profile() if zarr_mode not in ["r", "r+"]: raise ValueError( "ERROR: Zarr file can only be accessed using either 'r' or 'r+' mode" @@ -73,6 +252,7 @@ def __init__( zarr_mode=zarr_mode, workspace=workspace, synchronizer=synchronizer, + storage_options=storage_options, ) def get_assay(self, assay_name: str) -> Assay: @@ -87,7 +267,7 @@ def get_assay(self, assay_name: str) -> Assay: if assay_name not in self.assay_names: raise ValueError(f"ERROR: Assay {assay_name} not found in the Zarr file") else: - return getattr(self, assay_name) + return cast(Assay, getattr(self, assay_name)) def filter_cells( self, @@ -139,7 +319,7 @@ def filter_cells( def auto_filter_cells( self, - attrs: Optional[Iterable[str]] = None, + attrs: Iterable[str] | None = None, min_p: float = 0.01, max_p: float = 0.99, show_qc_plots: bool = True, @@ -198,10 +378,20 @@ def auto_filter_cells( def mark_hto_identities( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, label: str = "Hashtag_identity", ) -> None: + """Assign HTO hashtag identities to cells using demultiplexing. + + Args: + from_assay: HTO assay name (default: ``'HTO'``). + cell_key: Boolean cell metadata column selecting cells (default: latest for assay). + label: Column name to store identities in cell metadata. + + Returns: + None + """ if from_assay is None: from_assay = "HTO" if cell_key is None: @@ -220,11 +410,196 @@ def mark_hto_identities( key=cell_key, ) + def run_doublet_detection( + self, + cluster_key: str, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + cluster_sample_fraction: float = 0.05, + max_cells_per_cluster: int = 100, + simulation_ratio: float = 1.0, + heterotypic_fraction: float = 0.8, + save_k: int = 5, + smoothing_t: int = 2, + normalize_scores: bool = True, + label: str = "doublet_score", + batch_size: int = 1000, + random_seed: int = 4444, + ) -> None: + """Flag potential doublets by simulating and mapping synthetic doublets. + + Synthetic doublets are simulated by summing the raw counts of pairs of + observed cells drawn from a per-cluster subsample, with a tunable bias + toward cross-cluster (heterotypic) pairs. The simulated profiles are + projected onto the existing reference graph with `run_mapping`, and each + reference cell is scored by how frequently it appears among the nearest + neighbours of the simulated doublets (`get_mapping_score`). The score is + then diffused over the KNN graph using the same operator as + `get_imputed`. The final per-cell score is written to cell metadata so + that users can threshold and filter doublets themselves. This is a + graph-native adaptation of the Scrublet and DoubletFinder approach. + + Args: + cluster_key: Cell metadata column with cluster or group labels used + to stratify the candidate pool (for example ``'RNA_cluster'``). + from_assay: Assay to use. Defaults to the latest used assay. Only + RNAassay type assays are supported. + cell_key: Cell key matching the desired graph (default: ``'I'``). + feat_key: Feature key matching the desired graph. Defaults to the + latest used feature key for the assay. + cluster_sample_fraction: Fraction of cells sampled from each cluster + to build the candidate pool. (Default value: 0.05) + max_cells_per_cluster: Cap on the number of cells sampled per cluster. + (Default value: 100) + simulation_ratio: Number of simulated doublets expressed as a + multiple of the number of reference cells. (Default value: 1.0) + heterotypic_fraction: Fraction of simulated doublets forced to be + cross-cluster. Set to 0 to disable the bias. (Default value: 0.8) + save_k: Number of reference neighbours stored per simulated doublet. + (Default value: 5) + smoothing_t: Diffusion power used to smoothen scores over the graph, + same as the ``t`` parameter of `get_imputed`. (Default value: 2) + normalize_scores: If True, the final score is min-max scaled to the + 0-1 range for interpretability. (Default value: True) + label: Base name for the score column in cell metadata. The assay + name (and cell key when not ``'I'``) is prepended. + (Default value: 'doublet_score') + batch_size: Number of simulated doublets written per batch. + (Default value: 1000) + random_seed: Seed for reproducible sampling. (Default value: 4444) + + Returns: + None + """ + import shutil + import tempfile + + from scipy.sparse import csr_matrix + + from ..doublet_utils import ( + sample_cluster_pool, + simulate_doublet_pairs, + write_doublet_target_zarr, + ) + + from_assay, cell_key, feat_key = self._get_latest_keys( + from_assay, cell_key, feat_key + ) + source_assay = self._get_assay(from_assay) + if type(source_assay) != RNAassay: # noqa: E721 + raise TypeError( + "ERROR: Doublet detection is only supported for RNAassay type assays. " + f"The provided assay is {type(source_assay)} type" + ) + if cluster_key not in self.cells.columns: + raise ValueError( + f"ERROR: `cluster_key` {cluster_key} not found in cell metadata. Provide a column " + f"with cluster or group labels, for example '{from_assay}_cluster'" + ) + + rng = np.random.default_rng(random_seed) + active_idx = self.cells.active_index(cell_key) + n_active = len(active_idx) + clusters = self.cells.fetch(cluster_key, key=cell_key) + + pool_positions = sample_cluster_pool( + clusters, cluster_sample_fraction, max_cells_per_cluster, rng + ) + pool_clusters = np.asarray(clusters)[pool_positions] + pool_raw_rows = np.asarray(active_idx)[pool_positions] + logger.info( + f"Sampled {len(pool_positions)} cells across " + f"{len(np.unique(pool_clusters))} clusters to seed doublet simulation" + ) + + pool_counts = controlled_compute( + source_assay.rawData[pool_raw_rows, :], self.nthreads + ) + pool_csr = csr_matrix(pool_counts) + + n_sim = max(1, int(round(simulation_ratio * n_active))) + left, right = simulate_doublet_pairs( + pool_clusters, n_sim, heterotypic_fraction, rng + ) + sim_counts = (pool_csr[left] + pool_csr[right]).tocsr() + logger.info(f"Simulated {n_sim} synthetic doublets") + + temp_dir = tempfile.mkdtemp(prefix="scarf_doublet_") + target_name = f"_doublet_sim_{from_assay}" + target_feat_key = f"{feat_key}_doublet" + try: + write_doublet_target_zarr( + zarr_loc=temp_dir, + assay_name=from_assay, + sim_counts=sim_counts, + feat_ids=source_assay.feats.fetch_all("ids"), + feat_names=source_assay.feats.fetch_all("names"), + dtype=str(source_assay.rawData.dtype), + batch_size=batch_size, + ) + target_ds = DataStore( + temp_dir, + default_assay=from_assay, + assay_types={from_assay: "RNA"}, + nthreads=self.nthreads, + ) + self.run_mapping( + target_assay=target_ds._get_assay(from_assay), + target_name=target_name, + target_feat_key=target_feat_key, + from_assay=from_assay, + cell_key=cell_key, + feat_key=feat_key, + save_k=save_k, + batch_size=batch_size, + ) + + raw_scores = None + for _, score in self.get_mapping_score( + target_name=target_name, + from_assay=from_assay, + cell_key=cell_key, + log_transform=True, + ): + raw_scores = score + if raw_scores is None: + raise RuntimeError( + "ERROR: Mapping scores could not be computed for simulated doublets" + ) + + temp_col = self._col_renamer(from_assay, cell_key, f"{label}__raw") + self.cells.insert(temp_col, raw_scores, key=cell_key, overwrite=True) + smoothed = self.get_imputed( + from_assay=from_assay, + cell_key=cell_key, + feature_name=temp_col, + feat_key=feat_key, + t=smoothing_t, + ) + self.cells.drop(temp_col) + + scores = np.asarray(smoothed, dtype=float) + if normalize_scores: + lo, hi = scores.min(), scores.max() + scores = (scores - lo) / (hi - lo) if hi > lo else np.zeros_like(scores) + final_col = self._col_renamer(from_assay, cell_key, label) + self.cells.insert(final_col, scores, key=cell_key, overwrite=True) + logger.info(f"Doublet scores stored in cell metadata column '{final_col}'") + finally: + store_loc = f"{from_assay}/projections/{target_name}" + try: + if store_loc in self.zw: + del self.zw[store_loc] + except Exception as e: # noqa: BLE001 + logger.debug(f"Could not remove temporary projection group: {e}") + shutil.rmtree(temp_dir, ignore_errors=True) + def mark_hvgs( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - min_cells: Optional[int] = None, + from_assay: str | None = None, + cell_key: str | None = None, + min_cells: int | None = None, top_n: int = 500, min_var: float = -np.inf, max_var: float = np.inf, @@ -236,8 +611,8 @@ def mark_hvgs( keep_bounds: bool = False, show_plot: bool = True, hvg_key_name: str = "hvgs", - max_cells: int | None = np.inf, - **plot_kwargs, + max_cells: float | None = None, + **plot_kwargs: Any, ) -> None: """Identify and mark genes as highly variable genes (HVGs). This is a critical and required feature selection step and is only applicable to @@ -252,7 +627,7 @@ def mark_hvgs( to identify rare populations of cells. Very small values might lead to a higher signal-to-noise ratio in the selected features. By default, a value is set assuming smallest population has no less than 1% of all cells. So for example, if you have 1000 cells (as per cell_key parameter) - then `min-cells` will be set to 10. + then `min_cells` will be set to 10. max_cells: Maximum number of cells where a gene should have non-zero expression values for it to be considered a candidate for HVG selection. This can be useful to filter out genes that are expressed in too many cells. Default value is infinity, meaning no upper limit. @@ -293,12 +668,14 @@ def mark_hvgs( f"Setting `min_cells` to {min_cells}. Only those genes that are present in atleast this number " f"of cells will be considered HVGs." ) - if max_cells is None: - max_cells = np.inf + if max_cells is None or max_cells == np.inf: + max_cells_int: int | float = np.inf + else: + max_cells_int = int(max_cells) assay.mark_hvgs( cell_key=cell_key, min_cells=min_cells, - max_cells=max_cells, + max_cells=max_cells_int, top_n=top_n, min_var=min_var, max_var=max_var, @@ -315,8 +692,8 @@ def mark_hvgs( def mark_prevalent_peaks( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, top_n: int = 10000, prevalence_key_name: str = "prevalent_peaks", ) -> None: @@ -330,8 +707,7 @@ def mark_prevalent_peaks( cell_key: Cells to use for selection of most prevalent peaks. By default, all cells with True value in 'I' will be used. The provided value for `cell_key` should be a column in cell metadata table with boolean values. - top_n: Number of top prevalent peaks to be selected. This value is ignored if a value is provided - for `min_var` parameter. (Default: 500) + top_n: Number of top prevalent peaks to be selected. (Default: 10000) prevalence_key_name: Base label for marking prevalent peaks in the features metadata column. The value for 'cell_key' parameter is prepended to this value. (Default value: 'prevalent_peaks') @@ -350,17 +726,17 @@ def mark_prevalent_peaks( def run_marker_search( self, - from_assay: Optional[str] = None, - group_key: Optional[str] = None, - cell_key: Optional[str] = None, - feat_key: Optional[str] = None, - gene_batch_size: int = 50, + from_assay: str | None = None, + group_key: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + gene_batch_size: int | None = None, use_prenormed: bool = False, - prenormed_store: Optional[str] = None, - n_threads: Optional[int] = None, + prenormed_store: zarr.Group | str | None = None, + n_threads: int | None = None, skip_save: bool = False, - **norm_params, - ) -> Optional[dict]: + **norm_params: Any, + ) -> dict[str, Any] | None: """Identifies group specific features for a given assay. Please check out the ``find_markers_by_rank`` function for further details of how marker features for groups @@ -372,18 +748,19 @@ def run_marker_search( how the cells will be grouped. Usually this would be a column denoting cell clusters. cell_key: To run the test on specific subset of cells, provide the name of a boolean column in the cell metadata table. (Default value: 'I') - feat_key: - gene_batch_size: Number of genes to be loaded in memory at a time. All cells (from ell_key) are loaded for - these number of cells at a time. - use_prenormed: If True then prenormalized cache generated using Assay.save_normed_for_query is used. - This can speed up the results. (Default value: True) - prenormed_store: If prenormalized values were computed in a custom manner then, the Zarr group's location - can be provided here. (Default value: None) - n_threads: Number of threads to use to run the marker search. Only used if use_prenormed is True. - skip_save: If True then the results are not saved to the Zarr hierarchy. + feat_key: Boolean feature metadata column selecting features (default: ``'I'``). + gene_batch_size: Number of genes loaded per batch; all selected cells are loaded for each batch. + When None (default), the batch size is the minimum of the on-disk feature chunk + width and a budget-safe cap derived from the active memory budget. + use_prenormed: If True, use prenormalized cache from ``Assay.save_normed_for_query``. + (Default value: False) + prenormed_store: Custom Zarr group with prenormalized values (default: None). + n_threads: Threads for marker search when ``use_prenormed`` is True. + skip_save: If True, return results without writing to Zarr. + **norm_params: Extra keyword arguments forwarded to ``normed``. Returns: - None + Marker dict if ``skip_save`` is True, else None. """ from ..markers import find_markers_by_rank @@ -392,19 +769,38 @@ def run_marker_search( "ERROR: Please provide a value for `group_key`. This should be the name of a column from " "cell metadata object that has information on how cells should be grouped." ) - if cell_key is None: - cell_key = "I" + from_assay, cell_key, _ = self._get_latest_keys(from_assay, cell_key, None) if feat_key is None: feat_key = "I" if n_threads is None: n_threads = self.nthreads assay = self._get_assay(from_assay) + n_features = len(assay.feats.active_index(feat_key)) + if gene_batch_size is None: + gene_batch_size = resolve_marker_gene_batch_size( + n_features=n_features, + n_cells=len(assay.cells.active_index(cell_key)), + column_chunk=_feature_column_chunk(assay, n_features), + ) + slot_name = f"{cell_key}__{group_key}" - z = self.zw[assay.name] - if "markers" not in z: - z.create_group("markers") - group = z["markers"].create_group(slot_name, overwrite=True) + logger.debug( + f"Running marker search for {from_assay}/{slot_name} " + f"(feat_key={feat_key}, batch_size={gene_batch_size})" + ) + assay_grp = as_zarr_group(self.zw[assay.name], name=assay.name) + if "markers" not in assay_grp: + assay_grp.create_group("markers") + markers_grp = as_zarr_group(assay_grp["markers"], name="markers") + + prenormed_group: zarr.Group | None + if isinstance(prenormed_store, str): + prenormed_group = as_zarr_group( + self.zw[prenormed_store], name=prenormed_store + ) + else: + prenormed_group = prenormed_store markers = find_markers_by_rank( assay=assay, @@ -413,31 +809,82 @@ def run_marker_search( feat_key=feat_key, batch_size=gene_batch_size, use_prenormed=use_prenormed, - prenormed_store=prenormed_store, + prenormed_store=prenormed_group, n_threads=n_threads, **norm_params, ) if skip_save: return markers + + from ..storage.zarr_store import is_remote_datastore + + remote = is_remote_datastore(self.zarr_loc, self.z) + t_save = time.perf_counter() + remote_slot = markers_grp.create_group(slot_name, overwrite=True) + workers = max(1, int(n_threads or self.nthreads)) + self._write_marker_slot( + remote_slot, + markers, + workers=workers if remote else 1, + ) + logger.info( + f"Saved marker results to {assay.name}/markers/{slot_name} " + f"in {time.perf_counter() - t_save:.1f}s " + f"({len(markers)} clusters, layout={_MARKER_LAYOUT_V2})" + ) + return None + + @staticmethod + def _write_marker_slot( + group: zarr.Group, + markers: dict[Any, pd.DataFrame], + *, + workers: int = 1, + ) -> None: + from ..storage.zarr_store import create_metadata_column + + feature_index = _shared_marker_feature_index(markers) + group.attrs["layout"] = _MARKER_LAYOUT_V2 + group.attrs["statColumns"] = list(_MARKER_STAT_COLUMNS) + create_metadata_column( + group, + "feature_index", + data=feature_index, + dtype=np.int32, + overwrite=True, + ) + + def write_cluster(item: tuple[Any, pd.DataFrame]) -> None: + cluster_id, vals = item + if len(vals) == 0: + return + cluster_group = group.create_group(str(cluster_id)) + stats = _marker_stats_matrix(vals, feature_index) + _write_compact_marker_stats( + cluster_group, + stats, + ) + + items = list(markers.items()) + if workers <= 1: + for item in items: + write_cluster(item) else: - for i in markers: - g = group.create_group(i) - vals = markers[i] - if len(vals) != 0: - for j in vals.columns: - create_zarr_obj_array(g, j, vals[j].values, dtype=vals[j].dtype) - return None + from concurrent.futures import ThreadPoolExecutor + + with ThreadPoolExecutor(max_workers=workers) as ex: + list(ex.map(write_cluster, items)) def run_pseudotime_marker_search( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - feat_key: Optional[str] = None, - pseudotime_key: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + pseudotime_key: str | None = None, min_cells: int = 10, gene_batch_size: int = 50, - **norm_params, + **norm_params: Any, ) -> None: """Identify genes that a correlated with a given pseudotime ordering of cells. The results are saved in feature attribute tables. For example, @@ -449,12 +896,13 @@ def run_pseudotime_marker_search( from_assay: Name of the assay to be used. If no value is provided then the default assay will be used. cell_key: To run the test on specific subset of cells, provide the name of a boolean column in the cell metadata table. (Default value: 'I') - feat_key: + feat_key: Boolean feature metadata column selecting features (default: ``'I'``). pseudotime_key: Required parameter. This has to be a column name from cell metadata table. This column contains values for pseudotime ordering of the cells. min_cells: Minimum number of cells where a gene should have non-zero value to be considered for test. (Default: 10) gene_batch_size: Number of genes to be loaded in memory at a time. (Default value: 50). + **norm_params: Extra keyword arguments forwarded to ``normed``. Returns: None """ @@ -472,7 +920,7 @@ def run_pseudotime_marker_search( if feat_key is None: feat_key = "I" assay = self._get_assay(from_assay) - ptime = assay.cells.fetch(pseudotime_key, key=cell_key) + ptime = _validated_pseudotime_regressor(assay, cell_key, pseudotime_key) markers = find_markers_by_regression( assay=assay, cell_key=cell_key, @@ -482,24 +930,30 @@ def run_pseudotime_marker_search( batch_size=gene_batch_size, **norm_params, ) + feature_index = assay.feats.active_index(feat_key) + markers = markers.reindex(feature_index) + if markers.isna().any(axis=None): + raise ValueError("Pseudotime marker results are not aligned to feat_key") assay.feats.insert( f"{cell_key}__{pseudotime_key}__r", np.array(markers["r_value"].values), + key=feat_key, overwrite=True, ) assay.feats.insert( f"{cell_key}__{pseudotime_key}__p", np.array(markers["p_value"].values), + key=feat_key, overwrite=True, ) def run_pseudotime_aggregation( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - feat_key: Optional[str] = None, - pseudotime_key: Optional[str] = None, - cluster_label: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + pseudotime_key: str | None = None, + cluster_label: str | None = None, min_exp: float = 1e-3, window_size: int = 200, chunk_size: int = 50, @@ -508,8 +962,9 @@ def run_pseudotime_aggregation( n_neighbours: int = 11, n_clusters: int = 10, batch_size: int = 100, - ann_params: Optional[dict] = None, - nan_cluster_value: Union[int, str] = -1, + ann_params: dict | None = None, + nan_cluster_value: int = -1, + **norm_params: Any, ) -> None: """This method performs clustering of features based on pseudotime ordered cells. The values from the pseudotime ordered cells are @@ -523,13 +978,13 @@ def run_pseudotime_aggregation( cell_key: To run the test on specific subset of cells, provide the name of a boolean column in the cell metadata table. (Default value: The cell key that was used to generate the latest graph) feat_key: To use only a subset of features, provide the name of a boolean column in the feature - metadata/attribute table. Default value: The cell key that was used to generate the latest graph) + metadata/attribute table. (Default value: 'I') pseudotime_key: Required parameter. This has to be a column name from cell attribute table. This column contains values for pseudotime ordering of the cells. cluster_label: Required parameter. Name of the column under which the feature cluster identity will be saved in the feature attribute table. - min_exp: Features with mean normalized expression than this value are dropped and hence not assigned - a cluster identity (Default value: 10) + min_exp: Features with mean normalized expression below this value are dropped and not assigned + a cluster identity. (Default value: 1e-3) window_size: The window for calculating rolling mean of feature values along pseudotime ordering. Larger values will slow down processing but produce more smoothened. The choice of value here depends on the number of cells in the analysis. Larger value will be useful to produce smooth profiles @@ -546,6 +1001,7 @@ def run_pseudotime_aggregation( ann_params: The parameter to forward to HNSWlib index instantiation step. (Default value: {}) nan_cluster_value: The value to use for features that are not assigned a cluster identity. (Default value: -1) + **norm_params: Extra keyword arguments forwarded to normalized expression calculation. Returns: None """ @@ -568,6 +1024,12 @@ def run_pseudotime_aggregation( "of each feature will be saved under this column name. If this column already exists " "then it will be overwritten." ) + if not isinstance(nan_cluster_value, (int, np.integer)) or isinstance( + nan_cluster_value, (bool, np.bool_) + ): + raise TypeError("nan_cluster_value must be an integer") + nan_cluster_value = int(nan_cluster_value) + _validated_pseudotime_regressor(assay, cell_key, pseudotime_key) df, feat_ids = assay.save_aggregated_ordering( cell_key=cell_key, @@ -579,6 +1041,7 @@ def run_pseudotime_aggregation( smoothen=smoothen, z_scale=z_scale, batch_size=batch_size, + **norm_params, ) if ann_params is None: ann_params = {} @@ -589,19 +1052,45 @@ def run_pseudotime_aggregation( n_threads=self.nthreads, ann_params=ann_params, ) - temp = np.ones(assay.feats.N) * -1 - temp[feat_ids] = clusts + temp = _scatter_feature_clusters( + assay.feats.N, + feat_ids, + clusts, + nan_cluster_value, + ) assay.feats.insert( - cluster_label, temp.astype(int), fill_value=-1, overwrite=True + cluster_label, + temp, + fill_value=nan_cluster_value, + overwrite=True, ) + + location = f"aggregated_{cell_key}_{feat_key}_{pseudotime_key}" + aggregation_group = as_zarr_group(assay.z[location], name=location) + cluster_digest = _group_assignment_digest(temp) + aggregation_group.attrs["cluster_label"] = cluster_label + aggregation_group.attrs["cluster_digest"] = cluster_digest + aggregation_group.attrs["nan_cluster_value"] = nan_cluster_value + + for assay_name in self.assay_names: + grouped_assay = self._get_assay(assay_name) + if ( + grouped_assay.attrs.get("grouped_from_assay") == assay.name + and grouped_assay.attrs.get("grouped_group_key") == cluster_label + and grouped_assay.attrs.get("grouped_group_digest") != cluster_digest + ): + logger.warning( + f"Grouped assay '{assay_name}' is stale after updating " + f"feature groups in '{cluster_label}'. Rerun add_grouped_assay" + ) return None def get_markers( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - group_key: Optional[str] = None, - group_id: Optional[Union[str, int]] = None, + from_assay: str | None = None, + cell_key: str | None = None, + group_key: str | None = None, + group_id: str | int | None = None, min_score: float = 0.25, min_frac_exp: float = 0.2, ) -> pd.DataFrame: @@ -630,7 +1119,7 @@ def get_markers( """ if cell_key is None: - cell_key = "I" + from_assay, cell_key, _ = self._get_latest_keys(from_assay, cell_key, None) if group_key is None: raise ValueError( "ERROR: Please provide a value for group_key. " @@ -638,44 +1127,39 @@ def get_markers( ) assay = self._get_assay(from_assay) try: - g = assay.z["markers"][f"{cell_key}__{group_key}"] # type: ignore + markers_grp = as_zarr_group(assay.z["markers"], name="markers") + g = as_zarr_group( + markers_grp[f"{cell_key}__{group_key}"], + name=f"{cell_key}__{group_key}", + ) except KeyError: raise KeyError( "ERROR: Couldn't find the location of markers. Please make sure that you have already called " "`run_marker_search` method with same value of `cell_key` and `group_key`" ) - out_cols = [ - "feature_index", - "score", - "mean", - "mean_rest", - "frac_exp", - "frac_exp_rest", - "fold_change", - "p_value", - ] + out_cols = list(_MARKER_OUT_COLUMNS) gids = sorted(set(assay.cells.fetch(group_key, key=cell_key))) if group_id is not None: gids = [group_id] + feature_names = assay.feats.fetch_all("names") dfs = [] for gid in gids: - if gid in g: - cols = [g[gid][x][:] for x in out_cols] # type: ignore - df = pd.DataFrame( - cols, - index=out_cols, - ).T - df["group_id"] = gid - df["feature_name"] = assay.feats.fetch_all("names")[ - df.feature_index.astype("int") - ] + group_name = str(gid) + if group_name in g: + marker_grp = as_zarr_group(g[group_name], name=group_name) + df = _load_marker_cluster_frame( + g, + marker_grp, + feature_names, + group_id=gid, + ) else: logger.debug(f"No markers found for {gid} returning empty dataframe") df = pd.DataFrame([[] for _ in out_cols], index=out_cols).T df["group_id"] = [] df["feature_name"] = [] - df = df[["group_id", "feature_name"] + out_cols] + df = df[["group_id", "feature_name"] + list(out_cols[1:])] dfs.append(df) dfs = pd.concat(dfs) return dfs[ @@ -684,10 +1168,10 @@ def get_markers( def export_markers_to_csv( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - group_key: Optional[str] = None, - csv_filename: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + group_key: str | None = None, + csv_filename: str | None = None, min_score: float = 0.25, min_frac_exp: float = 0.2, ) -> None: @@ -743,10 +1227,10 @@ def export_markers_to_csv( def run_cell_cycle_scoring( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - s_genes: Optional[List[str]] = None, - g2m_genes: Optional[List[str]] = None, + from_assay: str | None = None, + cell_key: str | None = None, + s_genes: list[str] | None = None, + g2m_genes: list[str] | None = None, n_bins: int = 50, rand_seed: int = 4466, s_score_label: str = "S_score", @@ -823,10 +1307,10 @@ def run_cell_cycle_scoring( def add_grouped_assay( self, - from_assay: Optional[str] = None, - group_key: Optional[str] = None, - assay_label: Optional[str] = None, - exclude_values: Optional[list] = None, + from_assay: str | None = None, + group_key: str | None = None, + assay_label: str | None = None, + exclude_values: list | None = None, ) -> None: """Add a new assay to the DataStore by grouping together multiple features and taking their means. This method requires that the features @@ -845,6 +1329,8 @@ def add_grouped_assay( Returns: None """ + from ..storage.zarr_store import write_dense_in_shard_rows + from ..writers import create_zarr_count_assay if assay_label is None: @@ -867,7 +1353,7 @@ def add_grouped_assay( module_ids = [f"group_{x}" for x in group_set] g = create_zarr_count_assay( - z=assay.z["/"], # type: ignore + z=self.zw, assay_name=assay_label, workspace=self.workspace, chunk_size=assay.rawData.chunksize, # type: ignore @@ -878,26 +1364,35 @@ def add_grouped_assay( ) cell_idx = np.array(list(range(assay.cells.N))) + n_groups = len(group_set) + matrix = np.zeros((assay.cells.N, n_groups), dtype=np.float64) for n, i in tqdmbar( - enumerate(group_set), desc="Writing to Zarr", total=len(group_set) + enumerate(group_set), desc="Computing grouped means", total=len(group_set) ): feat_idx = np.where(groups == i)[0] - temp = np.zeros(assay.cells.N) - temp[cell_idx] = ( + matrix[:, n] = ( assay.normed(cell_idx=cell_idx, feat_idx=feat_idx) .mean(axis=1) .compute() ) - g[:, n] = temp + write_dense_in_shard_rows( + g, + lambda start, end: matrix[start:end, :], + msg="Writing grouped assay", + ) self._load_assays(min_cells=0, custom_assay_types={assay_label: "Assay"}) self._ini_cell_props(min_features=0, mito_pattern="", ribo_pattern="") + grouped_assay = self._get_assay(assay_label) + grouped_assay.attrs["grouped_from_assay"] = assay.name + grouped_assay.attrs["grouped_group_key"] = group_key + grouped_assay.attrs["grouped_group_digest"] = _group_assignment_digest(groups) def add_melded_assay( self, - from_assay: Optional[str] = None, - external_bed_fn: Optional[str] = None, - assay_label: Optional[str] = None, + from_assay: str | None = None, + external_bed_fn: str | None = None, + assay_label: str | None = None, peaks_col: str = "ids", scalar_coeff: float = 1e5, renormalization: bool = True, @@ -912,6 +1407,8 @@ def add_melded_assay( This method has been designed for snATAC-Seq data and can be used to quantify accessibility of specific genomic loci such as gene bodies, promoters, enhancers, motifs, etc. + Features from the BED file are retained even when they do not overlap any peak; those zero-count features + are marked invalid during assay initialization. Args: from_assay: Name of assay to be used. If no value is provided then the default assay will be used. @@ -952,15 +1449,22 @@ def add_melded_assay( ) peaks_coords = assay.feats.fetch_all(peaks_col) - for n, i in enumerate(peaks_coords): - error_msg = ( - f"ERROR: Coordinate format check failed for element: {i} (position {n}). The format should " - f"be chr:start-end. Please note the colon and hyphen position" + coords_ser = pd.Series(peaks_coords, dtype="object") + string_mask = coords_ser.map(lambda x: isinstance(x, str)) + colon_counts = coords_ser.str.count(":") + hyphen_counts = coords_ser.str.split(":").str[-1].str.count("-") + invalid_mask = ( + ~string_mask + | colon_counts.ne(1).fillna(True) + | hyphen_counts.ne(1).fillna(True) + ) + invalid_coords = invalid_mask.to_numpy(dtype=bool) + if invalid_coords.any(): + n = int(np.flatnonzero(invalid_coords)[0]) + raise ValueError( + f"ERROR: Coordinate format check failed for element: {peaks_coords[n]} (position {n}). " + f"The format should be chr:start-end. Please note the colon and hyphen position" ) - if len(i.split(":")) != 2: - raise ValueError(error_msg) - if len(i.split(":")[1].split("-")) != 2: - raise ValueError(error_msg) coordinate_melding( assay, @@ -970,6 +1474,7 @@ def add_melded_assay( peaks_col=peaks_col, scalar_coeff=scalar_coeff, renormalization=renormalization, + peaks_coords=peaks_coords, ) self._load_assays(min_cells=10, custom_assay_types={assay_label: assay_type}) @@ -977,19 +1482,19 @@ def add_melded_assay( def make_bulk( self, - from_assay: Optional[str] = None, + from_assay: str | None = None, cell_key: str = "I", - group_key: Optional[str] = None, - secondary_group_key: Optional[str] = None, + group_key: str | None = None, + secondary_group_key: str | None = None, aggr_type: Literal["mean", "sum"] = "mean", return_fraction: bool = False, feature_label: Literal["index", "id", "name"] = "index", remove_empty_features: bool = True, pseudo_reps: int = 1, - null_vals: Optional[list] = None, - secondary_null_vals: Optional[list] = None, + null_vals: list[Any] | None = None, + secondary_null_vals: list[Any] | None = None, random_seed: int = 4466, - ) -> Union[pd.DataFrame, Tuple[pd.DataFrame, pd.DataFrame]]: + ) -> pd.DataFrame | tuple[pd.DataFrame, pd.DataFrame]: """Merge data from cells to create a bulk profile. Args: @@ -1013,10 +1518,10 @@ def make_bulk( is returned. The second dataframe contains the fraction of cells expressing each feature in each group. """ - def make_reps(v, n_reps: int, seed: int) -> List[np.ndarray]: - v = list(v) + def make_reps(v: NDArray[Any], n_reps: int, seed: int) -> list[NDArray[Any]]: + v_list = list(v) random_state = np.random.RandomState(seed) - shuffled_idx = random_state.choice(v, len(v), replace=False) + shuffled_idx = random_state.choice(v_list, len(v_list), replace=False) rep_idx = np.array_split(shuffled_idx, n_reps) return [np.array(sorted(x)) for x in rep_idx] @@ -1030,21 +1535,22 @@ def make_reps(v, n_reps: int, seed: int) -> List[np.ndarray]: raise ValueError("ERROR: Please provide a value for `group_key` parameter") else: groups = self.cells.fetch_all(group_key) - groups_set = sorted(set(self.cells.fetch(group_key, key=cell_key))) + active_idx = self.cells.active_index(cell_key) + groups_set = sorted(set(groups[active_idx])) if secondary_group_key is None: - sec_groups = [None] - sec_groups_set = [None] + sec_groups: NDArray[Any] = np.array([None], dtype=object) + sec_groups_set: list[Any] = [None] else: sec_groups = self.cells.fetch_all(secondary_group_key) - sec_groups_set = sorted( - set(self.cells.fetch(secondary_group_key, key=cell_key)) - ) + sec_groups_set = sorted(set(sec_groups[active_idx])) assay = self._get_assay(from_assay) - vals = {} - fracs = {} + vals: dict[str, NDArray[Any]] = {} + fracs: dict[str, NDArray[Any]] = {} all_feat_idx = np.arange(assay.feats.N) + active_mask = np.zeros(self.cells.N, dtype=bool) + active_mask[active_idx] = True for g in tqdmbar(groups_set): if g in null_vals: continue @@ -1052,9 +1558,11 @@ def make_reps(v, n_reps: int, seed: int) -> List[np.ndarray]: if sg in secondary_null_vals: continue if sg is None and len(sec_groups) == 1: - g_idx = np.where(groups == g)[0] + g_idx = np.where((groups == g) & active_mask)[0] else: - g_idx = np.where((groups == g) & (sec_groups == sg))[0] + g_idx = np.where((groups == g) & (sec_groups == sg) & active_mask)[ + 0 + ] rep_indices = make_reps(g_idx, pseudo_reps, random_seed) for n, idx in enumerate(rep_indices): if sg is None and len(sec_groups) == 1: @@ -1086,41 +1594,40 @@ def make_reps(v, n_reps: int, seed: int) -> List[np.ndarray]: (assay.rawData[idx] > 0).mean(axis=0).compute() ) - vals = pd.DataFrame(vals).fillna(0) + vals_df = pd.DataFrame(vals).fillna(0) empty_idx = None if remove_empty_features: - empty_idx = vals.sum(axis=1) != 0 - vals = vals.loc[empty_idx] + empty_idx = vals_df.sum(axis=1) != 0 + vals_df = vals_df.loc[empty_idx] if feature_label == "id": - vals.set_index( - pd.Series(assay.feats.fetch_all("ids")).reindex(vals.index).values, + vals_df.set_index( + pd.Series(assay.feats.fetch_all("ids")).reindex(vals_df.index).values, inplace=True, drop=True, ) elif feature_label == "name": - vals.set_index( - pd.Series(assay.feats.fetch_all("names")).reindex(vals.index).values, + vals_df.set_index( + pd.Series(assay.feats.fetch_all("names")).reindex(vals_df.index).values, inplace=True, drop=True, ) if return_fraction: - fracs = pd.DataFrame(fracs).fillna(0) + fracs_df = pd.DataFrame(fracs).fillna(0) if empty_idx is not None: - fracs = fracs[empty_idx] - fracs.set_index(vals.index, inplace=True, drop=True) - return vals, fracs - else: - return vals + fracs_df = fracs_df[empty_idx] + fracs_df.set_index(vals_df.index, inplace=True, drop=True) + return vals_df, fracs_df + return vals_df def to_anndata( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - layers: Optional[dict] = None, - ): + from_assay: str | None = None, + cell_key: str | None = None, + layers: dict[str, str] | None = None, + ) -> Any: """Writes an assay of the Zarr hierarchy to AnnData file format. Args: @@ -1166,17 +1673,41 @@ def show_zarr_tree(self, start: str = "/", depth: int = 2) -> None: Returns: None """ - print(self.zw[start].tree(expand=True, level=depth)) + from ..storage.zarr_store import array_info + + root = start.strip("/") + node: zarr.Group = ( + self.zw if root == "" else as_zarr_group(self.zw[root], name=root) + ) + print(node.tree(level=depth)) + for key in node.array_keys(): + print(f" {key}: {array_info(as_zarr_array(node[key], name=key))}") def calc_membership_strength( self, from_assay: str, cell_key: str, feat_key: str, clust_key: str ) -> None: + """Store per-cell cluster membership strength from the latest KNN graph. + + For each cell, computes the fraction of KNN neighbors sharing the most + common cluster label and saves it in cell metadata. + + Args: + from_assay: Assay used to locate the KNN graph. + cell_key: Boolean column selecting cells. + feat_key: Feature key used when the graph was built. + clust_key: Cell metadata column with cluster assignments. + + Returns: + None + """ loc = self._get_latest_graph_loc( from_assay=from_assay, cell_key=cell_key, feat_key=feat_key ) n_cells, k = self._get_graph_ncells_k(graph_loc=loc) clusts = self.cells.fetch(clust_key, key=cell_key) - v = pd.DataFrame(clusts[self.zw[loc]["edges"][:, 1].reshape(k, n_cells)]) + graph_grp = as_zarr_group(self.zw[loc], name=loc) + edges = np.asarray(as_zarr_array(graph_grp["edges"], name="edges")[:]) + v = pd.DataFrame(clusts[edges[:, 1].reshape(k, n_cells)]) x = np.array([v[x].value_counts().index[0] for x in v]) self.cells.insert( f"{from_assay}_{cell_key}_cluster_membership_strength", @@ -1191,8 +1722,8 @@ def smart_label( to_relabel: str, base_label: str, cell_key: str = "I", - new_col_name: Optional[str] = None, - ) -> Union[None, List[str]]: + new_col_name: str | None = None, + ) -> None | list[str]: """A convenience function to relabel the values in a cell attribute column (A) based on the values in another cell attribute column (B). For each unique value in A, the most frequently occurring value in B is @@ -1237,19 +1768,20 @@ def smart_label( return ret_val else: self.cells.insert(new_col_name, ret_val, overwrite=True) + return None def plot_cells_dists( self, - from_assay: Optional[str] = None, - cols: Optional[List[str]] = None, - cell_key: Optional[str] = None, - group_key: Optional[str] = None, + from_assay: str | None = None, + cols: list[str] | None = None, + cell_key: str | None = None, + group_key: str | None = None, color: str = "steelblue", cmap: str = "tab20", - fig_size: Optional[tuple] = None, + fig_size: tuple | None = None, label_size: float = 10.0, title_size: float = 10.0, - sup_title: Optional[str] = None, + sup_title: str | None = None, sup_title_size: float = 12.0, scatter_size: float = 1.0, max_points: int = 10000, @@ -1345,19 +1877,19 @@ def plot_cells_dists( def plot_layout( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - layout_key: Optional[str] = None, - color_by: Optional[str] = None, - subselection_key: Optional[str] = None, - size_vals: Union[np.ndarray, List[float], None] = None, + from_assay: str | None = None, + cell_key: str | None = None, + layout_key: str | list[str] | None = None, + color_by: str | list[str] | None = None, + subselection_key: str | None = None, + size_vals: np.ndarray | list[float] | None = None, clip_fraction: float = 0.01, width: float = 6, height: float = 6, default_color: str = "steelblue", - cmap: Optional[str] = None, - color_key: Optional[dict] = None, - mask_values: Optional[list] = None, + cmap: str | None = None, + color_key: dict[str, str] | None = None, + mask_values: list[Any] | None = None, mask_name: str = "NA", mask_color: str = "k", point_size: float = 10, @@ -1370,12 +1902,12 @@ def plot_layout( frame_offset: float = 0.05, spine_width: float = 0.5, spine_color: str = "k", - displayed_sides: tuple = ("bottom", "left"), + displayed_sides: tuple[str, ...] = ("bottom", "left"), legend_ondata: bool = True, legend_onside: bool = True, legend_size: float = 12, legends_per_col: int = 20, - title: Union[str, List[str], None] = None, + title: str | list[str] | None = None, title_size: int = 12, hide_title: bool = False, cbar_shrink: float = 0.6, @@ -1384,16 +1916,17 @@ def plot_layout( cspacing: float = 1, shuffle_df: bool = False, sort_values: bool = False, - savename: Optional[str] = None, + savename: str | None = None, save_dpi: int = 300, - ax=None, + ax: Any = None, force_ints_as_cats: bool = True, n_columns: int = 4, w_pad: float = 1, h_pad: float = 1, show_fig: bool = True, - scatter_kwargs: Optional[dict] = None, - ): + scatter_kwargs: dict[str, Any] | None = None, + use_plotting: bool = False, + ) -> Any: """Create a scatter plot with a chosen layout. The method fetches the coordinates based from the cell metadata columns with `layout_key` prefix. DataShader library is used to draw fast rasterized image is @@ -1424,7 +1957,7 @@ def plot_layout( height: Figure height (Default value: 6) default_color: A default color for the cells. (Default value: steelblue) cmap: A matplotlib colourmap to be used to colour categorical or continuous values plotted on the cells. - (Default value: tab20 for categorical variables and cmocean.deep for continuous variables) + (Default value: tab20 for categorical variables and viridis for continuous variables) color_key: A custom colour map for cells. These can be used for categorical variables only. The keys in this dictionary should be the category label as present in the `color_by` column and values should be valid matplotlib colour names or hex codes of colours. (Default value: None) @@ -1497,39 +2030,91 @@ def plot_layout( Ignored if only plotting one scatterplot. show_fig: Whether to render the figure and display it using plt.show() (Default value: True) scatter_kwargs: Keyword argument to be passed to matplotlib's scatter command + use_plotting: If True, try ``scarf.plotting.embedding`` when the call is + compatible (no shading, no masks, single layout). Otherwise fall back + to the legacy renderer with a warning. Default False keeps legacy + behavior and return type. Returns: - None + None when ``show_fig`` is True. Otherwise axes (legacy) or a + ``PlotResult`` when ``use_plotting`` successfully bridges. """ # TODO: add support for providing a list of subselections, from_assay and cell_keys # TODO: add support for different kinds of point markers from ..plots import plot_scatter, shade_scatter + from ..plotting._legacy import copy_plot_mutables, try_bridge_plot_layout + + color_key, mask_values, scatter_kwargs = copy_plot_mutables( + color_key=color_key, + mask_values=mask_values, + scatter_kwargs=scatter_kwargs, + ) if from_assay is None: from_assay = self._defaultAssay if cell_key is None: - cell_key = "I" + cell_key = self._get_latest_cell_key(from_assay) if layout_key is None: raise ValueError("Please provide a value for `layout_key` parameter.") if clip_fraction >= 0.5: raise ValueError( "ERROR: clip_fraction cannot be larger than or equal to 0.5" ) - if isinstance(layout_key, str): - layout_key: List[str] = [layout_key] + + handled, bridged = try_bridge_plot_layout( + self, + use_plotting=use_plotting, + layout_key=layout_key, + color_by=color_by, + do_shading=do_shading, + mask_values=mask_values, + subselection_key=subselection_key, + shuffle_df=shuffle_df, + legend_ondata=legend_ondata, + legend_onside=legend_onside, + force_ints_as_cats=force_ints_as_cats, + clip_fraction=clip_fraction, + ax=ax, + cell_key=cell_key, + from_assay=from_assay, + point_size=point_size, + size_vals=size_vals, + sort_values=sort_values, + cmap=cmap, + default_color=default_color, + mask_color=mask_color, + width=width, + height=height, + n_columns=n_columns, + show_fig=show_fig, + savename=savename, + save_dpi=save_dpi, + color_key=color_key, + title=title, + scatter_kwargs=scatter_kwargs, + ) + if handled: + return bridged + + if isinstance(layout_key, list): + layout_keys = layout_key + else: + layout_keys = [layout_key] # If a list of layout keys and color_by (e.g. layout_key=['UMAP', 'tSNE'], color_by=['gene1', 'gene2'] the # grid layout will be: plot1: UMAP + gene1, plot2: UMAP + gene2, plot3: tSNE + gene1, plot4: tSNE + gene2 dfs = [] - for lk in layout_key: + for lk in layout_keys: x = self.cells.fetch(f"{lk}1", key=cell_key) y = self.cells.fetch(f"{lk}2", key=cell_key) if color_by is None: - color_by = "vc" - if isinstance(color_by, str): - color_by: List[str] = [color_by] - for c in color_by: + color_cols = ["vc"] + elif isinstance(color_by, str): + color_cols = [color_by] + else: + color_cols = color_by + for c in color_cols: if c == "vc": v = np.ones(len(x)).astype(int) else: @@ -1642,11 +2227,11 @@ def plot_layout( def plot_cluster_tree( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - feat_key: Optional[str] = None, - cluster_key: Optional[str] = None, - fill_by_value: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + cluster_key: str | None = None, + fill_by_value: str | None = None, force_ints_as_cats: bool = True, width: float = 1, lvr_factor: float = 0.5, @@ -1660,17 +2245,17 @@ def plot_cluster_tree( fontsize: float = 10, root_color: str = "#C0C0C0", non_leaf_color: str = "k", - cmap="tab20", - color_key: Optional[dict] = None, + cmap: str = "tab20", + color_key: dict[str, str] | None = None, edgecolors: str = "k", edgewidth: float = 1, alpha: float = 0.7, - figsize=(5, 5), - ax=None, + figsize: tuple[float, float] = (5, 5), + ax: Any = None, show_fig: bool = True, - savename: Optional[str] = None, + savename: str | None = None, save_dpi: int = 300, - ): + ) -> None: """Plots a hierarchical layout of the clusters detected using `run_clustering` in a binary tree form. This helps evaluate the relationships between the clusters. This figure can complement @@ -1752,25 +2337,45 @@ def plot_cluster_tree( ) clusts = self.cells.fetch(cluster_key, key=cell_key) graph_loc = self._get_latest_graph_loc(from_assay, cell_key, feat_key) - dendrogram_loc = self.zw[graph_loc].attrs["latest_dendrogram"] + graph_grp = as_zarr_group(self.zw[graph_loc], name=graph_loc) + dendrogram_loc = cast(str, graph_grp.attrs["latest_dendrogram"]) n_clusts = len(set(clusts)) coalesced_loc = dendrogram_loc + f"_coalesced_{n_clusts}" if coalesced_loc in self.zw: subgraph = DiGraph() - subgraph.add_edges_from(self.zw[coalesced_loc + "/edgelist"][:]) - for i, j in zip( - self.zw[coalesced_loc + "/nodelist"][:], - self.zw[coalesced_loc + "/partition_id"][:], - ): + subgraph.add_edges_from( + np.asarray( + as_zarr_array( + self.zw[coalesced_loc + "/edgelist"], + name=f"{coalesced_loc}/edgelist", + )[:] + ) + ) + nodelist = np.asarray( + as_zarr_array( + self.zw[coalesced_loc + "/nodelist"], + name=f"{coalesced_loc}/nodelist", + )[:] + ) + partition_ids = np.asarray( + as_zarr_array( + self.zw[coalesced_loc + "/partition_id"], + name=f"{coalesced_loc}/partition_id", + )[:] + ) + for i, j in zip(nodelist, partition_ids): node = int(i[0]) subgraph.nodes[node]["nleaves"] = int(i[1]) if j != "-1": subgraph.nodes[node]["partition_id"] = j else: - subgraph = CoalesceTree(make_digraph(self.zw[dendrogram_loc][:]), clusts) + dendrogram = np.asarray( + as_zarr_array(self.zw[dendrogram_loc], name=dendrogram_loc)[:] + ) + subgraph = CoalesceTree(make_digraph(dendrogram), clusts) edge_list = to_pandas_edgelist(subgraph).values store = create_zarr_dataset( - self.zw, coalesced_loc + "/edgelist", (100000,), "u8", edge_list.shape + self.zw, f"{coalesced_loc}/edgelist", (100000,), "u8", edge_list.shape ) store[:] = edge_list node_list = [] @@ -1781,19 +2386,19 @@ def plot_cluster_tree( node_list.append((i, d["nleaves"])) partition_id_list.append(str(p)) - node_list = np.array(node_list) + node_list_arr = np.array(node_list) store = create_zarr_dataset( self.zw, - coalesced_loc + "/nodelist", + f"{coalesced_loc}/nodelist", (100000,), - node_list.dtype, - node_list.shape, + node_list_arr.dtype, + node_list_arr.shape, ) - store[:] = node_list + store[:] = node_list_arr store = create_zarr_dataset( self.zw, - coalesced_loc + "/partition_id", + f"{coalesced_loc}/partition_id", (100000,), str, (len(partition_id_list),), @@ -1834,21 +2439,22 @@ def plot_cluster_tree( savename=savename, save_dpi=save_dpi, ) + return None def plot_marker_heatmap( self, - from_assay: Optional[str] = None, - group_key: Optional[str] = None, - cell_key: Optional[str] = None, + from_assay: str | None = None, + group_key: str | None = None, + cell_key: str | None = None, topn: int = 5, log_transform: bool = True, vmin: float = -1, vmax: float = 2, - savename: Optional[str] = None, + savename: str | None = None, save_dpi: int = 300, show_fig: bool = True, - **heatmap_kwargs, - ): + **heatmap_kwargs: Any, + ) -> None: """Displays a heatmap of top marker gene expression for the chosen groups (usually cell clusters). @@ -1884,38 +2490,83 @@ def plot_marker_heatmap( raise ValueError("ERROR: Please provide a value for `group_key`") if cell_key is None: cell_key = "I" - if "markers" not in self.zw[assay.name]: + assay_grp = as_zarr_group(self.zw[assay.name], name=assay.name) + if "markers" not in assay_grp: raise KeyError("ERROR: Please run `run_marker_search` first") slot_name = f"{cell_key}__{group_key}" - if slot_name not in self.zw[assay.name]["markers"]: + markers_grp = as_zarr_group(assay_grp["markers"], name="markers") + if slot_name not in markers_grp: raise KeyError( f"ERROR: Please run `run_marker_search` first with {group_key} as `group_key` and " f"{cell_key} as `cell_key`" ) - g = self.zw[assay.name]["markers"][slot_name] - feat_idx = [] - for i in g.keys(): - if "feature_index" in g[i]: - feat_idx.extend(g[i]["feature_index"][:][:topn]) + g = as_zarr_group(markers_grp[slot_name], name=slot_name) + feat_idx: list[Any] = [] + if g.attrs.get("layout") == _MARKER_LAYOUT_V2 and "feature_index" in g: + shared_index = np.asarray( + as_zarr_array(g["feature_index"], name="feature_index")[:] + ) + for cluster_name in g.group_keys(): + marker_grp = as_zarr_group(g[cluster_name], name=cluster_name) + if "stats" not in marker_grp: + continue + stats = np.asarray(as_zarr_array(marker_grp["stats"], name="stats")[:]) + top = np.argsort(-stats[:, 0])[:topn] + feat_idx.extend(shared_index[top]) + else: + for i in g.group_keys(): + marker_grp = as_zarr_group(g[i], name=i) + if "feature_index" in marker_grp: + feat_idx.extend( + np.asarray( + as_zarr_array( + marker_grp["feature_index"], name="feature_index" + )[:topn] + ) + ) if len(feat_idx) == 0: raise ValueError("ERROR: Marker list is empty for all the groups") - feat_idx = np.array(sorted(set(feat_idx))).astype(int) + feat_idx_arr = np.array(sorted(set(feat_idx))).astype(int) cell_idx = np.array(assay.cells.active_index(cell_key)) normed_data = assay.normed( cell_idx=cell_idx, - feat_idx=feat_idx, + feat_idx=feat_idx_arr, log_transform=log_transform, ) - nc = normed_data.chunks[0] - # FIXME: avoid conversion to dask dataframe here - # Unfortunately doing this dask array in a loop is 10x slower - normed_data = normed_data.to_dask_dataframe() - groups = daskarr.from_array( - assay.cells.fetch(group_key, cell_key), chunks=nc - ).to_dask_dataframe() - df = controlled_compute(normed_data.groupby(groups).mean(), self.nthreads) + groups = assay.cells.fetch(group_key, cell_key) + # Streaming per-group mean: accumulate per-block group sums and counts, + # then divide. Groups are ordered like a pandas groupby (sorted labels). + group_sums: dict = {} + group_counts: dict = {} + row_start = 0 + for block in tqdmbar( + normed_data.blocks, + total=normed_data.numblocks[0], + desc="Aggregating marker values per group", + ): + a = controlled_compute(block, self.nthreads) + block_groups = groups[row_start : row_start + a.shape[0]] + row_start += a.shape[0] + bdf = pd.DataFrame(a) + bdf["__group__"] = block_groups + grouped = bdf.groupby("__group__") + block_sum = grouped.sum() + block_count = grouped.size() + for label in block_sum.index: + vals = block_sum.loc[label].to_numpy(dtype=np.float64) + if label not in group_sums: + group_sums[label] = vals + group_counts[label] = int(block_count.loc[label]) + else: + group_sums[label] += vals + group_counts[label] += int(block_count.loc[label]) + labels = sorted(group_sums.keys()) + df = pd.DataFrame( + np.vstack([group_sums[label] / group_counts[label] for label in labels]), + index=labels, + ) df = df.apply(lambda x: (x - x.mean()) / x.std(), axis=0) - df.columns = assay.feats.fetch_all("names")[feat_idx] + df.columns = assay.feats.fetch_all("names")[feat_idx_arr] df = df.T # noinspection PyTypeChecker df[df < vmin] = vmin @@ -1931,23 +2582,23 @@ def plot_marker_heatmap( def plot_pseudotime_heatmap( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - feat_key: Optional[str] = None, - feature_cluster_key: Optional[str] = None, - pseudotime_key: Optional[str] = None, - show_features: Optional[list] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + feature_cluster_key: str | None = None, + pseudotime_key: str | None = None, + show_features: list[str] | None = None, width: int = 5, height: int = 10, vmin: float = -2.0, vmax: float = 2.0, - heatmap_cmap: Optional[str] = None, - pseudotime_cmap: Optional[str] = None, - clusterbar_cmap: Optional[str] = None, + heatmap_cmap: str | None = None, + pseudotime_cmap: str | None = None, + clusterbar_cmap: str | None = None, tick_fontsize: int = 10, axis_fontsize: int = 12, feature_label_fontsize: int = 12, - savename: Optional[str] = None, + savename: str | None = None, save_dpi: int = 300, show_fig: bool = True, ) -> None: @@ -1983,7 +2634,7 @@ def plot_pseudotime_heatmap( value. (Default value: 2.0) heatmap_cmap: Colormap for the heatmap (Default value: coolwarm) pseudotime_cmap: Colormap for the pseudotime bar. It should be some kind of continuous colormap. - (Default value: cmocean.deep) + (Default value: viridis) clusterbar_cmap: Colormap for the cluster bar showing the span of each feature cluster. (Default value: tab20) tick_fontsize: Font size for cbar ticks (Default value: 10) @@ -2000,17 +2651,28 @@ def plot_pseudotime_heatmap( from ..plots import plot_annotated_heatmap assay = self._get_assay(from_assay) - for i in [cell_key, feat_key, feature_cluster_key, feature_cluster_key]: - if i is None: - var_name = list(dict(i=i).keys())[0] # Trick to get variables own name - raise ValueError( - f"ERROR: Please provide a value for parameter `{var_name}`" - ) + if cell_key is None: + raise ValueError("ERROR: Please provide a value for parameter `cell_key`") + if feat_key is None: + raise ValueError("ERROR: Please provide a value for parameter `feat_key`") + if feature_cluster_key is None: + raise ValueError( + "ERROR: Please provide a value for parameter `feature_cluster_key`" + ) + if pseudotime_key is None: + raise ValueError( + "ERROR: Please provide a value for parameter `pseudotime_key`" + ) - cell_ordering = assay.cells.fetch(pseudotime_key, key=cell_key) + cell_ordering = np.asarray( + assay.cells.fetch(pseudotime_key, key=cell_key), + dtype=float, + ) # noinspection PyProtectedMember cell_idx, feat_idx = assay._get_cell_feat_idx(cell_key, feat_key) - hashes = [hash(tuple(x)) for x in (cell_idx, feat_idx, cell_ordering)] + hashes = [ + array_digest(np.asarray(x)) for x in (cell_idx, feat_idx, cell_ordering) + ] location = f"aggregated_{cell_key}_{feat_key}_{pseudotime_key}" if location not in assay.z: raise KeyError( @@ -2018,29 +2680,79 @@ def plot_pseudotime_heatmap( f"Please make sure that you have run `run_pseudotime_aggregation` with the same values for " f"parameters: `cell_key`, `feat_key` and `pseudotime_key`" ) - else: - if hashes != assay.z[location].attrs["hashes"]: - raise ValueError( - "ERROR: The values under one or more of these columns: `cell_key`, `feat_key` or/and " - "`pseudotime_key have been updated after running `run_pseudotime_aggregation`" - ) + agg_grp = as_zarr_group(assay.z[location], name=location) + if agg_grp.attrs.get("schema_version") != PSEUDOTIME_AGGREGATION_SCHEMA_VERSION: + raise ValueError( + f"Aggregated data at '{location}' uses an old cache schema. " + "Rerun run_pseudotime_aggregation before plotting" + ) + if hashes != cast(list[str], agg_grp.attrs["hashes"]): + raise ValueError( + "ERROR: The values under one or more of these columns: `cell_key`, `feat_key` or/and " + "`pseudotime_key have been updated after running `run_pseudotime_aggregation`" + ) - da = daskarr.from_zarr(assay.z[location + "/data"], inline_array=True) - feature_indices = assay.z[location + "/feature_indices"][:] - da = da[: feature_indices.shape[0]] + da = ChunkedArray( + as_zarr_array(agg_grp["data"], name="data"), nthreads=self.nthreads + ) + feature_indices = np.asarray( + as_zarr_array(agg_grp["feature_indices"], name="feature_indices")[:] + ) + if "valid_features" not in agg_grp: + raise ValueError( + f"Aggregated data at '{location}' has no valid_features mask. " + "Rerun run_pseudotime_aggregation" + ) + valid_features = np.asarray( + as_zarr_array(agg_grp["valid_features"], name="valid_features")[:], + dtype=bool, + ) + if valid_features.shape[0] != feature_indices.shape[0]: + raise ValueError( + "Aggregated feature indices and validity mask are misaligned" + ) + da_arr = np.asarray(da[: feature_indices.shape[0]]) + if da_arr.shape[0] != feature_indices.shape[0]: + raise ValueError( + "Aggregated feature matrix and feature indices are misaligned" + ) + da_arr = da_arr[valid_features] + feature_indices = feature_indices[valid_features] + if not np.isfinite(da_arr).all(): + raise ValueError("Aggregated feature matrix contains non-finite values") + + all_feature_clusters = assay.feats.fetch_all(feature_cluster_key) + cached_cluster_label = agg_grp.attrs.get("cluster_label") + cached_cluster_digest = agg_grp.attrs.get("cluster_digest") + current_cluster_digest = _group_assignment_digest(all_feature_clusters) + if cached_cluster_label is None or cached_cluster_digest is None: + raise ValueError( + "Aggregated data has no completed feature-clustering provenance. " + "Rerun run_pseudotime_aggregation" + ) + if cached_cluster_label != feature_cluster_key: + logger.warning( + f"Heatmap requested feature clusters '{feature_cluster_key}', but " + f"the aggregation cache was clustered as '{cached_cluster_label}'" + ) + if cached_cluster_digest != current_cluster_digest: + logger.warning( + f"Feature cluster column '{feature_cluster_key}' changed after " + "aggregation and may be stale" + ) - feature_clusters = assay.feats.fetch_all(feature_cluster_key)[feature_indices] + feature_clusters = all_feature_clusters[feature_indices] feature_labels = assay.feats.fetch_all("names")[feature_indices] idx = np.argsort(feature_clusters) feature_clusters = feature_clusters[idx] feature_labels = feature_labels[idx] - da = da.compute()[idx] + da_arr = da_arr[idx] ordering = assay.cells.fetch(pseudotime_key, key=cell_key) plot_annotated_heatmap( - df=da, + df=da_arr, xbar_values=ordering, ybar_values=feature_clusters, display_row_labels=show_features, @@ -2064,11 +2776,12 @@ def metric_lisi( self, label_colnames: Iterable[str], use_latest_knn: bool = True, - from_assay: Optional[str] = None, - knn_loc: Optional[str] = None, + from_assay: str | None = None, + knn_loc: str | None = None, save_result: bool = False, return_lisi: bool = True, - ) -> Optional[List[Tuple[str, np.ndarray]]]: + perplexity: float = 30, + ) -> list[tuple[str, np.ndarray]] | None: """Calculate Local Inverse Simpson Index (LISI) scores for cell populations. LISI measures how well mixed different cell populations are in the local neighborhood @@ -2079,17 +2792,22 @@ def metric_lisi( use_latest_knn: Whether to use the most recent KNN graph (default: True) from_assay: Name of assay to use if not using latest KNN knn_loc: Location of KNN graph if not using latest (default: None) - save_result: Whether to save LISI scores to cell metadata (default: True) - return_lisi: Whether to return LISI scores (default: False) + save_result: Whether to save LISI scores to cell metadata (default: False) + return_lisi: Whether to return LISI scores (default: True) + perplexity: Effective neighborhood size used by LISI. It is reduced + with a warning when the graph has fewer than three times this + many neighbors. Returns: If return_lisi is True, returns list of tuples containing: + - Label column name - numpy array of LISI scores for that label + If return_lisi is False, returns None Raises: - ValueError: If using custom KNN graph but required parameters are missing + ValueError: If KNN inputs, perplexity, or labels are invalid KeyError: If label columns not found in cell metadata Notes: @@ -2098,9 +2816,12 @@ def metric_lisi( Higher scores indicate more mixing between different labels. """ + label_cols = list(label_colnames) + if from_assay is None: + from_assay = self._load_default_assay() + if use_latest_knn and knn_loc is None: knn_loc = self._get_latest_knn_loc(from_assay) - cell_key = self.zw[self._load_default_assay()].attrs["latest_cell_key"] logger.info(f"Using the latest knn graph at location: {knn_loc}") else: @@ -2111,32 +2832,40 @@ def metric_lisi( logger.info(f"Using the knn graph at location: {knn_loc}") - knn = self.zw[knn_loc] + normed_part = knn_loc.split("/")[1] + _, cell_key, _ = normed_part.split("__") + knn_grp = as_zarr_group(self.zw[knn_loc], name=knn_loc) - distances = knn["distances"] - indices = knn["indices"] + distances = as_zarr_array(knn_grp["distances"], name="distances") + indices = as_zarr_array(knn_grp["indices"], name="indices") try: - metadata = self.cells.to_pandas_dataframe( - columns=label_colnames + [cell_key] - ) + metadata = self.cells.to_pandas_dataframe(columns=label_cols + [cell_key]) metadata = metadata[metadata[cell_key]] except KeyError: raise KeyError( - f"Could not find the column(s) {label_colnames} in the cell metadata table." + f"Could not find the column(s) {label_cols} in the cell metadata table." ) from ..metrics import compute_lisi - lisi_scores = compute_lisi(distances, indices, metadata, label_colnames) + lisi_scores = compute_lisi( + distances, + indices, + metadata, + label_cols, + perplexity=perplexity, + ) # lisi_scores Shape -> (n_cells, n_labels) if save_result: - for col, vals in zip(label_colnames, lisi_scores.T): + for col, vals in zip(label_cols, lisi_scores.T): col_name = f"lisi__{col}__{knn_loc.split('/')[-1]}" - self.cells.insert(column_name=col_name, values=vals, overwrite=True) + self.cells.insert( + column_name=col_name, values=vals, overwrite=True, key=cell_key + ) if return_lisi: - return list(zip(label_colnames, lisi_scores.T)) + return list(zip(label_cols, lisi_scores.T)) else: return None @@ -2144,9 +2873,11 @@ def metric_silhouette( self, use_latest_knn: bool = True, res_label: str = "leiden_cluster", - from_assay: Optional[str] = None, - knn_loc: Optional[str] = None, - ) -> Optional[np.ndarray]: + from_assay: str | None = None, + knn_loc: str | None = None, + random_seed: int = 4444, + sample_size: int = 11, + ) -> np.ndarray | None: """Calculate modified silhouette scores for evaluating cluster separation. This implements a graph-based silhouette score that measures how similar cells @@ -2154,15 +2885,18 @@ def metric_silhouette( Args: use_latest_knn: Whether to use most recent KNN graph (default: True) - res_label: Column name containing cluster labels (default: "leiden_cluster") + res_label: Base or full column name containing cluster labels + (default: "leiden_cluster") from_assay: Name of assay to use if not using latest KNN (default: None) knn_loc: Location of KNN graph if not using latest (default: None) + random_seed: Seed used for cluster sampling. + sample_size: Maximum size of each sampled cluster group. Returns: numpy array of silhouette scores for each cluster, or None if computation fails Raises: - ValueError: If using custom KNN graph but required parameters are missing + ValueError: If graph, labels, sampling, or embedding data are invalid Notes: Scores range from -1 to 1: @@ -2174,18 +2908,11 @@ def metric_silhouette( NaN values indicate clusters that couldn't be scored due to size constraints. """ - def compute_graph_feats(knn_loc: str): - k = knn_loc.rsplit("/", 1)[-1].split("__")[-1] - dims = knn_loc.rsplit("/", 2)[0].split("__")[-2] - feat_key = knn_loc.split("/")[1].split("__")[-1] - return k, dims, feat_key - if from_assay is None: from_assay = self._load_default_assay() if use_latest_knn and knn_loc is None: knn_loc = self._get_latest_knn_loc(from_assay) - k, dims, feat_key = compute_graph_feats(knn_loc) logger.info( f"Using the latest knn graph at location: {knn_loc} for assay: {from_assay}" ) @@ -2195,66 +2922,150 @@ def compute_graph_feats(knn_loc: str): raise ValueError("Please provide values for the KNN graph location.") if knn_loc not in self.zw: raise ValueError(f"Could not find the knn graph at location: {knn_loc}") - k, dims, feat_key, from_assay = compute_graph_feats(knn_loc) logger.info(f"Using the knn graph at location: {knn_loc}") - from ..metrics import knn_to_csr_matrix, silhouette_scoring + from ..metrics import silhouette_scoring - isHarmonized = self.zw[knn_loc.rsplit("/", 1)[0]].attrs["isHarmonized"] - - batches = None - if isHarmonized: - batches = self.zw[knn_loc.rsplit("/", 2)[0] + "/harmonizedData"].attrs[ - "batches" - ] - - ann_obj = self.make_graph( - feat_key=feat_key, - dims=dims, - k=k, - return_ann_object=True, - harmonize=isHarmonized, - batch_columns=batches, + normed_part = knn_loc.split("/")[1] + _, cell_key, feat_key_parsed = normed_part.split("__") + ann_obj = self._load_ann_stream( + from_assay=from_assay, + cell_key=cell_key, + feat_key=feat_key_parsed, + knn_loc=knn_loc, ) - graph = knn_to_csr_matrix(self.z[knn_loc].indices, self.z[knn_loc].distances) - hvg_data = self.z[knn_loc.rsplit("/", 3)[0] + "/data"] + knn_grp = as_zarr_group(self.z[knn_loc], name=knn_loc) + neighbor_indices = as_zarr_array(knn_grp["indices"], name="indices") + neighbor_distances = as_zarr_array(knn_grp["distances"], name="distances") + if ann_obj.harmonizedData is not None: + metric_data = ann_obj.harmonizedData + data_is_reduced = True + else: + if ann_obj.harmonize: + raise ValueError("Harmony coordinates are missing for this KNN graph") + metric_data = ann_obj.data + data_is_reduced = False scores = silhouette_scoring( - self, ann_obj, graph, hvg_data, from_assay, res_label + self, + ann_obj, + None, + metric_data, + from_assay, + res_label, + cell_key=cell_key, + random_seed=random_seed, + sample_size=sample_size, + data_is_reduced=data_is_reduced, + distance_metric=cast(Any, ann_obj.annMetric), + neighbor_indices=neighbor_indices, + neighbor_distances=neighbor_distances, ) return scores - def metric_integration( - self, batch_labels: List[str], metric: Literal["ari", "nmi"] = "ari" - ) -> Optional[float]: - """Calculate integration score between different batch labels. + def metric_label_concordance( + self, + label_columns: Sequence[str], + metric: Literal["ari", "nmi"] = "ari", + ) -> float: + """Compare two metadata label partitions using ARI or NMI. - Measures how well aligned different batches are after integration by comparing - their cluster assignments using standard clustering metrics. + This measures whether two labelings of the same cells agree, for + example predicted clusters against imported reference annotations. It + does not measure batch mixing; use :meth:`metric_batch_mixing` or + :meth:`metric_lisi` for that. Args: - batch_labels: List of column names containing batch labels to compare - metric: Metric to use for comparison (default: "ari") - - "ari": Adjusted Rand Index - - "nmi": Normalized Mutual Information + label_columns: Exactly two cell metadata column names to compare. + metric: ``"ari"`` for the adjusted Rand index or ``"nmi"`` for + normalized mutual information. Returns: - Integration score between 0 and 1, or None if metric is not recognized - Higher scores indicate better alignment between batches + Agreement between the two partitions. ARI ranges from -1 to 1 and + NMI from 0 to 1, with higher values meaning stronger agreement. - Notes: - ARI and NMI measure the agreement between different batch labelings: - - Score near 1: Batches are well integrated - - Score near 0: Batches show poor integration + Raises: + ValueError: If the number of columns or the metric name is invalid. + """ + from ..metrics import label_concordance_score - ARI is adjusted for chance and generally more stringent than NMI. + label_values = [ + np.asarray(self.cells.fetch_all(column)) for column in label_columns + ] + return label_concordance_score(label_values, metric) + + def metric_integration( + self, + batch_labels: list[str], + metric: Literal["ari", "nmi"] = "ari", + ) -> float: + """Backward-compatible alias for :meth:`metric_label_concordance`. + + This method compares label agreement and does not measure neighborhood + mixing. Use :meth:`metric_batch_mixing` to evaluate batch integration. """ - from ..metrics import integration_score + logger.warning( + "`metric_integration` measures label concordance. Use " + "`metric_label_concordance` for ARI/NMI or `metric_batch_mixing` " + "for neighborhood integration quality." + ) + return self.metric_label_concordance(batch_labels, metric) - batch_labels_vals = [] - for batch in batch_labels: - vals = np.array(self.cells.fetch_all(batch)) - batch_labels_vals.append(vals) + def metric_batch_mixing( + self, + label_colname: str, + use_latest_knn: bool = True, + from_assay: str | None = None, + knn_loc: str | None = None, + perplexity: float = 30, + ) -> float: + """Summarize batch LISI as a normalized neighborhood-mixing score. - scores = integration_score(batch_labels_vals, metric) - return scores + This computes batch LISI on the current KNN graph and rescales its mean + against the mixing that perfectly integrated data would reach given the + dataset's batch sizes. Unlike raw LISI, the result is bounded in + ``[0, 1]``, which makes it easier to compare across graphs and datasets. + + Args: + label_colname: Cell metadata column holding the batch assignment. + use_latest_knn: Whether to use the most recent KNN graph + (default: True). + from_assay: Name of assay to use if not using the latest KNN. + knn_loc: Location of the KNN graph if not using the latest. + perplexity: Effective neighborhood size passed to LISI. + + Returns: + A value in ``[0, 1]``. Scores near 1 indicate that neighborhoods mix + batches as well as the global composition allows, and scores near 0 + indicate poorly mixed batches. + + Raises: + ValueError: If KNN inputs are invalid or the column has fewer than + two batches. + """ + from ..metrics import lisi_batch_mixing_score + + if from_assay is None: + from_assay = self._load_default_assay() + resolved_knn_loc = knn_loc + if use_latest_knn and resolved_knn_loc is None: + resolved_knn_loc = self._get_latest_knn_loc(from_assay) + if resolved_knn_loc is None: + raise ValueError("Please provide values for the KNN graph location.") + + lisi_result = self.metric_lisi( + label_colnames=[label_colname], + use_latest_knn=use_latest_knn, + from_assay=from_assay, + knn_loc=resolved_knn_loc, + save_result=False, + return_lisi=True, + perplexity=perplexity, + ) + if lisi_result is None: + raise RuntimeError("LISI computation did not return scores") + + normed_part = resolved_knn_loc.split("/")[1] + _, cell_key, _ = normed_part.split("__") + batch_labels = self.cells.fetch(label_colname, key=cell_key) + return lisi_batch_mixing_score(lisi_result[0][1], batch_labels) diff --git a/scarf/datastore/graph_datastore.py b/scarf/datastore/graph_datastore.py index 7ba0b1df..2f628171 100644 --- a/scarf/datastore/graph_datastore.py +++ b/scarf/datastore/graph_datastore.py @@ -1,17 +1,244 @@ +import hashlib +import json import os -from typing import Callable, List, Optional, Tuple, Union +import shutil +import tempfile +import time +from collections.abc import Callable, Iterator +from contextlib import contextmanager +from typing import Any, Literal, cast import numpy as np import pandas as pd -from dask.array import from_zarr # type: ignore +import zarr from loguru import logger +from numpy.typing import NDArray from scipy.sparse import coo_matrix, csr_matrix - -from ..assay import Assay -from ..utils import clean_array, show_dask_progress, system_call, tqdmbar +from scipy.sparse.csgraph import connected_components +from scipy.sparse.linalg import ArpackNoConvergence, svds + +from .._types import as_zarr_array, as_zarr_group +from ..ann import AnnStream +from ..assay import Assay, RNAassay +from ..chunked import ChunkedArray +from ..mapping_reference import MAPPING_REFERENCE_SCHEMA_VERSION, MappingReference +from ..storage.zarr_store import ( + copy_zarr_array, + create_or_open_staged_normed_array, + has_ann_index, + is_remote_datastore, + legacy_ann_index_path, + load_ann_index, + load_ann_index_from_path, + open_or_create_staged_normed_array, + save_ann_index, + zarr_root_path, +) +from ..utils import clean_array, show_dask_progress from ..writers import create_zarr_dataset from .base_datastore import BaseDataStore +_HARMONY_ANN_CONTRACT_VERSION = 1 + + +def _validate_source_sink_labels( + labels: pd.Series, + sources: list[Any], + sinks: list[Any], + context: str, +) -> None: + overlap = sorted(set(sources) & set(sinks)) + if overlap: + raise ValueError(f"Source and sink labels overlap in {context}: {overlap}") + + present = set(pd.unique(labels)) + missing_sources = [source for source in sources if source not in present] + missing_sinks = [sink for sink in sinks if sink not in present] + if missing_sources or missing_sinks: + raise ValueError( + f"Source/sink labels were not found in {context}. " + f"Missing sources: {missing_sources}; missing sinks: {missing_sinks}" + ) + + +def _make_source_sink_vector( + labels: pd.Series, + sources: list[Any], + sinks: list[Any], +) -> np.ndarray: + sink_mask = labels.isin(sinks).to_numpy(dtype=bool) + source_mask = labels.isin(sources).to_numpy(dtype=bool) + labelled = sink_mask | source_mask + if labelled.all(): + raise ValueError( + "All selected cells are labelled as sources or sinks, so the " + "source/sink vector cannot be balanced over unlabelled cells" + ) + + vector = np.zeros(labels.shape[0], dtype=float) + vector[sink_mask] = 1.0 + vector[source_mask] = -1.0 + vector[~labelled] = -vector.sum() / int((~labelled).sum()) + return vector + + +def _validate_source_sink_vector( + values: np.ndarray, + n_cells: int, + context: str, +) -> np.ndarray: + try: + vector = np.asarray(values, dtype=float) + except (TypeError, ValueError) as exc: + raise TypeError(f"{context} must contain numeric values") from exc + + if vector.ndim == 2 and vector.shape == (n_cells, 1): + vector = vector[:, 0] + elif vector.ndim != 1: + raise ValueError( + f"{context} must be one-dimensional or have shape ({n_cells}, 1)" + ) + + if vector.shape[0] != n_cells: + raise ValueError( + f"Size mismatch between {context} ({vector.shape[0]}) and graph ({n_cells})" + ) + if not np.isfinite(vector).all(): + raise ValueError(f"{context} must contain only finite values") + + tolerance = 1e-10 * max(1.0, float(np.abs(vector).sum())) + if not np.isclose(vector.sum(), 0.0, atol=tolerance, rtol=0.0): + raise ValueError(f"The values in {context} must sum to zero") + return vector + + +def _select_pseudotime_component( + graph: csr_matrix, + selected_cell_indices: np.ndarray, + component_policy: Literal["largest", "error"], +) -> tuple[np.ndarray, list[int]]: + if component_policy not in {"largest", "error"}: + raise ValueError("component_policy must be either 'largest' or 'error'") + + n_components, component_labels = connected_components( + graph, directed=False, return_labels=True + ) + sizes = np.bincount(component_labels, minlength=n_components).astype(int).tolist() + if n_components == 1: + return np.ones(graph.shape[0], dtype=bool), sizes + if component_policy == "error": + raise ValueError( + f"The selected graph has {n_components} connected components with sizes {sizes}" + ) + + retained_component = min( + range(n_components), + key=lambda component_id: ( + -sizes[component_id], + int(selected_cell_indices[component_labels == component_id].min()), + ), + ) + return np.asarray(component_labels == retained_component, dtype=bool), sizes + + +def _random_walk_laplacian_transpose(graph: csr_matrix) -> csr_matrix: + degree = np.asarray(graph.sum(axis=1), dtype=float).ravel() + if np.any(degree <= 0): + raise ValueError("The retained graph contains isolated cells") + n_cells = graph.shape[0] + inverse_degree = csr_matrix( + (1.0 / degree, (range(n_cells), range(n_cells))), + shape=(n_cells, n_cells), + ) + identity = csr_matrix( + (np.ones(n_cells), (range(n_cells), range(n_cells))), + shape=(n_cells, n_cells), + ) + # For symmetric A, I - A @ D^-1 is the transpose of PBA's I - D^-1 @ A. + return identity - graph.dot(inverse_degree) + + +def _truncated_pba_potential( + laplacian_transpose: csr_matrix, + n_singular_vals: int, + random_seed: int, + source_sink: np.ndarray, +) -> np.ndarray: + random_state = np.random.RandomState(random_seed) + initial_vector = random_state.rand(laplacian_transpose.shape[0]) + logger.info("Calculating SVD of graph laplacian. This might take a while...") + try: + left_vectors, singular_values, right_vectors_t = svds( + laplacian_transpose, + k=n_singular_vals, + which="SM", + v0=initial_vector, + ) + except ArpackNoConvergence as exc: + raise RuntimeError( + "Pseudotime SVD did not converge. Try a smaller n_singular_vals value" + ) from exc + + order = np.argsort(singular_values) + singular_values = singular_values[order] + left_vectors = left_vectors[:, order] + right_vectors = right_vectors_t[order, :].T + + rank_tolerance = ( + max(laplacian_transpose.shape) + * np.finfo(singular_values.dtype).eps + * max(1.0, float(singular_values.max())) + ) + if singular_values[0] > max(1e-8, rank_tolerance): + raise ValueError("The graph Laplacian does not contain the expected null mode") + if np.any(singular_values[1:] <= rank_tolerance): + raise ValueError( + "The graph Laplacian contains additional near-zero singular modes" + ) + + inverse_singular_values = 1.0 / singular_values[1:] + left_vectors = left_vectors[:, 1:] + right_vectors = right_vectors[:, 1:] + # The input is L.T, so U @ inv(S) @ V.T applies the PBA operator pinv(L). + return np.asarray( + left_vectors + @ (inverse_singular_values * (right_vectors.T @ source_sink).ravel()) + ) + + +class _GraphBuildProgress: + """Step-wise progress logging and timing for ``make_graph``.""" + + def __init__(self, total: int) -> None: + self._total = total + self._step = 0 + self._started = time.perf_counter() + self._records: list[tuple[int, str, float, str]] = [] + + @contextmanager + def step(self, name: str, *, cached: bool = False) -> Iterator[None]: + self._step += 1 + mode = "reusing cached" if cached else "computing" + label = f"{self._step}/{self._total}" + logger.info(f"make_graph step {label}: {name} ({mode})") + t0 = time.perf_counter() + try: + yield + finally: + elapsed = time.perf_counter() - t0 + self._records.append((self._step, name, elapsed, mode)) + logger.info( + f"make_graph step {label}: {name} finished in {elapsed:.1f}s ({mode})" + ) + + def finish(self) -> None: + total_elapsed = time.perf_counter() - self._started + accounted = sum(r[2] for r in self._records) + logger.info( + f"make_graph finished in {total_elapsed:.1f}s " + f"({self._step}/{self._total} steps, {accounted:.1f}s in logged steps)" + ) + class GraphDataStore(BaseDataStore): """This class extends BaseDataStore by providing methods required to @@ -26,9 +253,274 @@ class GraphDataStore(BaseDataStore): z: The Zarr file (directory) used for this datastore instance. """ - def __init__(self, **kwargs): + def __init__(self, **kwargs: Any) -> None: super().__init__(**kwargs) + def _mapping_reference_metadata( + self, + assay: Assay, + from_assay: str, + cell_key: str, + feat_key: str, + reduction_loc: str, + ann_loc: str, + batch_columns: list[str], + ) -> dict[str, Any]: + from ..mapping_utils import array_hash, array_store_hash + + normed_loc = f"{from_assay}/normed__{cell_key}__{feat_key}" + normed_group = as_zarr_group(self.zw[normed_loc], name=normed_loc) + reduction_group = as_zarr_group(self.zw[reduction_loc], name=reduction_loc) + feature_key = f"{cell_key}__{feat_key}" if feat_key != "I" else "I" + feature_ids = assay.feats.fetch("ids", key=feature_key) + batch_values = ( + np.column_stack( + [self.cells.fetch(column, key=cell_key) for column in batch_columns] + ) + if batch_columns + else np.empty((len(self.cells.active_index(cell_key)), 0), dtype=str) + ) + loadings = np.asarray( + as_zarr_array(reduction_group["reduction"], name="reduction")[:] + ) + corrected_hash = "" + if "harmonizedData" in reduction_group: + corrected_hash = array_store_hash( + as_zarr_array(reduction_group["harmonizedData"], name="harmonizedData") + ) + ann_group = as_zarr_group(self.zw[ann_loc], name=ann_loc) + ann_parts = ann_loc.rsplit("/", 1)[-1].split("__") + return { + "assay": from_assay, + "cellKey": cell_key, + "featureKey": feat_key, + "reductionPath": reduction_loc, + "annPath": ann_loc, + "featureHash": array_hash(feature_ids), + "cellHash": array_hash(self.cells.fetch("ids", key=cell_key)), + "batchValueHash": array_hash(batch_values), + "batchColumns": batch_columns, + "subsetHash": normed_group.attrs["subset_hash"], + "subsetParams": normed_group.attrs["subset_params"], + "loadingsHash": array_hash(loadings), + "correctedCoordinatesHash": corrected_hash, + "reductionMethod": "pca", + "annContract": { + "metric": ann_parts[1], + "efConstruction": int(ann_parts[2]), + "ef": int(ann_parts[3]), + "m": int(ann_parts[4]), + "randomState": int(ann_parts[5]), + "featureScaling": bool(ann_group.attrs.get("featureScaling", True)), + }, + } + + def _persist_mapping_reference( + self, + assay: Assay, + from_assay: str, + cell_key: str, + feat_key: str, + reduction_loc: str, + ann_loc: str, + knn_loc: str, + batch_columns: list[str], + ann_obj: AnnStream, + ) -> None: + from ..mapping_reference import persist_mapping_reference + from ..mapping_utils import _distance_quantile_summary + from ..symphony import SymphonyReferenceModel, weighted_centroids + + if ann_obj.harmonyResult is None: + return + if ann_obj.loadings is None: + raise RuntimeError( + "Cannot persist a mapping reference without PCA loadings" + ) + harmony = ann_obj.harmonyResult + try: + cluster_mass, raw_centroids = weighted_centroids( + harmony.original.T, harmony.assignments + ) + _, corrected_centroids = weighted_centroids( + harmony.corrected.T, harmony.assignments + ) + except ValueError as exc: + if "empty cluster" not in str(exc): + raise + raise ValueError( + "Harmony produced an empty reference cluster. Rebuild with a " + "smaller harmony_params['nclust'] value." + ) from exc + ridge_values = np.diag(harmony.ridge)[1:] + correction_ridge = ( + float(np.mean(ridge_values[ridge_values > 0])) + if np.any(ridge_values > 0) + else 1.0 + ) + model = SymphonyReferenceModel( + feature_means=ann_obj.mu, + feature_scales=ann_obj.sigma, + loadings=ann_obj.loadings, + centroids=harmony.centroids.T, + raw_centroids=raw_centroids, + corrected_centroids=corrected_centroids, + cluster_mass=cluster_mass, + sigma=harmony.sigma, + correction_ridge=correction_ridge, + ) + reduction_group = as_zarr_group(self.zw[reduction_loc], name=reduction_loc) + feature_key = f"{cell_key}__{feat_key}" if feat_key != "I" else "I" + feature_ids = assay.feats.fetch("ids", key=feature_key) + metadata = self._mapping_reference_metadata( + assay, + from_assay, + cell_key, + feat_key, + reduction_loc, + ann_loc, + batch_columns, + ) + metadata["harmonyParameters"] = harmony.parameters + metadata["batchLevels"] = [list(levels) for levels in harmony.batch_levels] + knn_group = as_zarr_group(self.zw[knn_loc], name=knn_loc) + distance_quantiles, distance_values = _distance_quantile_summary( + as_zarr_array(knn_group["distances"], name="distances") + ) + persist_mapping_reference( + reduction_group, + model, + feature_ids, + metadata, + reference_distance_quantiles=distance_quantiles, + reference_distance_values=distance_values, + ) + + def get_mapping_reference( + self, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + ) -> MappingReference: + """Load a validated immutable RNA/PCA Symphony-style mapping reference.""" + from ..mapping_reference import ( + load_mapping_reference, + resolve_mapping_reference_group, + ) + + from_assay, cell_key, feat_key = self._get_latest_keys( + from_assay, cell_key, feat_key + ) + assay = self._get_assay(from_assay) + if not isinstance(assay, RNAassay): + raise TypeError("Mapping references currently support RNA assays only") + normed_loc = f"{from_assay}/normed__{cell_key}__{feat_key}" + if normed_loc not in self.zw: + raise KeyError("No normalized reference data exists for the requested keys") + normed_group = as_zarr_group(self.zw[normed_loc], name=normed_loc) + reduction_loc = cast(str, normed_group.attrs.get("latest_reduction")) + if not reduction_loc or reduction_loc not in self.zw: + raise KeyError("No reduction exists for the requested reference") + reduction_group = as_zarr_group(self.zw[reduction_loc], name=reduction_loc) + ann_loc = cast(str, reduction_group.attrs.get("latest_ann")) + if not ann_loc or ann_loc not in self.zw: + raise KeyError("No ANN index exists for the requested reference") + try: + artifact, _, is_legacy = resolve_mapping_reference_group(reduction_group) + except KeyError: + raise ValueError( + "This harmonized graph predates the mapping-reference artifact. " + "Rebuild it with build_mapping_reference." + ) from None + artifact_ann_path = artifact.attrs.get("annPath") + if isinstance(artifact_ann_path, str): + ann_loc = artifact_ann_path + if ann_loc not in self.zw: + raise ValueError( + "The mapping-reference ANN index is missing. Rebuild the reference." + ) + ann_group = as_zarr_group(self.zw[ann_loc], name=ann_loc) + if not bool(ann_group.attrs.get("isHarmonized", False)): + raise ValueError( + "The requested graph is not harmonized. Build a harmonized mapping reference first." + ) + batch_columns = [ + str(column) for column in cast(list[Any], artifact.attrs["batchColumns"]) + ] + expected = self._mapping_reference_metadata( + assay, + from_assay, + cell_key, + feat_key, + reduction_loc, + ann_loc, + batch_columns, + ) + legacy_omissions = {"correctedCoordinatesHash", "annContract"} + for key, value in expected.items(): + if is_legacy and key in legacy_omissions: + continue + if artifact.attrs.get(key) != value: + raise ValueError( + f"Mapping reference is stale because {key} no longer matches. " + "Rebuild it with build_mapping_reference." + ) + return load_mapping_reference( + self, from_assay, cell_key, feat_key, reduction_loc, ann_loc + ) + + def build_mapping_reference( + self, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + batch_columns: list[str] | None = None, + **graph_kwargs: Any, + ) -> MappingReference: + """Build and return a versioned RNA/PCA Symphony-style mapping reference.""" + if self.zarr_mode != "r+": + raise ValueError("Building a mapping reference requires a read-write store") + if batch_columns is None: + raise ValueError("batch_columns is required to build a mapping reference") + if graph_kwargs.get("feat_scaling", True) is False: + raise ValueError( + "Mapping references require feat_scaling=True because query " + "projection uses the stored reference mean and scale." + ) + force_harmony_refit = bool(graph_kwargs) + if not force_harmony_refit: + try: + current = self.get_mapping_reference(from_assay, cell_key, feat_key) + except (KeyError, ValueError): + force_harmony_refit = True + else: + current_columns = [ + str(column) + for column in cast( + list[Any], current.metadata.get("batchColumns", []) + ) + ] + force_harmony_refit = ( + current_columns != batch_columns + or current.metadata.get("schemaVersion") + != MAPPING_REFERENCE_SCHEMA_VERSION + ) + self.make_graph( + from_assay=from_assay, + cell_key=cell_key, + feat_key=feat_key, + harmonize=True, + batch_columns=batch_columns, + _force_harmony_refit=force_harmony_refit, + **graph_kwargs, + ) + reference = self.get_mapping_reference(from_assay, cell_key, feat_key) + if not bool(reference.metadata.get("complete", False)): + raise RuntimeError( + "Mapping reference build did not produce a complete artifact" + ) + return reference + @staticmethod def _choose_reduction_method(assay: Assay, reduction_method: str) -> str: """This is a convenience function to determine the linear dimension @@ -62,24 +554,39 @@ def _choose_reduction_method(assay: Assay, reduction_method: str) -> str: def _set_graph_params( self, - from_assay, - cell_key, - feat_key, - log_transform=None, - renormalize_subset=None, - reduction_method="auto", - dims=None, - pca_cell_key=None, - ann_metric=None, - ann_efc=None, - ann_ef=None, - ann_m=None, - rand_state=None, - k=None, - n_centroids=None, - local_connectivity=None, - bandwidth=None, - ) -> tuple: + from_assay: str, + cell_key: str, + feat_key: str, + log_transform: bool | None = None, + renormalize_subset: bool | None = None, + reduction_method: str = "auto", + dims: int | None = None, + pca_cell_key: str | None = None, + ann_metric: str | None = None, + ann_efc: int | None = None, + ann_ef: int | None = None, + ann_m: int | None = None, + rand_state: int | None = None, + k: int | None = None, + n_centroids: int | None = None, + local_connectivity: float | None = None, + bandwidth: float | None = None, + ) -> tuple[ + bool, + bool, + str, + int, + str, + str, + int, + int, + int, + int, + int, + int, + float, + float, + ]: """This function allows determination of values for the parameters of `make_graph` function. This function harbours the default values for each parameter. If parameter value is None, then before choosing the @@ -110,7 +617,12 @@ def _set_graph_params( Finalized values for the all the optional parameters in the same order """ - def log_message(category, name, value, custom_msg=None): + def log_message( + category: str, + name: str, + value: Any, + custom_msg: str | None = None, + ) -> bool: """Convenience function to log variable usage messages for make_graph. @@ -136,7 +648,7 @@ def log_message(category, name, value, custom_msg=None): logger.info(custom_msg) return True - default_values = { + default_values: dict[str, Any] = { "log_transform": True, "renormalize_subset": True, "dims": 11, @@ -150,13 +662,19 @@ def log_message(category, name, value, custom_msg=None): normed_loc = f"{from_assay}/normed__{cell_key}__{feat_key}" if log_transform is None or renormalize_subset is None: - if normed_loc in self.zw and "subset_params" in self.zw[normed_loc].attrs: - # This works in coordination with save_normalized_data - subset_params = self.zw[normed_loc].attrs["subset_params"] - c_log_transform, c_renormalize_subset = ( - subset_params["log_transform"], - subset_params["renormalize_subset"], - ) + if normed_loc in self.zw: + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + if "subset_params" in normed_grp.attrs: + # This works in coordination with save_normalized_data + subset_params = cast( + dict[str, Any], normed_grp.attrs["subset_params"] + ) + c_log_transform, c_renormalize_subset = ( + subset_params["log_transform"], + subset_params["renormalize_subset"], + ) + else: + c_log_transform, c_renormalize_subset = None, None else: c_log_transform, c_renormalize_subset = None, None if log_transform is None: @@ -177,12 +695,13 @@ def log_message(category, name, value, custom_msg=None): renormalize_subset = bool(renormalize_subset) if dims is None or pca_cell_key is None: - if ( - normed_loc in self.zw - and "latest_reduction" in self.zw[normed_loc].attrs - ): - reduction_loc = self.zw[normed_loc].attrs["latest_reduction"] - c_dims, c_pca_cell_key = reduction_loc.rsplit("__", 2)[1:] + if normed_loc in self.zw: + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + if "latest_reduction" in normed_grp.attrs: + reduction_loc_attr = cast(str, normed_grp.attrs["latest_reduction"]) + c_dims, c_pca_cell_key = reduction_loc_attr.rsplit("__", 2)[1:] + else: + c_dims, c_pca_cell_key = None, None else: c_dims, c_pca_cell_key = None, None if dims is None: @@ -204,7 +723,7 @@ def log_message(category, name, value, custom_msg=None): raise ValueError( f"ERROR: `pca_use_cell_key` {pca_cell_key} does not exist in cell metadata" ) - if self.cells.get_dtype(pca_cell_key) != bool: + if self.cells.get_dtype(pca_cell_key) != bool: # noqa: E721 raise TypeError( "ERROR: Type of `pca_use_cell_key` column in cell metadata should be `bool`" ) @@ -223,18 +742,28 @@ def log_message(category, name, value, custom_msg=None): or ann_m is None or rand_state is None ): - if ( - reduction_loc in self.zw - and "latest_ann" in self.zw[reduction_loc].attrs - ): - ann_loc = self.zw[reduction_loc].attrs["latest_ann"] - ( - c_ann_metric, - c_ann_efc, - c_ann_ef, - c_ann_m, - c_rand_state, - ) = ann_loc.rsplit("/", 1)[1].split("__")[1:] + if reduction_loc in self.zw: + reduction_grp = as_zarr_group( + self.zw[reduction_loc], name=reduction_loc + ) + if "latest_ann" in reduction_grp.attrs: + ann_loc_attr = cast(str, reduction_grp.attrs["latest_ann"]) + ann_parts = ann_loc_attr.rsplit("/", 1)[1].split("__") + ( + c_ann_metric, + c_ann_efc, + c_ann_ef, + c_ann_m, + c_rand_state, + ) = ann_parts[1:6] + else: + c_ann_metric, c_ann_efc, c_ann_ef, c_ann_m, c_rand_state = ( + None, + None, + None, + None, + None, + ) else: c_ann_metric, c_ann_efc, c_ann_ef, c_ann_m, c_rand_state = ( None, @@ -256,14 +785,14 @@ def log_message(category, name, value, custom_msg=None): log_message("cached", "ann_efc", ann_efc) else: ann_efc = None # Will be set after value for k is determined - log_message("default", "ann_efc", f"min(100, max(k * 3, 50))") + log_message("default", "ann_efc", "min(100, max(k * 3, 50))") if ann_ef is None: if c_ann_ef is not None: ann_ef = int(c_ann_ef) log_message("cached", "ann_ef", ann_ef) else: ann_ef = None # Will be set after value for k is determined - log_message("default", "ann_ef", f"min(100, max(k * 3, 50))") + log_message("default", "ann_ef", "min(100, max(k * 3, 50))") if ann_m is None: if c_ann_m is not None: ann_m = int(c_ann_m) @@ -283,14 +812,19 @@ def log_message(category, name, value, custom_msg=None): rand_state = int(rand_state) if k is None: - if ( - reduction_loc in self.zw - and "latest_ann" in self.zw[reduction_loc].attrs - ): - ann_loc = self.zw[reduction_loc].attrs["latest_ann"] - knn_loc = self.zw[ann_loc].attrs["latest_knn"] - k = int(knn_loc.rsplit("__", 1)[1]) - log_message("cached", "k", k) + if reduction_loc in self.zw: + reduction_grp = as_zarr_group( + self.zw[reduction_loc], name=reduction_loc + ) + if "latest_ann" in reduction_grp.attrs: + ann_loc_attr = cast(str, reduction_grp.attrs["latest_ann"]) + ann_grp = as_zarr_group(self.zw[ann_loc_attr], name=ann_loc_attr) + knn_loc_attr = cast(str, ann_grp.attrs["latest_knn"]) + k = int(knn_loc_attr.rsplit("__", 1)[1]) + log_message("cached", "k", k) + else: + k = default_values["k"] + log_message("default", "k", k) else: k = default_values["k"] log_message("default", "k", k) @@ -301,31 +835,41 @@ def log_message(category, name, value, custom_msg=None): if ann_efc is None: ann_efc = min(100, max(k * 3, 50)) ann_efc = int(ann_efc) - ann_loc = f"{reduction_loc}/ann__{ann_metric}__{ann_efc}__{ann_ef}__{ann_m}__{rand_state}" + ann_loc = ( + f"{reduction_loc}/ann__{ann_metric}__{ann_efc}__{ann_ef}__" + f"{ann_m}__{rand_state}" + ) knn_loc = f"{ann_loc}/knn__{k}" if n_centroids is None: - if ( - reduction_loc in self.zw - and "latest_kmeans" in self.zw[reduction_loc].attrs - ): - kmeans_loc = self.zw[reduction_loc].attrs["latest_kmeans"] - n_centroids = int( - kmeans_loc.split("/")[-1].split("__")[1] - ) # depends on param_joiner - log_message("default", "n_centroids", n_centroids) + if reduction_loc in self.zw: + reduction_grp = as_zarr_group( + self.zw[reduction_loc], name=reduction_loc + ) + if "latest_kmeans" in reduction_grp.attrs: + kmeans_loc_attr = cast(str, reduction_grp.attrs["latest_kmeans"]) + n_centroids = int( + kmeans_loc_attr.split("/")[-1].split("__")[1] + ) # depends on param_joiner + log_message("default", "n_centroids", n_centroids) + else: + n_centroids = default_values["n_centroids"] + log_message("default", "n_centroids", n_centroids) else: - # n_centroids = min(data.shape[0]/10, max(500, data.shape[0]/100)) n_centroids = default_values["n_centroids"] log_message("default", "n_centroids", n_centroids) n_centroids = int(n_centroids) if local_connectivity is None or bandwidth is None: - if knn_loc in self.zw and "latest_graph" in self.zw[knn_loc].attrs: - graph_loc = self.zw[knn_loc].attrs["latest_graph"] - c_local_connectivity, c_bandwidth = map( - float, graph_loc.rsplit("/")[-1].split("__")[1:] - ) + if knn_loc in self.zw: + knn_grp = as_zarr_group(self.zw[knn_loc], name=knn_loc) + if "latest_graph" in knn_grp.attrs: + graph_loc_attr = cast(str, knn_grp.attrs["latest_graph"]) + c_local_connectivity, c_bandwidth = map( + float, graph_loc_attr.rsplit("/")[-1].split("__")[1:] + ) + else: + c_local_connectivity, c_bandwidth = None, None else: c_local_connectivity, c_bandwidth = None, None if local_connectivity is None: @@ -364,10 +908,10 @@ def log_message(category, name, value, custom_msg=None): def _get_latest_keys( self, - from_assay: Optional[str], - cell_key: Optional[str], - feat_key: Optional[str], - ) -> Tuple[str, str, str]: + from_assay: str | None, + cell_key: str | None, + feat_key: str | None, + ) -> tuple[str, str, str]: if from_assay is None: from_assay = self._defaultAssay if cell_key is None: @@ -391,12 +935,16 @@ def _get_latest_graph_loc( Path of graph in the Zarr hierarchy """ normed_loc = f"{from_assay}/normed__{cell_key}__{feat_key}" - reduction_loc = self.zw[normed_loc].attrs["latest_reduction"] - ann_loc = self.zw[reduction_loc].attrs["latest_ann"] - knn_loc = self.zw[ann_loc].attrs["latest_knn"] - return self.zw[knn_loc].attrs["latest_graph"] - - def _get_latest_knn_loc(self, from_assay: str = None) -> str: + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + reduction_loc = cast(str, normed_grp.attrs["latest_reduction"]) + reduction_grp = as_zarr_group(self.zw[reduction_loc], name=reduction_loc) + ann_loc = cast(str, reduction_grp.attrs["latest_ann"]) + ann_grp = as_zarr_group(self.zw[ann_loc], name=ann_loc) + knn_loc = cast(str, ann_grp.attrs["latest_knn"]) + knn_grp = as_zarr_group(self.zw[knn_loc], name=knn_loc) + return cast(str, knn_grp.attrs["latest_graph"]) + + def _get_latest_knn_loc(self, from_assay: str | None = None) -> str: """Convenience function to identify location of the latest KNN graph in the Zarr hierarchy. @@ -413,17 +961,384 @@ def _get_latest_knn_loc(self, from_assay: str = None) -> str: if from_assay not in self.assay_names: raise ValueError(f"ERROR: Assay {from_assay} does not exist") - latest_cell_key = self.zw[from_assay].attrs["latest_cell_key"] - latest_feat_key = self.zw[from_assay].attrs["latest_feat_key"] + latest_cell_key = cast( + str, + as_zarr_group(self.zw[from_assay], name=from_assay).attrs[ + "latest_cell_key" + ], + ) + latest_feat_key = cast( + str, + as_zarr_group(self.zw[from_assay], name=from_assay).attrs[ + "latest_feat_key" + ], + ) normed_loc = f"{from_assay}/normed__{latest_cell_key}__{latest_feat_key}" - reduction_loc = self.zw[normed_loc].attrs["latest_reduction"] - if "reduction" not in self.zw[reduction_loc]: + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + reduction_loc = cast(str, normed_grp.attrs["latest_reduction"]) + reduction_grp = as_zarr_group(self.zw[reduction_loc], name=reduction_loc) + if "reduction" not in reduction_grp: raise ValueError(f"ERROR: PCA Reduction not found in {reduction_loc}") - latest_ann = self.zw[reduction_loc].attrs["latest_ann"] - ann_loc = self.zw[latest_ann] - latest_knn = ann_loc.attrs["latest_knn"] + latest_ann = cast(str, reduction_grp.attrs["latest_ann"]) + ann_grp = as_zarr_group(self.zw[latest_ann], name=latest_ann) + latest_knn = cast(str, ann_grp.attrs["latest_knn"]) return latest_knn + def _ann_stream_recoverable( + self, + ann_loc: str, + reduction_loc: str, + normed_loc: str, + ) -> bool: + """Return True when an ANN stream can be loaded or rebuilt without a full make_graph.""" + if ann_loc in self.zw and has_ann_index( + as_zarr_group(self.zw[ann_loc], name=ann_loc) + ): + return True + legacy = legacy_ann_index_path(zarr_root_path(self.zw), ann_loc) + if legacy is not None and os.path.exists(legacy): + return True + if reduction_loc in self.zw: + reduction_grp = as_zarr_group(self.zw[reduction_loc], name=reduction_loc) + if "reduction" in reduction_grp: + if normed_loc in self.zw: + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + if "data" in normed_grp: + return True + return False + + def _resolve_ann_index( + self, + ann_loc: str, + ann_metric: str, + dim: int, + ann_index_fetcher: Callable | None = None, + persist: bool = True, + ) -> Any: + """Load ANN index from zarr, legacy file, custom fetcher, or return None to rebuild.""" + ann_group: zarr.Group | None = ( + as_zarr_group(self.zw[ann_loc], name=ann_loc) + if ann_loc in self.zw + else None + ) + + if ann_index_fetcher is not None: + try: + ann_index_fn = ann_index_fetcher(ann_loc) + except Exception: + ann_index_fn = None + logger.warning("Custom `ann_index_fetcher` failed") + if ann_index_fn is not None and os.path.exists(ann_index_fn): + return load_ann_index_from_path(ann_index_fn, ann_metric, dim) + + if ann_group is not None and has_ann_index(ann_group): + return load_ann_index(ann_group, ann_metric, dim) + + legacy = legacy_ann_index_path(zarr_root_path(self.zw), ann_loc) + if legacy is not None and os.path.exists(legacy): + idx = load_ann_index_from_path(legacy, ann_metric, dim) + if persist and self.zarr_mode == "r+" and ann_group is not None: + save_ann_index(ann_group, idx) + return idx + + logger.info( + "ANN index not found in store; will rebuild from normalized data and loadings" + ) + return None + + def _persist_ann_index( + self, + ann_loc: str, + ann_idx: Any, + ann_index_saver: Callable | None = None, + ) -> None: + """Save an hnswlib index into the zarr hierarchy or via a custom saver.""" + if ann_index_saver is not None: + try: + ann_index_saver(ann_idx, ann_loc) + return + except Exception: + logger.warning("Custom `ann_index_saver` failed") + if ann_loc not in self.zw: + self.zw.create_group(ann_loc, overwrite=True) + if self.zarr_mode != "r+": + logger.debug("Skipping ANN index persistence on read-only store") + return + save_ann_index(as_zarr_group(self.zw[ann_loc], name=ann_loc), ann_idx) + + def _has_ann_stream_cache( + self, + from_assay: str, + cell_key: str, + feat_key: str, + knn_loc: str | None = None, + feat_scaling: bool | None = None, + ) -> bool: + try: + if knn_loc is None: + normed_loc = f"{from_assay}/normed__{cell_key}__{feat_key}" + if normed_loc not in self.zw: + return False + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + reduction_loc = cast(str, normed_grp.attrs["latest_reduction"]) + reduction_grp = as_zarr_group( + self.zw[reduction_loc], name=reduction_loc + ) + ann_loc = cast(str, reduction_grp.attrs["latest_ann"]) + ann_grp = as_zarr_group(self.zw[ann_loc], name=ann_loc) + knn_loc = cast(str, ann_grp.attrs["latest_knn"]) + else: + ann_loc = knn_loc.rsplit("/", 1)[0] + + if knn_loc not in self.zw: + return False + if ann_loc not in self.zw: + return False + if feat_scaling is not None: + ann_grp = as_zarr_group(self.zw[ann_loc], name=ann_loc) + cached_scaling = bool(ann_grp.attrs.get("featureScaling", True)) + if cached_scaling != feat_scaling: + return False + reduction_loc = ann_loc.rsplit("/ann__", 1)[0] + normed_loc = reduction_loc.rsplit("/reduction__", 1)[0] + return self._ann_stream_recoverable(ann_loc, reduction_loc, normed_loc) + except KeyError: + return False + + def _load_or_compute_norm_stats( + self, + normed_loc: str, + data: ChunkedArray, + reduction_method: str, + ) -> tuple[np.ndarray, np.ndarray]: + mu, sigma = np.ndarray([]), np.ndarray([]) + if reduction_method not in ["pca", "manual"]: + return mu, sigma + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + need_mu = "mu" not in normed_grp + need_sigma = "sigma" not in normed_grp + if not need_mu: + mu = np.asarray(as_zarr_array(normed_grp["mu"], name="mu")[:]) + if not need_sigma: + sigma = np.asarray(as_zarr_array(normed_grp["sigma"], name="sigma")[:]) + if need_mu and need_sigma: + mu_raw, sigma_raw = data.mean_and_std( + nthreads=self.nthreads, + msg="Calculating mean and std. dev. of norm. data", + ) + mu = clean_array(mu_raw) + sigma = clean_array(sigma_raw, 1) + if self.zarr_mode == "r+": + g = create_zarr_dataset(normed_grp, "mu", (100000,), "f8", mu.shape) + g[:] = mu + g = create_zarr_dataset( + normed_grp, "sigma", (100000,), "f8", sigma.shape + ) + g[:] = sigma + else: + logger.debug("Skipping mu/sigma persistence on read-only store") + elif need_mu: + mu = clean_array( + show_dask_progress( + data.mean(axis=0), + "Calculating mean of norm. data", + self.nthreads, + ) + ) + if self.zarr_mode == "r+": + g = create_zarr_dataset(normed_grp, "mu", (100000,), "f8", mu.shape) + g[:] = mu + else: + logger.debug("Skipping mu persistence on read-only store") + elif need_sigma: + sigma = clean_array( + show_dask_progress( + data.std(axis=0), + "Calculating std. dev. of norm. data", + self.nthreads, + ), + 1, + ) + if self.zarr_mode == "r+": + g = create_zarr_dataset( + normed_grp, "sigma", (100000,), "f8", sigma.shape + ) + g[:] = sigma + else: + logger.debug("Skipping sigma persistence on read-only store") + return mu, sigma + + @staticmethod + def _normed_data_cached( + assay: Assay, + cell_key: str, + feat_key: str, + location: str, + log_transform: bool, + renormalize_subset: bool, + ) -> bool: + resolved_feat = feat_key if feat_key == "I" else f"{cell_key}__{feat_key}" + if location not in assay.z: + return False + try: + cell_idx, feat_idx = assay._get_cell_feat_idx(cell_key, resolved_feat) + subset_hash = assay._create_subset_hash(cell_idx, feat_idx) + subset_params = { + "log_transform": log_transform, + "renormalize_subset": renormalize_subset, + } + grp = assay.z[location] + return ( + subset_hash == grp.attrs["subset_hash"] + and subset_params == grp.attrs["subset_params"] + ) + except (KeyError, ValueError, AttributeError): + return False + + @staticmethod + def _staged_normed_cached( + cache_path: str, + subset_hash: int, + subset_params: dict[str, Any], + ) -> bool: + if not os.path.isfile(os.path.join(cache_path, "zarr.json")): + return False + try: + root = zarr.open_group(cache_path, mode="r") + if "data" not in root: + return False + staged = root["data"] + return ( + staged.attrs.get("staged_subset_hash") == subset_hash + and staged.attrs.get("staged_subset_params") == subset_params + and bool(staged.attrs.get("staged_complete")) + ) + except Exception: + return False + + def _load_ann_stream( + self, + from_assay: str, + cell_key: str, + feat_key: str, + feat_scaling: bool = True, + knn_loc: str | None = None, + ) -> AnnStream: + """Load an AnnStream from an existing graph without recomputing KNN.""" + + if knn_loc is None: + normed_loc = f"{from_assay}/normed__{cell_key}__{feat_key}" + if normed_loc not in self.zw: + raise KeyError(f"No normalized data at {normed_loc}") + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + reduction_loc = cast(str, normed_grp.attrs["latest_reduction"]) + reduction_grp = as_zarr_group(self.zw[reduction_loc], name=reduction_loc) + ann_loc = cast(str, reduction_grp.attrs["latest_ann"]) + ann_grp = as_zarr_group(self.zw[ann_loc], name=ann_loc) + knn_loc = cast(str, ann_grp.attrs["latest_knn"]) + else: + ann_loc = knn_loc.rsplit("/", 1)[0] + reduction_loc = ann_loc.rsplit("/ann__", 1)[0] + normed_loc = reduction_loc.rsplit("/reduction__", 1)[0] + + if knn_loc not in self.zw: + raise KeyError(f"KNN graph not found at {knn_loc}") + + ann_parts = ann_loc.rsplit("/", 1)[-1].split("__") + ann_metric = ann_parts[1] + ann_efc, ann_ef, ann_m, rand_state = map(int, ann_parts[2:6]) + red_parts = reduction_loc.rsplit("/", 1)[-1].split("__") + reduction_method, dims, pca_cell_key = ( + red_parts[1], + int(red_parts[2]), + red_parts[3], + ) + k = int(knn_loc.rsplit("/", 1)[-1].split("__")[-1]) + + data = ChunkedArray( + as_zarr_array( + as_zarr_group(self.zw[normed_loc], name=normed_loc)["data"], + name="data", + ), + nthreads=self.nthreads, + ) + mu, sigma = self._load_or_compute_norm_stats(normed_loc, data, reduction_method) + + loadings: NDArray[Any] | None = None + reduction_grp = as_zarr_group(self.zw[reduction_loc], name=reduction_loc) + if "reduction" in reduction_grp: + loadings = np.asarray( + as_zarr_array(reduction_grp["reduction"], name="reduction")[:] + ) + + ann_grp = as_zarr_group(self.zw[ann_loc], name=ann_loc) + cached_scaling = bool(ann_grp.attrs.get("featureScaling", True)) + if cached_scaling != feat_scaling: + raise ValueError( + f"ANN index at {ann_loc} was built with featureScaling=" + f"{cached_scaling}, not {feat_scaling}. Rebuild the graph." + ) + harmonize = cast(bool, ann_grp.attrs.get("isHarmonized", False)) + harmonized_data = None + batches = None + if harmonize and "harmonizedData" in reduction_grp: + harmonized_arr = as_zarr_array( + reduction_grp["harmonizedData"], name="harmonizedData" + ) + harmonized_data = ChunkedArray(harmonized_arr, nthreads=self.nthreads) + batch_columns = cast(list[str] | None, harmonized_arr.attrs.get("batches")) + if batch_columns: + batches = pd.DataFrame( + { + x: self.cells.fetch(x, key=cell_key).astype(object) + for x in batch_columns + } + ) + + temp_dim = dims if dims > 0 else data.shape[1] + ann_idx = self._resolve_ann_index( + ann_loc, + ann_metric, + temp_dim, + ann_index_fetcher=None, + persist=(self.zarr_mode == "r+"), + ) + rebuilt_ann = ann_idx is None + + use_for_pca = self.cells.fetch(pca_cell_key, key=cell_key) + logger.info(f"Loaded existing ANN stream from {ann_loc}") + ann_obj = AnnStream( + data=data, + k=k, + n_cluster=2, + reduction_method=reduction_method, + dims=dims, + loadings=loadings, + use_for_pca=use_for_pca, + mu=mu, + sigma=sigma, + ann_metric=ann_metric, + ann_efc=ann_efc, + ann_ef=ann_ef, + ann_m=ann_m, + nthreads=self.nthreads, + ann_parallel=False, + rand_state=rand_state, + do_kmeans_fit=False, + disable_scaling=not feat_scaling, + ann_idx=ann_idx, + lsi_skip_first=True, + lsi_params={}, + harmonize=harmonize, + harmonized_data=harmonized_data, + batches=batches, + cache_embeddings=False, + ) + ann_obj.annPath = ann_loc + if rebuilt_ann and self.zarr_mode == "r+": + self._persist_ann_index(ann_loc, ann_obj.annIdx) + return ann_obj + def _get_ini_embed( self, from_assay: str, cell_key: str, feat_key: str, n_comps: int ) -> np.ndarray: @@ -446,17 +1361,24 @@ def _get_ini_embed( from ..utils import rescale_array normed_loc = f"{from_assay}/normed__{cell_key}__{feat_key}" - reduction_loc = self.zw[normed_loc].attrs["latest_reduction"] - kmeans_loc = self.zw[reduction_loc].attrs["latest_kmeans"] + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + reduction_loc = cast(str, normed_grp.attrs["latest_reduction"]) + reduction_grp = as_zarr_group(self.zw[reduction_loc], name=reduction_loc) + kmeans_loc = cast(str, reduction_grp.attrs["latest_kmeans"]) + kmeans_grp = as_zarr_group(self.zw[kmeans_loc], name=kmeans_loc) pc = PCA(n_components=n_comps).fit_transform( - self.zw[kmeans_loc]["cluster_centers"][:] + np.asarray( + as_zarr_array(kmeans_grp["cluster_centers"], name="cluster_centers")[:] + ) ) for i in range(n_comps): pc[:, i] = rescale_array(pc[:, i]) - clusters = self.zw[kmeans_loc]["cluster_labels"][:].astype(np.uint32) + clusters = np.asarray( + as_zarr_array(kmeans_grp["cluster_labels"], name="cluster_labels")[:] + ).astype(np.uint32) return np.array([pc[x] for x in clusters]).astype(np.float32, order="C") - def _get_graph_ncells_k(self, graph_loc: str) -> Tuple[int, int]: + def _get_graph_ncells_k(self, graph_loc: str) -> tuple[int, int]: """ Args: @@ -466,14 +1388,18 @@ def _get_graph_ncells_k(self, graph_loc: str) -> Tuple[int, int]: """ if graph_loc.startswith(self._integratedGraphsLoc): - attrs = self.zw[graph_loc].attrs - return attrs["n_cells"], attrs["n_neighbors"] - knn_loc = self.zw[graph_loc.rsplit("/", 1)[0]] - return knn_loc["indices"].shape + graph_grp = as_zarr_group(self.zw[graph_loc], name=graph_loc) + attrs = dict(graph_grp.attrs) + return cast(int, attrs["n_cells"]), cast(int, attrs["n_neighbors"]) + knn_grp = as_zarr_group( + self.zw[graph_loc.rsplit("/", 1)[0]], name=graph_loc.rsplit("/", 1)[0] + ) + indices = as_zarr_array(knn_grp["indices"], name="indices") + return indices.shape[0], indices.shape[1] def _store_to_sparse( - self, graph_loc: str, sparse_format: str = "csr", use_k: Optional[int] = None - ) -> tuple: + self, graph_loc: str, sparse_format: str = "csr", use_k: int | None = None + ) -> tuple[int, csr_matrix | coo_matrix]: """ Args: @@ -485,7 +1411,7 @@ def _store_to_sparse( """ logger.debug(f"Loading graph from location: {graph_loc}") - store = self.zw[graph_loc] + store = as_zarr_group(self.zw[graph_loc], name=graph_loc) n_cells, k = self._get_graph_ncells_k(graph_loc) # TODO: can we have a progress bar for graph loading. Append to coo matrix? if use_k is None: @@ -498,7 +1424,8 @@ def _store_to_sparse( indexer = np.tile([True] * use_k + [False] * (k - use_k), n_cells) else: indexer = None - w, e = store["weights"][:], store["edges"][:] + w = np.asarray(as_zarr_array(store["weights"], name="weights")[:]) + e = np.asarray(as_zarr_array(store["edges"], name="edges")[:]) if indexer is not None: w, e = w[indexer], e[indexer] if sparse_format == "csr": @@ -510,38 +1437,99 @@ def _store_to_sparse( (w, (e[:, 0], e[:, 1])), shape=(n_cells, n_cells) ) + @staticmethod + def _resolve_local_cache_plan( + zarr_loc: Any, + group: zarr.Group, + local_cache: bool | str, + ) -> tuple[bool, str | None, bool]: + """Return whether to stage, cache base directory, and remove-on-success flag.""" + if local_cache is False or not is_remote_datastore(zarr_loc, group): + return False, None, False + if local_cache is True or local_cache == "auto": + return True, tempfile.mkdtemp(prefix="scarf_local_cache_"), True + if isinstance(local_cache, str): + os.makedirs(local_cache, exist_ok=True) + return True, local_cache, False + raise TypeError( + f"local_cache must be 'auto', True, False, or a path string, got {local_cache!r}" + ) + + def _normed_cache_key(self, subset_hash: int, subset_params: dict[str, Any]) -> str: + import hashlib + import json + + payload = json.dumps( + {"subset_hash": subset_hash, "subset_params": subset_params}, + sort_keys=True, + ) + return hashlib.sha256(payload.encode()).hexdigest()[:32] + + def _stage_normed_data( + self, + remote_array: zarr.Array, + subset_hash: int, + subset_params: dict[str, Any], + cache_base: str, + ) -> ChunkedArray: + """Copy normalized data to a local scratch Zarr for multi-pass graph building.""" + cache_key = self._normed_cache_key(subset_hash, subset_params) + cache_path = os.path.join(cache_base, cache_key, "normed.zarr") + os.makedirs(os.path.dirname(cache_path), exist_ok=True) + staged = open_or_create_staged_normed_array(cache_path, remote_array) + if ( + staged.attrs.get("staged_subset_hash") == subset_hash + and staged.attrs.get("staged_subset_params") == subset_params + and staged.attrs.get("staged_complete") + ): + logger.info(f"Reusing staged normalized data at {cache_path}") + else: + logger.info(f"Staging normalized data locally at {cache_path}") + copy_zarr_array( + remote_array, + staged, + msg="Staging normalized data locally", + ) + staged.attrs["staged_subset_hash"] = subset_hash + staged.attrs["staged_subset_params"] = subset_params + staged.attrs["staged_complete"] = True + return ChunkedArray(staged, nthreads=self.nthreads) + def make_graph( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - feat_key: Optional[str] = None, - pca_cell_key: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + pca_cell_key: str | None = None, reduction_method: str = "auto", - dims: Optional[int] = None, - k: Optional[int] = None, - ann_metric: Optional[str] = None, - ann_efc: Optional[int] = None, - ann_ef: Optional[int] = None, - ann_m: Optional[int] = None, + dims: int | None = None, + k: int | None = None, + ann_metric: str | None = None, + ann_efc: int | None = None, + ann_ef: int | None = None, + ann_m: int | None = None, ann_parallel: bool = False, - rand_state: Optional[int] = None, - n_centroids: Optional[int] = None, - batch_size: Optional[int] = None, - log_transform: Optional[bool] = None, - renormalize_subset: Optional[bool] = None, - local_connectivity: Optional[float] = None, - bandwidth: Optional[float] = None, + rand_state: int | None = None, + n_centroids: int | None = None, + batch_size: int | None = None, + log_transform: bool | None = None, + renormalize_subset: bool | None = None, + local_connectivity: float | None = None, + bandwidth: float | None = None, update_keys: bool = True, return_ann_object: bool = False, - custom_loadings: Optional[np.ndarray] = None, + custom_loadings: np.ndarray | None = None, feat_scaling: bool = True, lsi_skip_first: bool = True, harmonize: bool = False, - batch_columns: Optional[List[str]] = None, + batch_columns: list[str] | None = None, show_elbow_plot: bool = False, - ann_index_fetcher: Optional[Callable] = None, - ann_index_saver: Optional[Callable] = None, - ): + ann_index_fetcher: Callable | None = None, + ann_index_saver: Callable | None = None, + local_cache: bool | str = "auto", + harmony_params: dict[str, Any] | None = None, + _force_harmony_refit: bool = False, + ) -> AnnStream | None: """Creates a cell neighbourhood graph. Performs following steps in the process: @@ -637,22 +1625,26 @@ def make_graph( reduced dimensions. `dims` parameter is ignored when this is provided. (Default value: None) feat_scaling: If True (default) then the feature will be z-scaled otherwise not. It is highly recommended - that this is kept as True unless you know what you are doing. `feat_scaling` is internally - turned off when during cross sample mapping using CORAL normalized values are being used. - Read more about this in `run_mapping` method. + that this is kept as True unless you know what you are doing. lsi_skip_first: Whether to remove the first LSI dimension when using ATAC-Seq data. - harmonize: Run Harmony to perform batch integration - batch_columns: Columns in cell metadata table to use for batch integration + harmonize: If True, run Harmony batch correction on the PCA embedding before + building the KNN graph. Requires ``batch_columns``. + batch_columns: Cell metadata columns defining batch variables for Harmony. + harmony_params: Optional keyword arguments forwarded to ``fit_harmony``. show_elbow_plot: If True, then an elbow plot is shown when PCA is fitted to the data. Not shown when using existing PCA loadings or custom loadings. (Default value: False) - ann_index_fetcher: - ann_index_saver: + ann_index_fetcher: Optional callable to load a pre-built ANN index instead of fitting one. + ann_index_saver: Optional callable to persist a fitted ANN index for reuse. + local_cache: When ``'auto'`` or ``True``, remote stores copy the normalized + matrix to a local scratch Zarr before PCA/ANN/kmeans/KNN so + multi-pass reads hit local disk instead of object storage. + A string value is treated as a persistent scratch base path + keyed by ``subset_hash`` (~8 GB for 1M cells x 2000 HVGs in + float32). ``False`` disables staging. Returns: Either None or `AnnStream` object """ - from ..ann import AnnStream - if from_assay is None: from_assay = self._defaultAssay assay = self._get_assay(from_assay) @@ -661,19 +1653,18 @@ def make_graph( if cell_key is None: cell_key = "I" if feat_key is None: - bool_cols = [ + bool_col_parts = [ x.split("__", 1) for x in assay.feats.columns - if assay.feats.get_dtype(x) == bool and x != "I" + if assay.feats.get_dtype(x) == bool and x != "I" # noqa: E721 ] - bool_cols = [f"{x[1]}({x[0]})" for x in bool_cols] - bool_cols = " ".join(map(str, bool_cols)) + bool_cols_msg = " ".join(f"{part[1]}({part[0]})" for part in bool_col_parts) raise ValueError( "ERROR: You have to choose which features that should be used for graph construction. " "Ideally you should have performed a feature selection step before making this graph. " "Feature selection step adds a column to your feature table. \n" "You have following boolean columns in the feature " - f"metadata of assay {from_assay} which you can choose from: {bool_cols}\n The values in " + f"metadata of assay {from_assay} which you can choose from: {bool_cols_msg}\n The values in " f"brackets indicate the cell_key for which the feat_key is available. Choosing 'I' " f"as `feat_key` means that you will use all the genes for graph creation." ) @@ -722,11 +1713,11 @@ def make_graph( batches = None if harmonize: if batch_columns is None: - raise ValueError(f"Harmonization requested but no batches provided") + raise ValueError("Harmonization requested but no batches provided") else: if isinstance(batch_columns, list) is False: raise ValueError( - f"batches must be a list of columns in cell metadata that represent batches" + "batches must be a list of columns in cell metadata that represent batches" ) batches = pd.DataFrame( { @@ -739,78 +1730,264 @@ def make_graph( reduction_loc = ( f"{normed_loc}/reduction__{reduction_method}__{dims}__{pca_cell_key}" ) - ann_loc = f"{reduction_loc}/ann__{ann_metric}__{ann_efc}__{ann_ef}__{ann_m}__{rand_state}" + ann_loc = ( + f"{reduction_loc}/ann__{ann_metric}__{ann_efc}__{ann_ef}__" + f"{ann_m}__{rand_state}" + ) + if not feat_scaling: + ann_loc = f"{ann_loc}__unscaled" + if harmonize: + if batches is None: + raise ValueError("Harmony requires batch metadata") + from ..mapping_utils import array_hash + + harmony_contract = { + "version": _HARMONY_ANN_CONTRACT_VERSION, + "batchColumns": batch_columns, + "batchValueHash": array_hash( + batches.astype(str).to_numpy().reshape(-1) + ), + "parameters": harmony_params or {}, + } + contract_hash = hashlib.sha256( + json.dumps( + harmony_contract, + sort_keys=True, + separators=(",", ":"), + default=str, + ).encode() + ).hexdigest()[:16] + ann_loc = f"{ann_loc}__harmony_{contract_hash}" knn_loc = f"{ann_loc}/knn__{k}" kmeans_loc = f"{reduction_loc}/kmeans__{n_centroids}__{rand_state}" graph_loc = f"{knn_loc}/graph__{local_connectivity}__{bandwidth}" - data = assay.save_normalized_data( + normed_short = normed_loc.split("/")[-1] + cached_normed = self._normed_data_cached( + assay, cell_key, feat_key, - batch_size, - normed_loc.split("/")[-1], + normed_short, log_transform, renormalize_subset, - update_keys, ) + cache_enabled, cache_base, remove_on_success = self._resolve_local_cache_plan( + self.zarr_loc, self.z, local_cache + ) + planned = 7 + if cache_enabled: + planned += 1 + progress = _GraphBuildProgress(planned) + + # When caching locally and the normalized matrix must be recomputed, + # mirror each normalized band straight into the local staging cache + # during the write pass so it never has to be downloaded back from the + # remote store afterwards. + staged_mirror = None + if cache_enabled and not cached_normed and cache_base is not None: + resolved_feat = feat_key if feat_key == "I" else f"{cell_key}__{feat_key}" + pre_cell_idx, pre_feat_idx = assay._get_cell_feat_idx( + cell_key, resolved_feat + ) + pre_hash = assay._create_subset_hash(pre_cell_idx, pre_feat_idx) + pre_params = { + "log_transform": log_transform, + "renormalize_subset": renormalize_subset, + } + pre_cache_key = self._normed_cache_key(pre_hash, pre_params) + pre_cache_path = os.path.join(cache_base, pre_cache_key, "normed.zarr") + os.makedirs(os.path.dirname(pre_cache_path), exist_ok=True) + staged_mirror = create_or_open_staged_normed_array( + pre_cache_path, (len(pre_cell_idx), len(pre_feat_idx)) + ) + + with progress.step("normalize expression matrix", cached=cached_normed): + data = assay.save_normalized_data( + cell_key, + feat_key, + batch_size, + normed_short, + log_transform, + renormalize_subset, + update_keys, + mirror=staged_mirror, + ) + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + subset_hash = normed_grp.attrs.get("subset_hash") + subset_params = normed_grp.attrs.get("subset_params") + if subset_hash is None or subset_params is None: + raise RuntimeError( + f"Normalized matrix at {normed_loc} is missing subset metadata; " + "delete the partial group and retry make_graph" + ) + subset_hash = cast(int, subset_hash) + subset_params = cast(dict[str, Any], subset_params) + graph_succeeded = False + try: + if cache_enabled: + if cache_base is None: + raise RuntimeError( + "cache_base must be set when cache_enabled is True" + ) + cache_key = self._normed_cache_key(subset_hash, subset_params) + cache_path = os.path.join(cache_base, cache_key, "normed.zarr") + staged_cached = self._staged_normed_cached( + cache_path, subset_hash, subset_params + ) + with progress.step( + "stage normalized matrix locally", cached=staged_cached + ): + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + data = self._stage_normed_data( + as_zarr_array(normed_grp["data"], name="data"), + subset_hash, + subset_params, + cache_base, + ) + result = self._run_graph_from_normed_data( + data=data, + assay=assay, + from_assay=from_assay, + cell_key=cell_key, + feat_key=feat_key, + normed_loc=normed_loc, + reduction_loc=reduction_loc, + ann_loc=ann_loc, + knn_loc=knn_loc, + kmeans_loc=kmeans_loc, + graph_loc=graph_loc, + batch_size=batch_size, + custom_loadings=custom_loadings, + reduction_method=reduction_method, + dims=dims, + pca_cell_key=pca_cell_key, + harmonize=harmonize, + batch_columns=batch_columns, + batches=batches, + harmony_params=harmony_params, + ann_metric=ann_metric, + ann_efc=ann_efc, + ann_ef=ann_ef, + ann_m=ann_m, + ann_parallel=ann_parallel, + rand_state=rand_state, + k=k, + n_centroids=n_centroids, + local_connectivity=local_connectivity, + bandwidth=bandwidth, + feat_scaling=feat_scaling, + lsi_skip_first=lsi_skip_first, + ann_index_fetcher=ann_index_fetcher, + ann_index_saver=ann_index_saver, + return_ann_object=return_ann_object, + show_elbow_plot=show_elbow_plot, + progress=progress, + force_harmony_refit=_force_harmony_refit, + ) + graph_succeeded = True + return result + finally: + progress.finish() + if cache_enabled and cache_base is not None: + if remove_on_success: + if graph_succeeded and not return_ann_object: + shutil.rmtree(cache_base, ignore_errors=True) + elif not graph_succeeded: + logger.warning( + f"Graph build failed; local cache scratch retained at {cache_base}" + ) + elif not graph_succeeded: + logger.warning( + f"Graph build failed; local cache retained at {cache_base}" + ) + + def _run_graph_from_normed_data( + self, + *, + data: ChunkedArray, + assay: Assay, + from_assay: str, + cell_key: str, + feat_key: str, + normed_loc: str, + reduction_loc: str, + ann_loc: str, + knn_loc: str, + kmeans_loc: str, + graph_loc: str, + batch_size: int, + custom_loadings: NDArray[Any] | None, + reduction_method: str, + dims: int, + pca_cell_key: str, + harmonize: bool, + batch_columns: list[str] | None, + batches: pd.DataFrame | None, + harmony_params: dict[str, Any] | None, + ann_metric: str, + ann_efc: int, + ann_ef: int, + ann_m: int, + ann_parallel: bool, + rand_state: int, + k: int, + n_centroids: int, + local_connectivity: float, + bandwidth: float, + feat_scaling: bool, + lsi_skip_first: bool, + ann_index_fetcher: Callable | None, + ann_index_saver: Callable | None, + return_ann_object: bool, + show_elbow_plot: bool, + progress: _GraphBuildProgress, + force_harmony_refit: bool, + ) -> AnnStream | None: + if custom_loadings is not None and data.shape[1] != custom_loadings.shape[0]: raise ValueError( f"Provided custom loadings has {custom_loadings.shape[0]} features while the data " f"has {data.shape[1]} features." ) - loadings = None + loadings: NDArray[Any] | None = None fit_kmeans = True - mu, sigma = np.ndarray([]), np.ndarray([]) + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + cached_stats = ( + reduction_method in ("pca", "manual") + and "mu" in normed_grp + and "sigma" in normed_grp + ) + with progress.step("normalization statistics", cached=cached_stats): + mu, sigma = self._load_or_compute_norm_stats( + normed_loc, data, reduction_method + ) use_for_pca = self.cells.fetch(pca_cell_key, key=cell_key) harmonized_data = None - - if reduction_method in ["pca", "manual"]: - if "mu" in self.zw[normed_loc]: - mu = self.zw[normed_loc]["mu"][:] - else: - mu = clean_array( - show_dask_progress( - data.mean(axis=0), - "Calculating mean of norm. data", - self.nthreads, - ) - ) - g = create_zarr_dataset( - self.zw[normed_loc], "mu", (100000,), "f8", mu.shape - ) - g[:] = mu - if "sigma" in self.zw[normed_loc]: - sigma = self.zw[normed_loc]["sigma"][:] - else: - sigma = clean_array( - show_dask_progress( - data.std(axis=0), - "Calculating std. dev. of norm. data", - self.nthreads, - ), - 1, - ) - g = create_zarr_dataset( - self.zw[normed_loc], "sigma", (100000,), "f8", sigma.shape - ) - g[:] = sigma if reduction_loc in self.zw: - if "reduction" in self.zw[reduction_loc]: - loadings = self.zw[reduction_loc]["reduction"][:] + reduction_grp = as_zarr_group(self.zw[reduction_loc], name=reduction_loc) + if "reduction" in reduction_grp: + loadings = np.asarray( + as_zarr_array(reduction_grp["reduction"], name="reduction")[:] + ) if data.shape[1] != loadings.shape[0]: logger.warning( "Consistency breached in loading pre-cached loadings. Will perform fresh reduction." ) loadings = None del self.zw[reduction_loc] - if harmonize and "harmonizedData" in self.zw[reduction_loc]: - if "batches" in self.zw[reduction_loc]["harmonizedData"].attrs: - if ( - self.zw[reduction_loc]["harmonizedData"].attrs["batches"] - == batch_columns - ): - harmonized_data = from_zarr( - self.zw[reduction_loc]["harmonizedData"], inline_array=True + if ( + harmonize + and not force_harmony_refit + and "harmonizedData" in reduction_grp + ): + harmonized_arr = as_zarr_array( + reduction_grp["harmonizedData"], name="harmonizedData" + ) + if "batches" in harmonized_arr.attrs: + if harmonized_arr.attrs["batches"] == batch_columns: + harmonized_data = ChunkedArray( + harmonized_arr, + nthreads=self.nthreads, ) if custom_loadings is None: @@ -830,14 +2007,21 @@ def make_graph( if reduction_loc in self.zw: del self.zw[reduction_loc] if harmonized_data is not None: - # Moved this statement here to print after the status of dim loadings logger.info(f"Using existing harmonized data with {dims} dims") ann_idx = None + had_cached_ann_idx = False + replace_ann_after_fit = False if ann_loc in self.zw: + ann_grp = as_zarr_group(self.zw[ann_loc], name=ann_loc) reset_ann = False - if "isHarmonized" in self.zw[ann_loc].attrs: - if self.zw[ann_loc].attrs["isHarmonized"]: + cached_scaling = ann_grp.attrs.get("featureScaling") + if cached_scaling is not None and bool(cached_scaling) != feat_scaling: + reset_ann = True + elif cached_scaling is None and feat_scaling is False: + reset_ann = True + if "isHarmonized" in ann_grp.attrs: + if cast(bool, ann_grp.attrs["isHarmonized"]): if harmonize is False: reset_ann = True if harmonized_data is None: @@ -848,164 +2032,248 @@ def make_graph( else: if harmonize: # Mostly for backward compatibility reset_ann = True + if force_harmony_refit: + reset_ann = True if reset_ann: - del self.zw[ann_loc] + replace_ann_after_fit = True else: - if ann_index_fetcher is None: - if hasattr(self.zw.chunk_store, "path"): - ann_index_fn = os.path.join( - self.zw.chunk_store.path, ann_loc, "ann_idx" - ) - else: - ann_index_fn = None - logger.warning( - f"No custom `ann_index_fetcher` provided and zarr path is not local" - ) - else: - # noinspection PyBroadException - try: - ann_index_fn = ann_index_fetcher(ann_loc) - except: - ann_index_fn = None - logger.warning(f"Custom `ann_index_fetcher` failed") - if ann_index_fn is None or os.path.exists(ann_index_fn) is False: - logger.warning(f"Ann index file expected but could not be found") - else: - import hnswlib - - temp = dims if dims > 0 else data.shape[1] - ann_idx = hnswlib.Index(space=ann_metric, dim=temp) - ann_idx.load_index(ann_index_fn) - # TODO: check if ANN is index is trained with expected number of cells. - logger.info(f"Using existing ANN index") + temp = dims if dims > 0 else data.shape[1] + ann_idx = self._resolve_ann_index( + ann_loc, + ann_metric, + temp, + ann_index_fetcher=ann_index_fetcher, + persist=(self.zarr_mode == "r+"), + ) + if ann_idx is not None: + had_cached_ann_idx = True + logger.info("Using existing ANN index") if kmeans_loc in self.zw: fit_kmeans = False - logger.info(f"using existing kmeans cluster centers") + logger.info("using existing kmeans cluster centers") disable_scaling = True if feat_scaling is False else False - # TODO: expose LSImodel parameters - ann_obj = AnnStream( - data=data, - k=k, - n_cluster=n_centroids, - reduction_method=reduction_method, - dims=dims, - loadings=loadings, - use_for_pca=use_for_pca, - mu=mu, - sigma=sigma, - ann_metric=ann_metric, - ann_efc=ann_efc, - ann_ef=ann_ef, - ann_m=ann_m, - nthreads=self.nthreads, - ann_parallel=ann_parallel, - rand_state=rand_state, - do_kmeans_fit=fit_kmeans, - disable_scaling=disable_scaling, - ann_idx=ann_idx, - lsi_skip_first=lsi_skip_first, - lsi_params={}, - harmonize=harmonize, - harmonized_data=harmonized_data, - batches=batches, + cached_ann_stream = ( + loadings is not None and had_cached_ann_idx and not fit_kmeans + ) + need_embeddings = ( + ann_idx is None + or fit_kmeans + or knn_loc not in self.zw + or graph_loc not in self.zw ) - if reduction_loc not in self.zw: - logger.debug(f"Saving loadings to {reduction_loc}") - self.zw.create_group(reduction_loc, overwrite=True) - if ann_obj.loadings is not None: - # can be None when no dimred is performed - g = create_zarr_dataset( - self.zw[reduction_loc], - "reduction", - data.chunksize, - "f8", - ann_obj.loadings.shape, - ) - g[:, :] = ann_obj.loadings - if harmonize and harmonized_data is None and ann_obj.harmonizedData is not None: - g = create_zarr_dataset( - self.zw[reduction_loc], - "harmonizedData", - data.chunksize, - "f8", - ann_obj.harmonizedData.shape, + # TODO: expose LSImodel parameters + with progress.step( + "dimension reduction, ANN index, and kmeans", + cached=cached_ann_stream, + ): + ann_obj = AnnStream( + data=data, + k=k, + n_cluster=n_centroids, + reduction_method=reduction_method, + dims=dims, + loadings=loadings, + use_for_pca=use_for_pca, + mu=mu, + sigma=sigma, + ann_metric=ann_metric, + ann_efc=ann_efc, + ann_ef=ann_ef, + ann_m=ann_m, + nthreads=self.nthreads, + ann_parallel=ann_parallel, + rand_state=rand_state, + do_kmeans_fit=fit_kmeans, + disable_scaling=disable_scaling, + ann_idx=ann_idx, + lsi_skip_first=lsi_skip_first, + lsi_params={}, + harmonize=harmonize, + harmonized_data=harmonized_data, + batches=batches, + harmony_params=harmony_params, + cache_embeddings=need_embeddings, ) - g[:] = ann_obj.harmonizedData - g.attrs["batches"] = batch_columns - if ann_loc not in self.zw: - logger.debug(f"Saving ANN index to {ann_loc}") - self.zw.create_group(ann_loc, overwrite=True) - if ann_idx is None: - if ann_index_saver is None: - if hasattr(self.zw.chunk_store, "path"): - ann_obj.annIdx.save_index( - os.path.join(self.zw.chunk_store.path, ann_loc, "ann_idx") + ann_obj.annPath = ann_loc + if ( + harmonize + and reduction_method == "pca" + and ann_obj.featureScaling + and ann_obj.harmonyResult is not None + ): + from ..symphony import weighted_centroids + + try: + weighted_centroids( + ann_obj.harmonyResult.original.T, + ann_obj.harmonyResult.assignments, + ) + weighted_centroids( + ann_obj.harmonyResult.corrected.T, + ann_obj.harmonyResult.assignments, + ) + except ValueError as exc: + if "empty cluster" not in str(exc): + raise + raise ValueError( + "Harmony produced an empty reference cluster. Rebuild with a " + "smaller harmony_params['nclust'] value." + ) from exc + + if replace_ann_after_fit and ann_loc in self.zw: + del self.zw[ann_loc] + save_loadings = reduction_loc not in self.zw + save_harmonized = ( + harmonize and harmonized_data is None and ann_obj.harmonizedData is not None + ) + save_ann = ann_idx is None + save_kmeans = fit_kmeans + cached_persist = not ( + save_loadings or save_harmonized or save_ann or save_kmeans + ) + with progress.step("persist graph artifacts to Zarr", cached=cached_persist): + if save_loadings: + logger.debug(f"Saving loadings to {reduction_loc}") + self.zw.create_group(reduction_loc, overwrite=True) + reduction_grp = as_zarr_group( + self.zw[reduction_loc], name=reduction_loc + ) + if ann_obj.loadings is not None: + g = create_zarr_dataset( + reduction_grp, + "reduction", + data.chunksize, + "f8", + ann_obj.loadings.shape, ) - else: - logger.warning( - "No custom `ann_index_saver` provided and local path is unknown" + g[:, :] = ann_obj.loadings + if save_harmonized: + reduction_grp = as_zarr_group( + self.zw[reduction_loc], name=reduction_loc + ) + if ann_obj.harmonizedData is not None: + harmonized = ann_obj.harmonizedData + g = create_zarr_dataset( + reduction_grp, + "harmonizedData", + harmonized.chunksize, + "f8", + harmonized.shape, ) - if ann_index_saver is not None: - try: - ann_index_saver(ann_obj.annIdx, ann_loc) - except: - logger.warning("Custom `ann_index_saver` failed") - - if fit_kmeans: - logger.debug(f"Saving kmeans clusters to {kmeans_loc}") - self.zw.create_group(kmeans_loc, overwrite=True) - g = create_zarr_dataset( - self.zw[kmeans_loc], - "cluster_centers", - (1000, 1000), - "f8", - ann_obj.kmeans.cluster_centers_.shape, - ) - g[:, :] = ann_obj.kmeans.cluster_centers_ - g = create_zarr_dataset( - self.zw[kmeans_loc], - "cluster_labels", - (100000,), - "f8", - ann_obj.clusterLabels.shape, - ) - g[:] = ann_obj.clusterLabels - if knn_loc in self.zw and graph_loc in self.zw: - logger.info(f"KNN graph already exists will not recompute.") + start = 0 + for block in harmonized.blocks: + values = np.asarray(block.compute()) + stop = start + values.shape[0] + g[start:stop, :] = values + start = stop + g.attrs["batches"] = batch_columns + if save_ann: + if ann_loc not in self.zw: + logger.debug(f"Saving ANN index to {ann_loc}") + self.zw.create_group(ann_loc, overwrite=True) + self._persist_ann_index( + ann_loc, + ann_obj.annIdx, + ann_index_saver=ann_index_saver, + ) + if save_kmeans: + if ann_obj.kmeans is None: + raise RuntimeError("kmeans model missing despite fit_kmeans=True") + logger.debug(f"Saving kmeans clusters to {kmeans_loc}") + self.zw.create_group(kmeans_loc, overwrite=True) + kmeans_grp = as_zarr_group(self.zw[kmeans_loc], name=kmeans_loc) + g = create_zarr_dataset( + kmeans_grp, + "cluster_centers", + (1000, 1000), + "f8", + ann_obj.kmeans.cluster_centers_.shape, + ) + g[:, :] = ann_obj.kmeans.cluster_centers_ + g = create_zarr_dataset( + kmeans_grp, + "cluster_labels", + (100000,), + "f8", + ann_obj.clusterLabels.shape, + ) + g[:] = ann_obj.clusterLabels + + cached_knn = knn_loc in self.zw + cached_graph = knn_loc in self.zw and graph_loc in self.zw + if cached_knn and cached_graph: + with progress.step("KNN neighbor search", cached=True): + pass + with progress.step("smooth KNN distances into graph", cached=True): + logger.info("KNN graph already exists will not recompute.") else: from ..knn_utils import self_query_knn, smoothen_dists - recall = None + recall: str | None = None if knn_loc not in self.zw: - recall = self_query_knn( - ann_obj=ann_obj, - store=self.zw.create_group(knn_loc, overwrite=True), - chunk_size=batch_size, - nthreads=self.nthreads, + with progress.step("KNN neighbor search", cached=False): + recall_val = self_query_knn( + ann_obj=ann_obj, + store=self.zw.create_group(knn_loc, overwrite=True), + chunk_size=batch_size, + nthreads=self.nthreads, + ) + recall = "%.2f" % recall_val + else: + with progress.step("KNN neighbor search", cached=True): + pass + + knn_grp = as_zarr_group(self.zw[knn_loc], name=knn_loc) + with progress.step("smooth KNN distances into graph", cached=cached_graph): + smoothen_dists( + self.zw.create_group(graph_loc, overwrite=True), + as_zarr_array(knn_grp["indices"], name="indices"), + as_zarr_array(knn_grp["distances"], name="distances"), + local_connectivity, + bandwidth, + batch_size, ) - recall = "%.2f" % recall - - smoothen_dists( - self.zw.create_group(graph_loc, overwrite=True), - self.zw[knn_loc]["indices"], - self.zw[knn_loc]["distances"], - local_connectivity, - bandwidth, - batch_size, - ) if recall is not None: logger.info(f"ANN recall: {recall}%") - self.zw[normed_loc].attrs["latest_reduction"] = reduction_loc - self.zw[reduction_loc].attrs["latest_ann"] = ann_loc - self.zw[reduction_loc].attrs["latest_kmeans"] = kmeans_loc - self.zw[ann_loc].attrs["isHarmonized"] = harmonize - self.zw[ann_loc].attrs["latest_knn"] = knn_loc - self.zw[knn_loc].attrs["latest_graph"] = graph_loc + with progress.step("finalize graph metadata", cached=False): + normed_grp = as_zarr_group(self.zw[normed_loc], name=normed_loc) + reduction_grp = as_zarr_group(self.zw[reduction_loc], name=reduction_loc) + ann_grp = as_zarr_group(self.zw[ann_loc], name=ann_loc) + knn_grp = as_zarr_group(self.zw[knn_loc], name=knn_loc) + normed_grp.attrs["latest_reduction"] = reduction_loc + reduction_grp.attrs["latest_ann"] = ann_loc + reduction_grp.attrs["latest_kmeans"] = kmeans_loc + ann_grp.attrs["isHarmonized"] = harmonize + ann_grp.attrs["featureScaling"] = feat_scaling + ann_grp.attrs["latest_knn"] = knn_loc + knn_grp.attrs["latest_graph"] = graph_loc + if ( + harmonize + and reduction_method == "pca" + and ann_obj.harmonyResult is not None + ): + if ann_obj.featureScaling: + self._persist_mapping_reference( + assay, + from_assay, + cell_key, + feat_key, + reduction_loc, + ann_loc, + knn_loc, + batch_columns or [], + ann_obj, + ) + else: + logger.warning( + "Skipping mapping-reference persistence because " + "feat_scaling=False is incompatible with query projection." + ) if return_ann_object: return ann_obj if show_elbow_plot: @@ -1021,13 +2289,13 @@ def make_graph( def load_graph( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - feat_key: Optional[str] = None, - symmetric: Optional[bool] = None, - upper_only: Optional[bool] = None, - use_k: Optional[int] = None, - graph_loc: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + symmetric: bool | None = None, + upper_only: bool | None = None, + use_k: int | None = None, + graph_loc: str | None = None, ) -> csr_matrix: """Load the cell neighbourhood as a scipy sparse matrix. @@ -1049,7 +2317,7 @@ def load_graph( A scipy sparse matrix representing cell neighbourhood graph. """ - def symmetrize(g): + def symmetrize(g: csr_matrix) -> csr_matrix: t = g + g.T t = t - g.multiply(g.T) return t @@ -1087,12 +2355,12 @@ def symmetrize(g): def run_tsne( self, - from_assay: str = None, - cell_key: str = None, - feat_key: str = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, symmetric_graph: bool = False, graph_upper_only: bool = False, - ini_embed: np.ndarray = None, + ini_embed: np.ndarray | None = None, tsne_dims: int = 2, lambda_scale: float = 1.0, max_iter: int = 500, @@ -1103,7 +2371,7 @@ def run_tsne( label: str = "tSNE", verbose: bool = True, parallel: bool = False, - nthreads: int = None, + nthreads: int | None = None, ) -> None: """Run SGtSNE-pi (Read more here: https://github.com/fcdimitr/sgtsnepi/tree/v1.0.1). This is an @@ -1141,9 +2409,7 @@ def run_tsne( Returns: """ - from uuid import uuid4 - from ..knn_utils import export_knn_to_mtx - from pathlib import Path + from ..knn_utils import run_sgtsne import sys if sys.platform not in ["posix", "linux"]: @@ -1154,8 +2420,6 @@ def run_tsne( from_assay, cell_key, feat_key ) - uid = str(uuid4()) - knn_mtx_fn = Path(temp_file_loc, f"{uid}.mtx").resolve() graph = self.load_graph( from_assay=from_assay, cell_key=cell_key, @@ -1163,41 +2427,36 @@ def run_tsne( symmetric=symmetric_graph, upper_only=graph_upper_only, ) - export_knn_to_mtx(str(knn_mtx_fn), graph) - - ini_emb_fn = Path(temp_file_loc, f"{uid}.txt").resolve() - with open(ini_emb_fn, "w") as h: - if ini_embed is None: - ini_embed = self._get_ini_embed( - from_assay, cell_key, feat_key, tsne_dims - ).flatten() - else: - if ini_embed.shape != (graph.shape[0], tsne_dims): - raise ValueError( - "ERROR: Provided initial embedding does not shape required shape: " - f"{(graph.shape[0], tsne_dims)}" - ) - h.write("\n".join(map(str, ini_embed))) - out_fn = Path(temp_file_loc, f"{uid}_output.txt").resolve() + if ini_embed is None: + ini_embed = self._get_ini_embed(from_assay, cell_key, feat_key, tsne_dims) + else: + if ini_embed.shape != (graph.shape[0], tsne_dims): + raise ValueError( + "ERROR: Provided initial embedding does not shape required shape: " + f"{(graph.shape[0], tsne_dims)}" + ) if parallel: if nthreads is None: nthreads = self.nthreads else: - assert type(nthreads) == int + assert isinstance(nthreads, int) else: nthreads = 1 - cmd = ( - f"sgtsne -m {max_iter} -l {lambda_scale} -d {tsne_dims} -e {early_iter} -p {nthreads} -a {alpha}" - f" -h {box_h} -i {ini_emb_fn} -o {out_fn} {knn_mtx_fn}" - ) - if verbose: - system_call(cmd) - else: - os.system(cmd) try: - emb = pd.read_csv(out_fn, header=None, sep=" ")[ - list(range(tsne_dims)) - ].values.T + emb = run_sgtsne( + graph, + ini_embed, + tsne_dims=tsne_dims, + max_iter=max_iter, + early_iter=early_iter, + alpha=alpha, + lambda_scale=lambda_scale, + box_h=box_h, + temp_file_loc=temp_file_loc, + verbose=verbose, + parallel=parallel, + nthreads=nthreads, + ) for i in range(tsne_dims): self.cells.insert( self._col_renamer(from_assay, cell_key, f"{label}{i + 1}"), @@ -1205,24 +2464,20 @@ def run_tsne( key=cell_key, overwrite=True, ) - for fn in [out_fn, knn_mtx_fn, ini_emb_fn]: - Path.unlink(fn) - except FileNotFoundError: + except (FileNotFoundError, ImportError) as exc: logger.error( - "SG-tSNE failed, possibly due to missing libraries or file permissions. SG-tSNE currently " - "fails on readthedocs" + "SG-tSNE failed, possibly due to missing sgtsne executable or " + f"sgtsnepi package: {exc}" ) - for fn in [knn_mtx_fn, ini_emb_fn]: - Path.unlink(fn) def run_umap( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - feat_key: Optional[str] = None, - symmetric_graph: Optional[bool] = False, - graph_upper_only: Optional[bool] = False, - ini_embed: Optional[np.ndarray] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + symmetric_graph: bool | None = False, + graph_upper_only: bool | None = False, + ini_embed: np.ndarray | None = None, umap_dims: int = 2, spread: float = 2.0, min_dist: float = 1, @@ -1236,9 +2491,9 @@ def run_umap( dens_var_shift: float = 0.1, random_seed: int = 4444, label: str = "UMAP", - integrated_graph: Optional[str] = None, + integrated_graph: str | None = None, parallel: bool = False, - nthreads: Optional[int] = None, + nthreads: int | None = None, ) -> None: """Runs UMAP algorithm using the precomputed cell-neighbourhood graph. The calculated UMAP coordinates are saved in the cell metadata table. @@ -1273,10 +2528,10 @@ def run_umap( select per positive sample in the optimization process. Increasing this value will result in greater repulsive force being applied, greater optimization cost, but slightly more accuracy. (Default value: 5) - use_density_map: - dens_lambda: - dens_frac: - dens_var_shift: + use_density_map: If True, run densMAP (density-preserving UMAP) instead of standard UMAP. + dens_lambda: densMAP density preservation strength (Default value: 2.0). + dens_frac: Fraction of nearest neighbors used for local density estimation (Default value: 0.3). + dens_var_shift: Variance shift for density correction (Default value: 0.1). random_seed: (Default value: 4444) label: base label for UMAP dimensions in the cell metadata column (Default value: 'UMAP') integrated_graph: @@ -1325,8 +2580,11 @@ def run_umap( graph_loc = self._get_latest_graph_loc(from_assay, cell_key, feat_key) knn_loc = graph_loc.rsplit("/", 1)[0] logger.trace(f"Loading KNN dists and indices from {knn_loc}") - dists = self.zw[knn_loc].distances[:] - indices = self.zw[knn_loc].indices[:] + knn_group = as_zarr_group(self.zw[knn_loc], name=knn_loc) + dists = np.asarray( + as_zarr_array(knn_group["distances"], name="distances")[:] + ) + indices = np.asarray(as_zarr_array(knn_group["indices"], name="indices")[:]) dmat = csr_matrix( ( dists.flatten(), @@ -1338,7 +2596,7 @@ def run_umap( shape=(indices.shape[0], indices.shape[0]), ) # dmat = dmat.maximum(dmat.transpose()).todok() - logger.trace(f"Created sparse KNN dists and indices") + logger.trace("Created sparse KNN dists and indices") densmap_kwds = { "lambda": dens_lambda, "frac": dens_frac, @@ -1378,11 +2636,11 @@ def run_umap( def run_leiden_clustering( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - feat_key: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, resolution: float = 1.0, - integrated_graph: Optional[str] = None, + integrated_graph: str | None = None, symmetric_graph: bool = False, graph_upper_only: bool = False, label: str = "leiden_cluster", @@ -1449,9 +2707,10 @@ def run_leiden_clustering( if integrated_graph is not None: from_assay = integrated_graph + membership = np.array(part.membership) + 1 self.cells.insert( self._col_renamer(from_assay, cell_key, label), - np.array(part.membership) + 1, + membership, fill_value=-1, key=cell_key, overwrite=True, @@ -1460,16 +2719,16 @@ def run_leiden_clustering( def run_clustering( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - feat_key: Optional[str] = None, - n_clusters: Optional[int] = None, - integrated_graph: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + n_clusters: int | None = None, + integrated_graph: str | None = None, symmetric_graph: bool = False, graph_upper_only: bool = False, balanced_cut: bool = False, - max_size: Optional[int] = None, - min_size: Optional[int] = None, + max_size: int | None = None, + min_size: int | None = None, max_distance_fc: float = 2, force_recalc: bool = False, label: str = "cluster", @@ -1539,7 +2798,9 @@ def run_clustering( dendrogram_loc = f"{graph_loc}/dendrogram" # tuple are changed to list when saved as zarr attrs if dendrogram_loc in self.zw and force_recalc is False: - dendrogram = self.zw[dendrogram_loc][:] + dendrogram = np.asarray( + as_zarr_array(self.zw[dendrogram_loc], name=dendrogram_loc)[:] + ) logger.info("Using existing dendrogram") else: paris = skn.hierarchy.Paris(reorder=False) @@ -1553,19 +2814,23 @@ def run_clustering( ) dendrogram = paris.fit_transform(graph) dendrogram[dendrogram == np.inf] = 0 + graph_grp = as_zarr_group(self.zw[graph_loc], name=graph_loc) g = create_zarr_dataset( - self.zw[graph_loc], + graph_grp, dendrogram_loc.rsplit("/", 1)[1], (5000,), "f8", (graph.shape[0] - 1, 4), ) g[:] = dendrogram - self.zw[graph_loc].attrs["latest_dendrogram"] = dendrogram_loc + as_zarr_group(self.zw[graph_loc], name=graph_loc).attrs["latest_dendrogram"] = ( + dendrogram_loc + ) if balanced_cut: from ..dendrogram import BalancedCut + assert max_size is not None and min_size is not None labels = BalancedCut( dendrogram, max_size, min_size, max_distance_fc ).get_clusters() @@ -1582,14 +2847,15 @@ def run_clustering( key=cell_key, overwrite=True, ) + return None def run_topacedo_sampler( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - feat_key: Optional[str] = None, - cluster_key: Optional[str] = None, - use_k: Optional[int] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + cluster_key: str | None = None, + use_k: int | None = None, density_depth: int = 2, density_bandwidth: float = 5.0, max_sampling_rate: float = 0.05, @@ -1606,7 +2872,7 @@ def run_topacedo_sampler( save_seeds_key: str = "sketch_seeds", rand_state: int = 4466, return_edges: bool = False, - ) -> Union[None, List]: + ) -> None | list[Any]: """Perform sub-sampling (aka sketching) of cells using TopACeDo algorithm. Sub-sampling required that cells are partitioned in cluster already. Since, sub-sampling is dependent on cluster information, @@ -1674,7 +2940,12 @@ def run_topacedo_sampler( ) graph_loc = self._get_latest_graph_loc(from_assay, cell_key, feat_key) try: - dendrogram = self.zw[f"{graph_loc}/dendrogram"][:] + dendrogram = np.asarray( + as_zarr_array( + self.zw[f"{graph_loc}/dendrogram"], + name=f"{graph_loc}/dendrogram", + )[:] + ) except KeyError: raise KeyError( "ERROR: Couldn't find the dendrogram for clustering. Please note that " @@ -1724,18 +2995,19 @@ def run_topacedo_sampler( logger.debug(f"Seed cells saved under column: '{key}'") if return_edges: - return edges + return cast(list[Any], edges) + return None def get_imputed( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - feature_name: Optional[str] = None, - feat_key: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feature_name: str | None = None, + feat_key: str | None = None, t: int = 2, cache_operator: bool = True, ) -> np.ndarray: - """ + """Impute feature values by diffusing along the KNN graph (MAGIC-style). Args: from_assay: Name of assay to be used. If no value is provided then the default assay will be used. @@ -1778,17 +3050,23 @@ def calc_diff_operator(g: csr_matrix, to_power: int) -> coo_matrix: if magic_loc in self.zw: logger.info("Using existing MAGIC diffusion operator") if self._cachedMagicOperatorLoc == magic_loc: - diff_op = self._cachedMagicOperator + diff_op = cast(coo_matrix, self._cachedMagicOperator) else: n_cells, _ = self._get_graph_ncells_k(graph_loc) - store = self.zw[magic_loc] + store = as_zarr_group(self.zw[magic_loc], name=magic_loc) diff_op = coo_matrix( - (store["data"][:], (store["row"][:], store["col"][:])), + ( + np.asarray(as_zarr_array(store["data"], name="data")[:]), + ( + np.asarray(as_zarr_array(store["row"], name="row")[:]), + np.asarray(as_zarr_array(store["col"], name="col")[:]), + ), + ), shape=(n_cells, n_cells), ) if cache_operator: self._cachedMagicOperator = diff_op - self._cachedMagicOperatorLoc = magic_loc + self._cachedMagicOperatorLoc = magic_loc # type: ignore[assignment] else: self._cachedMagicOperator = None self._cachedMagicOperatorLoc = None @@ -1805,30 +3083,33 @@ def calc_diff_operator(g: csr_matrix, to_power: int) -> coo_matrix: store = self.zw.create_group(magic_loc, overwrite=True) for i, j in zip(["row", "col", "data"], ["uint32", "uint32", "float32"]): zg = create_zarr_dataset(store, i, (1000000,), j, shape) - zg[:] = diff_op.__getattribute__(i) - self.zw[graph_loc].attrs["latest_magic"] = magic_loc + zg[:] = getattr(diff_op, i) + as_zarr_group(self.zw[graph_loc], name=graph_loc).attrs["latest_magic"] = ( + magic_loc + ) if cache_operator: self._cachedMagicOperator = diff_op - self._cachedMagicOperatorLoc = magic_loc + self._cachedMagicOperatorLoc = magic_loc # type: ignore[assignment] else: self._cachedMagicOperator = None self._cachedMagicOperatorLoc = None - return diff_op.dot(data) + return cast(np.ndarray, diff_op.dot(data)) def run_pseudotime_scoring( self, - from_assay: Optional[str] = None, - cell_key: Optional[str] = None, - subset_cell_key: Optional[str] = None, - feat_key: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + subset_cell_key: str | None = None, + feat_key: str | None = None, n_singular_vals: int = 30, - source_sink_key: Optional[str] = None, - sources: Optional[List] = None, - sinks: Optional[List] = None, - ss_vec: Optional[np.ndarray] = None, + source_sink_key: str | None = None, + sources: list[Any] | None = None, + sinks: list[Any] | None = None, + ss_vec: np.ndarray | None = None, min_max_norm_ptime: bool = True, random_seed: int = 4444, label: str = "pseudotime", + component_policy: Literal["largest", "error"] = "largest", ) -> None: """ Calculate differentiation potential of cells. This function is a reimplementation of population balance @@ -1856,60 +3137,13 @@ def run_pseudotime_scoring( are in 0 to 1 range. (Default: True) random_seed: A random seed for svds (Default: 4444) label: label: Base label for pseudotime in the cell metadata column (Default value: 'pseudotime') + component_policy: How to handle a disconnected selected graph. ``'largest'`` scores the largest connected + component and marks other selected cells as unscored. ``'error'`` raises instead. Returns: """ - from scipy.sparse.linalg import svds - - def inverse_degree(g): - d = np.ravel(g.sum(axis=1)) - n = g.shape[0] - d[d != 0] = 1 / d[d != 0] - return csr_matrix((d, (range(n), range(n))), shape=[n, n]) - - def laplacian(g, inv_deg): - n = g.shape[0] - identity = csr_matrix((np.ones(n), (range(n), range(n))), shape=[n, n]) - return identity - g.dot(inv_deg) - - def make_source_sink_vector(c, source, sink): - ss = list(source) + list(sink) - - r = np.zeros(c.shape[0]) - r[c.isin(sink)] = 1 - r[c.isin(source)] = -1 - - n = c.isin(ss).sum() - v = (0 - r.sum()) / (r.shape[0] - n) - r[~c.isin(ss)] = v - return r - - def pseudo_inverse(lap, k, rseed, r): - random_state = np.random.RandomState(rseed) - # noinspection PyArgumentList - v0 = random_state.rand(lap.shape[0]) - # TODO: add thread management here - logger.info( - "Calculating SVD of graph laplacian. This might take a while...", - ) - u, s, vt = svds(lap, k=k, which="SM", v0=v0) - # Because the order of singular values is not guaranteed - idx = np.argsort(s) - # Extracting the second smallest values - s = s[idx][1:].T - s = 1 / s - u = u[:, idx][:, 1:] - vt = vt[idx, :][1:, :].T - # Computing matmul in an iterative way to save memory - n = u.shape[0] - # TODO: Use numba for this part - ilap = np.zeros(n) - for i in tqdmbar(range(n), desc="Calculating pseudotime"): - ilap[i] = (vt * u[i, :] * s * r).sum() - return ilap - from_assay, cell_key, feat_key = self._get_latest_keys( from_assay, cell_key, feat_key ) @@ -1931,80 +3165,147 @@ def pseudo_inverse(lap, k, rseed, r): if cell_idx.shape[0] != cell_idx.sum(): graph = graph[cell_idx][:, cell_idx] - if source_sink_key is None: + if graph.shape[0] == 0: + raise ValueError("No cells were selected for pseudotime scoring") + parent_cell_indices = self.cells.active_index(cell_key) + selected_cell_indices = parent_cell_indices[np.asarray(cell_idx, dtype=bool)] + retained_mask, component_sizes = _select_pseudotime_component( + graph, + selected_cell_indices, + component_policy, + ) + retained_graph = graph[retained_mask][:, retained_mask].tocsr() + if len(component_sizes) > 1: + logger.warning( + f"Selected graph components have sizes {component_sizes}. " + f"Scoring the largest component with {retained_graph.shape[0]} cells" + ) + + retained_n_cells = retained_graph.shape[0] + if not isinstance(n_singular_vals, int) or isinstance(n_singular_vals, bool): + raise TypeError("n_singular_vals must be an integer") + if n_singular_vals < 2: + raise ValueError("n_singular_vals must be at least 2") + if retained_n_cells < 4: + raise ValueError( + "The retained graph must contain at least 4 cells for pseudotime scoring" + ) + effective_k = min(n_singular_vals, retained_n_cells - 2) + if effective_k != n_singular_vals: + logger.warning( + f"Reducing n_singular_vals from {n_singular_vals} to {effective_k} " + "for the retained graph size" + ) + + label_arguments_supplied = ( + source_sink_key is not None or sources is not None or sinks is not None + ) + if ss_vec is not None and label_arguments_supplied: + raise ValueError( + "Provide either ss_vec or source_sink_key with source/sink labels, not both" + ) + if ss_vec is None and source_sink_key is None: if sources is not None or sinks is not None: - logger.warning( - "Provide `sources` and `sinks` will not be used because `source_sink_key` has not been " - "provided" - ) - if ss_vec is None: - if source_sink_key is None: - logger.warning( - "No source/sink info or custom source sink vector provided. The results might not be " - "reflect true pseudotime." - ) - ss_vec = np.ones(graph.shape[0]) - else: - clusts = pd.Series( - self.cells.fetch(source_sink_key, key=cell_key)[cell_idx] - ) - if sources is None: - sources = [] - else: - if isinstance(sources, list) is False: - raise ValueError( - "ERROR: Parameter `sources` should be of 'list' type" - ) - if sinks is None: - sinks = [] - else: - if isinstance(sinks, list) is False: - raise ValueError( - "ERROR: Parameter `sinks` should be of 'list' type" - ) - ss_vec = make_source_sink_vector(clusts, sources, sinks) - else: - if source_sink_key is not None: - logger.warning( - "Sources/sinks from `source_sink_key` will not be because custom vector `ss_vec` is " - "provided" - ) - ss_vec = np.array(ss_vec) - if ss_vec.shape[0] != graph.shape[0]: - raise ValueError( - f"ERROR: Size mismatch between `ss_vec` ({ss_vec.shape[0]}) and " - f"graph ({graph.shape[0]:})" - ) - if ss_vec.sum() > 1e-10: raise ValueError( - f"ERROR: The sum of all the values in `ss_vec` should be zero. Here we test if the sum is less" - f" 1e-10" + "source_sink_key is required when sources or sinks are provided" ) + raise ValueError("Provide source/sink labels or a custom zero-sum ss_vec") - ss_vec = ss_vec.reshape(-1, 1) + if ss_vec is not None: + full_source_sink = _validate_source_sink_vector( + ss_vec, + graph.shape[0], + "ss_vec", + ) + retained_source_sink = _validate_source_sink_vector( + full_source_sink[retained_mask], + retained_n_cells, + "ss_vec restricted to the retained component", + ) + else: + if sources is not None and not isinstance(sources, list): + raise TypeError("sources must be a list") + if sinks is not None and not isinstance(sinks, list): + raise TypeError("sinks must be a list") + source_labels = [] if sources is None else sources + sink_labels = [] if sinks is None else sinks + if not source_labels and not sink_labels: + raise ValueError("At least one source or sink label must be provided") + + selected_labels = pd.Series( + self.cells.fetch(cast(str, source_sink_key), key=cell_key)[cell_idx] + ) + _validate_source_sink_labels( + selected_labels, + source_labels, + sink_labels, + "the selected cells", + ) + retained_labels = selected_labels.iloc[ + np.flatnonzero(retained_mask) + ].reset_index(drop=True) + _validate_source_sink_labels( + retained_labels, + source_labels, + sink_labels, + "the retained connected component", + ) + retained_source_sink = _validate_source_sink_vector( + _make_source_sink_vector( + retained_labels, + source_labels, + sink_labels, + ), + retained_n_cells, + "generated source/sink vector", + ) - ptime = pseudo_inverse( - laplacian(graph, inverse_degree(graph)), - n_singular_vals, + retained_ptime = _truncated_pba_potential( + _random_walk_laplacian_transpose(retained_graph), + effective_k, random_seed, - ss_vec, + retained_source_sink, ) + if not np.isfinite(retained_ptime).all(): + raise ValueError("Pseudotime calculation produced non-finite values") + value_range = float(np.ptp(retained_ptime)) + potential_scale = max(1.0, float(np.abs(retained_ptime).max())) + if value_range <= np.finfo(float).eps * potential_scale: + raise ValueError("Pseudotime calculation produced a constant potential") if min_max_norm_ptime: - # noinspection PyArgumentList - ptime = ptime - ptime.min() - ptime = ptime / ptime.max() + retained_ptime = (retained_ptime - retained_ptime.min()) / value_range + retained_ptime = np.clip(retained_ptime, 0.0, 1.0) + if not np.isfinite(retained_ptime).all(): + raise ValueError("Pseudotime normalization produced non-finite values") + + ptime = np.full(graph.shape[0], np.nan, dtype=float) + ptime[retained_mask] = retained_ptime + output_column = self._col_renamer(from_assay, subset_cell_key, label) + validity_column = f"{output_column}__valid" self.cells.insert( - self._col_renamer(from_assay, subset_cell_key, label), + output_column, ptime, key=subset_cell_key, overwrite=True, ) + self.cells.insert( + validity_column, + retained_mask, + fill_value=False, + key=subset_cell_key, + overwrite=True, + ) + if not retained_mask.all(): + logger.warning( + f"Unscored cells contain NaN pseudotime. Use cell key " + f"'{validity_column}' for downstream analysis" + ) return None def integrate_assays( self, - assays: List[str], + assays: list[str], label: str, method: str = "snn", chunk_size: int = 10000, @@ -2026,7 +3327,7 @@ def integrate_assays( """ from ..knn_utils import merge_graphs, wnn_integration - def load_pca_knn(assay_name): + def load_pca_knn(assay_name: str) -> tuple[csr_matrix, NDArray[Any]]: g = self.load_graph( from_assay=assay_name, cell_key=None, @@ -2040,14 +3341,17 @@ def load_pca_knn(assay_name): return_ann_object=True, update_keys=False, ) + if ao is None: + raise RuntimeError( + f"make_graph did not return AnnStream for {assay_name}" + ) if ao.loadings is None: logger.warning( f"No dimension reduction was user for {assay_name} data. " f"Memory consumption will be high." ) return g, ao.data.compute() - else: - return g, ao.data.dot(ao.loadings).compute() + return g, ao.data.dot(ao.loadings).compute() if method == "snn": merged_graph = [] @@ -2085,21 +3389,23 @@ def load_pca_knn(assay_name): ig_loc = self._integratedGraphsLoc if ig_loc not in self.zw: self.zw.create_group(ig_loc) - if label in self.zw[ig_loc]: + ig_grp = as_zarr_group(self.zw[ig_loc], name=ig_loc) + if label in ig_grp: del self.zw[f"{ig_loc}/{label}"] store = self.zw.create_group(f"{ig_loc}/{label}") store.attrs["n_cells"] = n_cells store.attrs["n_neighbors"] = n_neighbors + edge_chunk = chunk_size * n_neighbors zge = create_zarr_dataset( store, - f"edges", - (chunk_size,), - (np.uint32, np.uint32), + "edges", + (edge_chunk,), + ("u8", "u8"), (n_cells * n_neighbors, 2), ) zgw = create_zarr_dataset( - store, f"weights", (chunk_size,), np.float64, (n_cells * n_neighbors) + store, "weights", (edge_chunk,), "f8", (n_cells * n_neighbors,) ) zge[:, 0] = merged_graph.row diff --git a/scarf/datastore/mapping_datastore.py b/scarf/datastore/mapping_datastore.py index 5aef6d42..7223ff1a 100644 --- a/scarf/datastore/mapping_datastore.py +++ b/scarf/datastore/mapping_datastore.py @@ -1,20 +1,25 @@ +from collections.abc import Callable, Generator +from typing import Any, cast import os -from typing import Generator, Tuple, List, Dict, Union, Callable, Optional +import warnings import numpy as np import pandas as pd -from dask import array as daskarr +import zarr from loguru import logger +from numpy.typing import NDArray from scipy.sparse import csr_matrix -from .graph_datastore import GraphDataStore +from .._types import as_zarr_array, as_zarr_group +from ..ann import AnnStream from ..assay import Assay, RNAassay +from ..chunked import ChunkedArray +from ..mapping_reference import MappingReference, MappingResult +from ..symphony import SYMPHONY_STYLE_VARIANT +from .graph_datastore import GraphDataStore from ..utils import ( - show_dask_progress, - clean_array, tqdmbar, controlled_compute, - system_call, ) from ..writers import create_zarr_dataset @@ -25,8 +30,564 @@ class MappingDatastore(GraphDataStore): required for label transfer, mapping score generation and co-embedding. """ - def __init__(self, **kwargs): - super().__init__(**kwargs) + _PROJECTION_SCHEMA_VERSION = 2 + _LEGACY_PROJECTION_SCHEMA_VERSIONS = {1} + + @staticmethod + def _validate_projection_arrays(store: zarr.Group, target_name: str) -> None: + if "indices" not in store or "distances" not in store: + raise ValueError( + f"Projection {target_name!r} is missing indices or distances." + ) + indices = as_zarr_array(store["indices"], name="indices") + distances = as_zarr_array(store["distances"], name="distances") + if ( + len(indices.shape) != 2 + or len(distances.shape) != 2 + or indices.shape != distances.shape + ): + raise ValueError( + f"Projection {target_name!r} has incompatible neighbor arrays." + ) + if indices.shape[1] < 1: + raise ValueError( + f"Projection {target_name!r} does not contain any neighbors." + ) + + def _load_complete_projection( + self, + target_name: str, + from_assay: str, + cell_key: str, + feat_key: str | None = None, + ) -> zarr.Group: + from ..mapping_utils import array_hash + + store_loc = f"{from_assay}/projections/{target_name}" + if store_loc not in self.zw: + raise KeyError( + f"Projections have not been computed for {target_name}. Run run_mapping first." + ) + store = as_zarr_group(self.zw[store_loc], name=store_loc) + attrs = store.attrs + self._validate_projection_arrays(store, target_name) + if "schemaVersion" not in attrs: + if "complete" in attrs and not bool(attrs["complete"]): + raise ValueError( + f"Projection {target_name!r} is incomplete. Run run_mapping again." + ) + warnings.warn( + f"Projection {target_name!r} predates projection provenance. " + "Re-run run_mapping to remove this compatibility warning.", + DeprecationWarning, + stacklevel=3, + ) + return store + if not bool(attrs.get("complete", False)): + raise ValueError( + f"Projection {target_name!r} is incomplete. Run run_mapping again." + ) + schema_version = attrs.get("schemaVersion") + if schema_version in self._LEGACY_PROJECTION_SCHEMA_VERSIONS: + warnings.warn( + f"Projection {target_name!r} uses legacy projection schema " + f"{schema_version}. Re-run run_mapping to upgrade its provenance.", + DeprecationWarning, + stacklevel=3, + ) + elif schema_version != self._PROJECTION_SCHEMA_VERSION: + raise ValueError( + f"Projection {target_name!r} uses an incompatible schema. Run run_mapping again." + ) + if attrs.get("assay") != from_assay or attrs.get("cellKey") != cell_key: + raise ValueError( + f"Projection {target_name!r} does not match the selected reference assay or cells." + ) + stored_feat_key = attrs.get("featureKey") + if feat_key is not None and stored_feat_key != feat_key: + logger.warning( + f"Projection {target_name!r} uses feature key {stored_feat_key!r}, " + f"not the current key {feat_key!r}; validating its stored provenance." + ) + reference_cells = self.cells.fetch("ids", key=cast(str, attrs["cellKey"])) + if attrs.get("referenceCellHash") != array_hash(reference_cells): + raise ValueError( + f"Projection {target_name!r} was built from a different reference cell set." + ) + if schema_version == self._PROJECTION_SCHEMA_VERSION: + self._validate_projection_provenance(store, target_name) + return store + + def _validate_projection_provenance( + self, store: zarr.Group, target_name: str + ) -> None: + from ..mapping_utils import array_hash + + attrs = store.attrs + save_k = attrs.get("saveK") + if ( + isinstance(save_k, bool) + or not isinstance(save_k, int | np.integer) + or int(save_k) + != int(as_zarr_array(store["indices"], name="indices").shape[1]) + ): + raise ValueError( + f"Projection {target_name!r} has inconsistent saved-neighbor provenance." + ) + assay_name = cast(str, attrs["assay"]) + cell_key = cast(str, attrs["cellKey"]) + feature_key = cast(str, attrs["featureKey"]) + source_assay = self._get_assay(assay_name) + feature_column = ( + feature_key if feature_key == "I" else f"{cell_key}__{feature_key}" + ) + reference_features = source_assay.feats.fetch("ids", key=feature_column) + if attrs.get("referenceFeatureHash") != array_hash(reference_features): + raise ValueError( + f"Projection {target_name!r} was built from a different reference feature set." + ) + + reference_path = cast(str, attrs.get("referencePath", "")) + if reference_path not in self.zw: + raise ValueError( + f"Projection {target_name!r} references missing normalized data." + ) + normed = as_zarr_group(self.zw[reference_path], name=reference_path) + if attrs.get("referenceSubsetHash") != normed.attrs.get("subset_hash"): + raise ValueError( + f"Projection {target_name!r} references changed normalized data." + ) + + reduction_path = cast(str, attrs.get("reductionPath", "")) + if reduction_path not in self.zw: + raise ValueError( + f"Projection {target_name!r} references a missing reduction." + ) + reduction = as_zarr_group(self.zw[reduction_path], name=reduction_path) + if "reduction" not in reduction: + raise ValueError( + f"Projection {target_name!r} references a reduction without loadings." + ) + loadings = np.asarray( + as_zarr_array(reduction["reduction"], name="reduction")[:] + ) + if attrs.get("reductionHash") != array_hash(loadings): + raise ValueError( + f"Projection {target_name!r} references changed reduction loadings." + ) + + ann_path = cast(str, attrs.get("annPath", "")) + if ann_path not in self.zw: + raise ValueError( + f"Projection {target_name!r} references a missing ANN index." + ) + ann = as_zarr_group(self.zw[ann_path], name=ann_path) + expected_scaling = bool(attrs.get("annFeatureScaling")) + if bool(ann.attrs.get("featureScaling", True)) != expected_scaling: + raise ValueError( + f"Projection {target_name!r} references an ANN index with changed scaling." + ) + if bool(ann.attrs.get("isHarmonized", False)) != bool( + attrs.get("annIsHarmonized") + ): + raise ValueError( + f"Projection {target_name!r} references a changed ANN coordinate space." + ) + ann_parts = ann_path.rsplit("/", 1)[-1].split("__") + if len(ann_parts) < 6: + raise ValueError( + f"Projection {target_name!r} has an invalid ANN provenance path." + ) + stored_ann_values = ( + attrs.get("annEfc"), + attrs.get("annEf"), + attrs.get("annM"), + attrs.get("annRandomState"), + ) + if not all(isinstance(value, int | float) for value in stored_ann_values): + raise ValueError( + f"Projection {target_name!r} is missing numeric ANN settings." + ) + ann_efc, ann_ef, ann_m, ann_random_state = cast( + tuple[int | float, ...], stored_ann_values + ) + if ( + attrs.get("annMetric") != ann_parts[1] + or int(ann_efc) != int(ann_parts[2]) + or int(ann_ef) != int(ann_parts[3]) + or int(ann_m) != int(ann_parts[4]) + or int(ann_random_state) != int(ann_parts[5]) + ): + raise ValueError( + f"Projection {target_name!r} references incompatible ANN settings." + ) + + if "referenceFeatureIndices" not in store: + raise ValueError( + f"Projection {target_name!r} is missing selected-feature provenance." + ) + feature_indices = np.asarray( + as_zarr_array( + store["referenceFeatureIndices"], name="referenceFeatureIndices" + )[:], + dtype=np.int64, + ) + all_feature_ids = source_assay.feats.fetch_all("ids") + if np.any(feature_indices < 0) or np.any( + feature_indices >= len(all_feature_ids) + ): + raise ValueError( + f"Projection {target_name!r} contains invalid reference feature indices." + ) + if attrs.get("selectedFeatureHash") != array_hash( + all_feature_ids[feature_indices] + ): + raise ValueError( + f"Projection {target_name!r} references a changed selected feature set." + ) + if "__intersection_" in ann_path and ann.attrs.get( + "selectedFeatureHash" + ) != attrs.get("selectedFeatureHash"): + raise ValueError( + f"Projection {target_name!r} references a changed intersection ANN index." + ) + if "__intersection_" in ann_path: + source_ann_path = attrs.get("annSourcePath") + if ( + not isinstance(source_ann_path, str) + or not source_ann_path + or ann.attrs.get("sourceAnnPath") != source_ann_path + or source_ann_path not in self.zw + ): + raise ValueError( + f"Projection {target_name!r} has invalid intersection ANN provenance." + ) + source_ann = as_zarr_group(self.zw[source_ann_path], name=source_ann_path) + if bool(source_ann.attrs.get("featureScaling", True)) != expected_scaling: + raise ValueError( + f"Projection {target_name!r} references a changed source ANN space." + ) + if attrs.get("correctionMethod") == "symphony": + artifact_path = attrs.get("mappingReferencePath") + if not isinstance(artifact_path, str) or artifact_path not in self.zw: + raise ValueError( + f"Projection {target_name!r} references a missing mapping artifact." + ) + from ..mapping_reference import validate_mapping_reference_artifact + + validate_mapping_reference_artifact( + as_zarr_group(self.zw[artifact_path], name=artifact_path) + ) + + @staticmethod + def _same_assay_store(source_assay: Assay, target_assay: Assay) -> bool: + if source_assay is target_assay: + return True + source_group = source_assay.z + target_group = target_assay.z + + def normalized_store_path(group: zarr.Group) -> str: + value = str(getattr(group, "store_path", "")).rstrip("/") + if value.startswith("file://"): + return os.path.realpath(value[7:]) + return value + + source_store_path = normalized_store_path(source_group) + target_store_path = normalized_store_path(target_group) + if source_store_path and source_store_path == target_store_path: + return True + return getattr(source_group, "store", None) is getattr( + target_group, "store", None + ) and getattr(source_group, "path", None) == getattr(target_group, "path", None) + + def _guard_mapping_target_path( + self, + source_assay: Assay, + target_assay: Assay, + source_cell_key: str, + source_feat_key: str, + target_cell_key: str, + target_feat_key: str, + ) -> None: + if not self._same_assay_store(source_assay, target_assay): + return + source_path = f"normed__{source_cell_key}__{source_feat_key}" + target_path = f"normed__{target_cell_key}__{target_feat_key}" + if source_path == target_path: + raise ValueError( + "The mapping target normalization path matches the reference path. " + "Choose a distinct target_feat_key so reference data cannot be overwritten." + ) + + @staticmethod + def _projection_block_size(indices: Any) -> int: + chunks = getattr(indices, "chunks", None) + if chunks is not None and len(chunks) > 0: + return int(chunks[0]) + return min(max(int(indices.shape[0]), 1), 10_000) + + def _iter_projection_neighbor_rows( + self, store: zarr.Group + ) -> Generator[tuple[int, np.ndarray, np.ndarray, np.ndarray, bool], None, None]: + from ..mapping_utils import distance_weights + + indices = as_zarr_array(store["indices"], name="indices") + distances = as_zarr_array(store["distances"], name="distances") + uninformative = ( + as_zarr_array(store["uninformative"], name="uninformative") + if "uninformative" in store + else None + ) + block_size = self._projection_block_size(indices) + for start in range(0, indices.shape[0], block_size): + stop = min(start + block_size, indices.shape[0]) + block_indices = np.asarray(indices[start:stop]) + block_distances = np.asarray(distances[start:stop]) + block_weights = distance_weights(block_distances) + block_uninformative = ( + np.asarray(uninformative[start:stop], dtype=bool) + if uninformative is not None + else np.zeros(stop - start, dtype=bool) + ) + rows = zip( + block_indices, + block_weights, + block_distances, + block_uninformative, + strict=True, + ) + for offset, row in enumerate(rows): + neighbors, weights, row_distances, force_unknown = row + yield ( + start + offset, + neighbors, + weights, + row_distances, + bool(force_unknown), + ) + + def _projection_provenance( + self, + source_assay: Assay, + target_assay: Assay, + source_assay_name: str, + target_name: str, + cell_key: str, + feat_key: str, + target_cell_key: str, + target_feat_key: str, + feature_indices: np.ndarray, + correction_method: str, + ann_obj: AnnStream, + ) -> dict[str, Any]: + from ..mapping_utils import array_hash + + reference_features = source_assay.feats.fetch( + "ids", key=f"{cell_key}__{feat_key}" if feat_key != "I" else "I" + ) + selected_feature_ids = source_assay.feats.fetch_all("ids")[feature_indices] + if correction_method == "intersection": + feature_coverage = float(len(feature_indices) / len(reference_features)) + else: + target_feature_ids = target_assay.feats.fetch_all("ids") + feature_coverage = float( + np.isin(reference_features, target_feature_ids).sum() + / len(reference_features) + ) + reference_path = f"{source_assay_name}/normed__{cell_key}__{feat_key}" + reduction_path: str | None = None + ann_path: str | None = ann_obj.annPath + if ann_path is not None: + reduction_path = ann_path.rsplit("/ann__", 1)[0] + if reference_path in self.zw: + normed = as_zarr_group(self.zw[reference_path], name=reference_path) + if reduction_path is None: + reduction_path = cast(str | None, normed.attrs.get("latest_reduction")) + if reduction_path is not None and reduction_path in self.zw: + reduction = as_zarr_group(self.zw[reduction_path], name=reduction_path) + if ann_path is None: + ann_path = cast(str | None, reduction.attrs.get("latest_ann")) + reduction_hash = "" + reference_subset_hash: int | str = "" + ann_feature_scaling = ann_obj.featureScaling + ann_is_harmonized = ann_obj.harmonize + ann_source_path = "" + if ann_path is not None and ann_path in self.zw: + ann_group = as_zarr_group(self.zw[ann_path], name=ann_path) + stored_source_path = ann_group.attrs.get("sourceAnnPath") + if isinstance(stored_source_path, str): + ann_source_path = stored_source_path + if reference_path in self.zw: + normed = as_zarr_group(self.zw[reference_path], name=reference_path) + reference_subset_hash = cast(int | str, normed.attrs.get("subset_hash", "")) + if reduction_path is not None and reduction_path in self.zw: + reduction = as_zarr_group(self.zw[reduction_path], name=reduction_path) + if "reduction" in reduction: + reduction_hash = array_hash( + np.asarray( + as_zarr_array(reduction["reduction"], name="reduction")[:] + ) + ) + return { + "schemaVersion": self._PROJECTION_SCHEMA_VERSION, + "complete": False, + "assay": source_assay_name, + "targetName": target_name, + "cellKey": cell_key, + "featureKey": feat_key, + "targetCellKey": target_cell_key, + "targetFeatureKey": target_feat_key, + "referencePath": reference_path, + "reductionPath": reduction_path or "", + "annPath": ann_path or "", + "referenceCellHash": array_hash(self.cells.fetch("ids", key=cell_key)), + "targetCellHash": array_hash( + target_assay.cells.fetch("ids", key=target_cell_key) + ), + "referenceFeatureHash": array_hash(reference_features), + "selectedFeatureHash": array_hash(selected_feature_ids), + "referenceSubsetHash": reference_subset_hash, + "reductionHash": reduction_hash, + "featureCoverage": feature_coverage, + "reductionMethod": ann_obj.method, + "reductionDimensions": int( + ann_obj.dims if ann_obj.dims is not None else ann_obj.nFeats + ), + "annMetric": ann_obj.annMetric, + "annEfc": int(ann_obj.annEfc), + "annEf": int(ann_obj.annEf), + "annM": int(ann_obj.annM), + "annRandomState": int(ann_obj.randState), + "annFeatureScaling": ann_feature_scaling, + "annIsHarmonized": ann_is_harmonized, + "annSourcePath": ann_source_path, + "correctionMethod": correction_method, + "algorithmVariant": ( + SYMPHONY_STYLE_VARIANT + if correction_method == "symphony" + else correction_method + ), + } + + def _build_intersection_ann( + self, + ann_obj: AnnStream, + source_assay: Assay, + cell_key: str, + feat_key: str, + feature_indices: np.ndarray, + ann_index_saver: Callable | None, + ) -> AnnStream: + from ..mapping_utils import _distance_quantile_summary, array_hash + + if ann_obj.method != "pca" or ann_obj.loadings is None: + raise ValueError( + "missing_feature_policy='intersection' only supports PCA references" + ) + if ann_obj.harmonize: + raise ValueError( + "missing_feature_policy='intersection' is not supported for harmonized references" + ) + active_indices = source_assay.feats.active_index( + f"{cell_key}__{feat_key}" if feat_key != "I" else "I" + ) + positions = np.searchsorted(active_indices, feature_indices) + if len(positions) != len(feature_indices) or not np.array_equal( + active_indices[positions], feature_indices + ): + raise ValueError("Failed to align selected reference feature positions") + intersection_ann = AnnStream( + data=ann_obj.data[:, positions], + k=ann_obj.k, + n_cluster=2, + reduction_method="pca", + dims=ann_obj.loadings.shape[1], + loadings=ann_obj.loadings[positions, :], + use_for_pca=np.ones(ann_obj.nCells, dtype=bool), + mu=ann_obj.mu[positions], + sigma=ann_obj.sigma[positions], + ann_metric=ann_obj.annMetric, + ann_efc=ann_obj.annEfc, + ann_ef=ann_obj.annEf, + ann_m=ann_obj.annM, + nthreads=self.nthreads, + ann_parallel=False, + rand_state=ann_obj.randState, + do_kmeans_fit=False, + disable_scaling=not ann_obj.featureScaling, + ann_idx=None, + lsi_skip_first=True, + lsi_params={}, + harmonize=False, + cache_embeddings=False, + ) + if ann_obj.annPath is None: + raise ValueError("The reference ANN path is unavailable") + selected_feature_hash = array_hash( + source_assay.feats.fetch_all("ids")[feature_indices] + ) + intersection_path = ( + f"{ann_obj.annPath}__intersection_{selected_feature_hash[:16]}" + ) + if intersection_path not in self.zw: + self.zw.create_group(intersection_path) + intersection_group = as_zarr_group( + self.zw[intersection_path], name=intersection_path + ) + intersection_group.attrs.update( + { + "featureScaling": intersection_ann.featureScaling, + "isHarmonized": False, + "selectedFeatureHash": selected_feature_hash, + "sourceAnnPath": ann_obj.annPath, + } + ) + self._persist_ann_index( + intersection_path, + intersection_ann.annIdx, + ann_index_saver, + ) + sample_stride = max( + int(np.ceil(intersection_ann.nCells / 100_000)), + 1, + ) + sampled_distances: list[np.ndarray] = [] + entry_start = 0 + for block in intersection_ann.iter_blocks(): + entry_end = entry_start + len(block) + transformed = intersection_ann.transform_query(block) + _, distances, _ = cast( + tuple[np.ndarray, np.ndarray, int], + intersection_ann.transform_ann( + transformed, + self_indices=np.arange(entry_start, entry_end), + ), + ) + sample_mask = ( + np.arange(entry_start, entry_end, dtype=np.int64) % sample_stride == 0 + ) + sampled_distances.append( + np.asarray(distances[sample_mask, 0], dtype=np.float64) + ) + entry_start = entry_end + nearest_distances = np.concatenate(sampled_distances) + distance_quantiles, distance_values = _distance_quantile_summary( + nearest_distances + ) + for name, values in ( + ("referenceDistanceQuantiles", distance_quantiles), + ("referenceDistanceValues", distance_values), + ): + output = create_zarr_dataset( + intersection_group, + name, + (min(len(values), 1_001),), + "f8", + values.shape, + ) + output[:] = values + intersection_ann.annPath = intersection_path + return intersection_ann def run_mapping( self, @@ -34,9 +595,9 @@ def run_mapping( target_name: str, target_feat_key: str, target_cell_key: str = "I", - from_assay: Optional[str] = None, - cell_key: str = "I", - feat_key: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, save_k: int = 3, batch_size: int = 1000, ref_mu: bool = True, @@ -45,8 +606,10 @@ def run_mapping( exclude_missing: bool = False, filter_null: bool = False, feat_scaling: bool = True, - ann_index_fetcher: Optional[Callable] = None, - ann_index_saver: Optional[Callable] = None, + ann_index_fetcher: Callable | None = None, + ann_index_saver: Callable | None = None, + missing_feature_policy: str | None = None, + query_batches: pd.DataFrame | None = None, ) -> None: """Projects cells from external assays into the cell-neighbourhood graph using existing PCA loadings and ANN index. For each external cell @@ -66,24 +629,31 @@ def run_mapping( save_k: Number of the nearest neighbours to identify for each target cell (Default value: 3) batch_size: Number of cells that will be projected as a batch. This used to decide the chunk size when normalized data for the target cells is saved to disk. - ref_mu: If True (default), Then mean values of features as in the reference are used, - otherwise mean is calculated using target cells. Turning this to False is not recommended. - ref_sigma: If True (default), Then standard deviation values of features as present in the reference are - used, otherwise std. dev. is calculated using target cells. Turning this to False is not - recommended. - run_coral: If True then CORAL feature rescaling algorithm is used to correct for domain shift in target - cells. Read more about CORAL algorithm in function ``coral``. This algorithm creates a m by m - matrix where m is the number of features being used for mapping; so it is not advised to use this - in a case where a large number of features are being used (>10k for example). - (Default value: False) + ref_mu: Deprecated compatibility flag. Reference means are always used. + ref_sigma: Deprecated compatibility flag. Reference scales are always used. + run_coral: Deprecated experimental feature-space correction. If True, + CORAL aligns target features to the reference distribution. + It creates an m by m matrix where m is the number of + features, so it is not suitable for very large feature + sets. Build a Symphony-style mapping reference for new + harmonized atlas workflows. (Default value: False) exclude_missing: If set to True then only those features that are present in both reference and target are used. If not all reference features from `feat_key` are present in target data - then a new graph will be created for reference and mapping will be done onto that graph. - (Default value: False) + then a compatibility graph key is retained while mapping uses an isolated intersection + index. Deprecated; use ``missing_feature_policy='intersection'``. filter_null: If True then those features that have a total sum of 0 in the target cells are removed. This has an affect only when `exclude_missing` is True. (Default value: False) - feat_scaling: If False then features from target cells are not scaled. This is automatically set to False - if `run_coral` is True (Default value: True). Setting this to False is not recommended. + feat_scaling: If False then features from target cells are not scaled. + Setting this to False is not recommended. + missing_feature_policy: Handling for reference features absent from the + target. ``'zero'`` fills them with zero values, ``'intersection'`` + constructs an isolated overlap-only ANN index, and ``'error'`` + rejects incomplete overlap. Harmonized mapping references also + support ``'reference_mean'``, their neutral default. + ``exclude_missing=True`` is retained as a deprecated alias for + ``'intersection'``. + query_batches: Optional query batch metadata for Symphony-style correction + when mapping into a reusable harmonized reference. ann_index_fetcher: ann_index_saver: @@ -97,22 +667,136 @@ def run_mapping( ) source_assay = self._get_assay(from_assay) - if type(target_assay) != type(source_assay): + if type(target_assay) is not type(source_assay): raise TypeError( f"ERROR: Source assay ({type(source_assay)}) and target assay " f"({type(target_assay)}) are of different types. " f"Mapping can only be performed between same assay types" ) - if type(target_assay) == RNAassay: + if isinstance(target_assay, RNAassay): if target_assay.sf != source_assay.sf: logger.info( f"Resetting target assay's size factor from {target_assay.sf} to {source_assay.sf}" ) target_assay.sf = source_assay.sf + if not ref_mu or not ref_sigma: + warnings.warn( + "ref_mu and ref_sigma are deprecated and ignored. Mapping always " + "uses the reference graph's mean and scale.", + DeprecationWarning, + stacklevel=2, + ) + self._guard_mapping_target_path( + source_assay, + target_assay, + cell_key, + feat_key, + target_cell_key, + target_feat_key, + ) - if target_feat_key == feat_key: + normed_loc = f"{from_assay}/normed__{cell_key}__{feat_key}" + if normed_loc in self.zw: + normed_group = as_zarr_group(self.zw[normed_loc], name=normed_loc) + reduction_loc = cast(str | None, normed_group.attrs.get("latest_reduction")) + if reduction_loc is not None and reduction_loc in self.zw: + reduction_group = as_zarr_group( + self.zw[reduction_loc], name=reduction_loc + ) + ann_loc = cast(str | None, reduction_group.attrs.get("latest_ann")) + if ann_loc is not None and ann_loc in self.zw: + ann_group = as_zarr_group(self.zw[ann_loc], name=ann_loc) + if bool(ann_group.attrs.get("isHarmonized", False)): + if run_coral: + raise ValueError( + "CORAL cannot be combined with a harmonized mapping reference" + ) + if exclude_missing or missing_feature_policy == "intersection": + raise ValueError( + "Harmonized mapping references do not support intersection-only " + "feature mapping. Use reference_mean, zero, or error handling." + ) + try: + reference = self.get_mapping_reference( + from_assay, cell_key, feat_key + ) + except ValueError as exc: + if "predates the mapping-reference artifact" not in str( + exc + ): + raise + if self.zarr_mode != "r+": + raise ValueError( + "This read-only harmonized reference needs a one-time " + "upgrade. Reopen it with zarr_mode='r+' and call " + "build_mapping_reference(..., batch_columns=[...])." + ) from exc + harmonized = as_zarr_array( + reduction_group["harmonizedData"], + name="harmonizedData", + ) + batch_columns = cast( + list[str] | None, harmonized.attrs.get("batches") + ) + if not batch_columns: + raise ValueError( + "The legacy harmonized graph does not record its batch " + "columns. Call build_mapping_reference with batch_columns." + ) from exc + warnings.warn( + "This harmonized graph predates portable mapping references. " + "It will be rebuilt once before mapping.", + DeprecationWarning, + stacklevel=2, + ) + reference = self.build_mapping_reference( + from_assay, + cell_key, + feat_key, + batch_columns=batch_columns, + ) + reference.map_query( + target_assay, + target_name, + target_feat_key, + target_cell_key=target_cell_key, + save_k=save_k, + query_batches=query_batches, + missing_feature_policy=( + missing_feature_policy or "reference_mean" + ), + ) + return None + + if run_coral: + warnings.warn( + "CORAL mapping is deprecated and will be removed in a future release. " + "Build a Symphony-style mapping reference instead.", + DeprecationWarning, + stacklevel=2, + ) + + if missing_feature_policy is None: + missing_feature_policy = "intersection" if exclude_missing else "zero" + if exclude_missing: + warnings.warn( + "exclude_missing is deprecated; use " + "missing_feature_policy='intersection' instead.", + DeprecationWarning, + stacklevel=2, + ) + if missing_feature_policy not in {"zero", "intersection", "error"}: raise ValueError( - f"ERROR: `target_feat_key` cannot be sample as `feat_key`: {feat_key}" + "missing_feature_policy must be one of 'zero', 'intersection', or 'error'" + ) + if exclude_missing and missing_feature_policy != "intersection": + raise ValueError( + "exclude_missing=True is only compatible with missing_feature_policy='intersection'" + ) + if run_coral and missing_feature_policy == "intersection": + raise ValueError( + "CORAL does not support intersection-only feature mapping. " + "Use zero or error feature handling." ) feat_idx = align_features( @@ -125,37 +809,132 @@ def run_mapping( filter_null, exclude_missing, self.nthreads, + missing_feature_policy, ) logger.debug(f"{len(feat_idx)} features being used for mapping") - if np.all( - source_assay.feats.active_index(cell_key + "__" + feat_key) == feat_idx + source_feature_indices = source_assay.feats.active_index( + f"{cell_key}__{feat_key}" if feat_key != "I" else "I" + ) + full_feature_overlap = len(source_feature_indices) == len( + feat_idx + ) and np.array_equal(source_feature_indices, feat_idx) + ann_feat_key = feat_key + if ( + ann_feat_key == feat_key + and ann_index_fetcher is None + and ann_index_saver is None + and self._has_ann_stream_cache( + from_assay, + cell_key, + ann_feat_key, + feat_scaling=feat_scaling, + ) ): - ann_feat_key = feat_key + ann_obj: AnnStream | None = self._load_ann_stream( + from_assay, + cell_key, + ann_feat_key, + feat_scaling=feat_scaling, + ) else: - ann_feat_key = f"{feat_key}_common_{target_name}" - a = np.zeros(source_assay.feats.N).astype(bool) - a[feat_idx] = True - source_assay.feats.insert( - cell_key + "__" + ann_feat_key, a, fill_value=False, overwrite=True + previous_ann_path: str | None = None + reference_normed_path = f"{from_assay}/normed__{cell_key}__{ann_feat_key}" + reference_reduction_path: str | None = None + if reference_normed_path in self.zw: + reference_normed_group = as_zarr_group( + self.zw[reference_normed_path], name=reference_normed_path + ) + reference_reduction_path = cast( + str | None, + reference_normed_group.attrs.get("latest_reduction"), + ) + if ( + reference_reduction_path is not None + and reference_reduction_path in self.zw + ): + reference_reduction_group = as_zarr_group( + self.zw[reference_reduction_path], + name=reference_reduction_path, + ) + previous_ann_path = cast( + str | None, + reference_reduction_group.attrs.get("latest_ann"), + ) + ann_obj = self.make_graph( + from_assay=from_assay, + cell_key=cell_key, + feat_key=ann_feat_key, + return_ann_object=True, + update_keys=False, + feat_scaling=feat_scaling, + ann_index_fetcher=ann_index_fetcher, + ann_index_saver=ann_index_saver, ) - if run_coral: - feat_scaling = False - ann_obj = self.make_graph( - from_assay=from_assay, - cell_key=cell_key, - feat_key=ann_feat_key, - return_ann_object=True, - update_keys=False, - feat_scaling=feat_scaling, - ann_index_fetcher=ann_index_fetcher, - ann_index_saver=ann_index_saver, - ) + if ( + previous_ann_path is not None + and reference_reduction_path is not None + and ann_obj is not None + and ann_obj.annPath != previous_ann_path + ): + as_zarr_group( + self.zw[reference_reduction_path], + name=reference_reduction_path, + ).attrs["latest_ann"] = previous_ann_path + if ann_obj is None: + raise ValueError("ERROR: AnnStream could not be created for mapping") + if ann_obj.harmonize: + raise ValueError( + "This harmonized reference predates the Symphony-style mapping artifact. " + "Rebuild it with build_mapping_reference before mapping a query." + ) + if missing_feature_policy == "intersection": + if not full_feature_overlap: + if exclude_missing: + compatibility_feat_key = f"{feat_key}_common_{target_name}" + feat_mask = np.zeros(source_assay.feats.N, dtype=bool) + feat_mask[feat_idx] = True + source_assay.feats.insert( + f"{cell_key}__{compatibility_feat_key}", + feat_mask, + fill_value=False, + overwrite=True, + ) + self.make_graph( + from_assay=from_assay, + cell_key=cell_key, + feat_key=compatibility_feat_key, + dims=min( + int( + ann_obj.dims + if ann_obj.dims is not None + else len(feat_idx) + ), + max(len(feat_idx) - 1, 1), + ), + k=ann_obj.k, + return_ann_object=False, + update_keys=False, + feat_scaling=feat_scaling, + ann_index_fetcher=ann_index_fetcher, + ann_index_saver=ann_index_saver, + ) + ann_obj = self._build_intersection_ann( + ann_obj, + source_assay, + cell_key, + feat_key, + feat_idx, + ann_index_saver, + ) if save_k > ann_obj.k: logger.warning(f"`save_k` was decreased to {ann_obj.k}") save_k = ann_obj.k - target_data = daskarr.from_zarr( - target_assay.z[f"normed__{target_cell_key}__{target_feat_key}/data"], - inline_array=True, + target_data = ChunkedArray( + as_zarr_array( + target_assay.z[f"normed__{target_cell_key}__{target_feat_key}/data"], + name=f"normed__{target_cell_key}__{target_feat_key}/data", + ), + nthreads=self.nthreads, ) if run_coral is True: # Reversing coral here to correct target data @@ -167,58 +946,433 @@ def run_mapping( target_cell_key, self.nthreads, ) - target_data = daskarr.from_zarr( - target_assay.z[ - f"normed__{target_cell_key}__{target_feat_key}/data_coral" - ], - inline_array=True, - ) - if ann_obj.method == "pca" and run_coral is False: - if ref_mu is False: - mu = show_dask_progress( - target_data.mean(axis=0), - "Calculating mean of target norm. data", - self.nthreads, - ) - ann_obj.mu = clean_array(mu) - if ref_sigma is False: - sigma = show_dask_progress( - target_data.std(axis=0), - "Calculating std. dev. of target norm. data", - self.nthreads, - ) - ann_obj.sigma = clean_array(sigma, 1) + target_data = ChunkedArray( + as_zarr_array( + target_assay.z[ + f"normed__{target_cell_key}__{target_feat_key}/data_coral" + ], + name=(f"normed__{target_cell_key}__{target_feat_key}/data_coral"), + ), + nthreads=self.nthreads, + ) if "projections" not in source_assay.z: source_assay.z.create_group("projections") - store = source_assay.z["projections"].create_group(target_name, overwrite=True) - nc, nk = target_assay.cells.fetch_all("I").sum(), save_k + projections = as_zarr_group(source_assay.z["projections"], name="projections") + store = projections.create_group(target_name, overwrite=True) + store.attrs["schemaVersion"] = self._PROJECTION_SCHEMA_VERSION + store.attrs["complete"] = False + nc = target_assay.cells.active_index(target_cell_key).shape[0] + nk = save_k zi = create_zarr_dataset(store, "indices", (batch_size,), "u8", (nc, nk)) zd = create_zarr_dataset(store, "distances", (batch_size,), "f8", (nc, nk)) + feature_index_store = create_zarr_dataset( + store, + "referenceFeatureIndices", + (min(max(len(feat_idx), 1), 100_000),), + "i8", + feat_idx.shape, + ) + feature_index_store[:] = feat_idx + correction_method = "coral" if run_coral else "none" + if missing_feature_policy == "intersection": + correction_method = "intersection" + for key, value in self._projection_provenance( + source_assay, + target_assay, + from_assay, + target_name, + cell_key, + feat_key, + target_cell_key, + target_feat_key, + feat_idx, + correction_method, + ann_obj, + ).items(): + store.attrs[key] = value + store.attrs["saveK"] = int(save_k) entry_start = 0 - for i in tqdmbar( - target_data.blocks, - desc=f"Mapping cells from {target_name}", - total=target_data.numblocks[0], - ): - a: np.ndarray = controlled_compute(i, self.nthreads) - ki, kd = ann_obj.transform_ann(ann_obj.reducer(a), k=save_k) - entry_end = entry_start + len(ki) - zi[entry_start:entry_end, :] = ki - zd[entry_start:entry_end, :] = kd - entry_start = entry_end + try: + for i in tqdmbar( + target_data.blocks, + desc=f"Mapping cells from {target_name}", + total=target_data.numblocks[0], + ): + block: NDArray[Any] = controlled_compute(i, self.nthreads) + knn_query = ann_obj.transform_ann( + ann_obj.transform_query(block), k=save_k + ) + ki, kd = knn_query[0], knn_query[1] + entry_end = entry_start + len(ki) + zi[entry_start:entry_end, :] = ki + zd[entry_start:entry_end, :] = kd + entry_start = entry_end + if entry_start != nc: + raise RuntimeError( + f"Mapped {entry_start} target cells but expected {nc}" + ) + store.attrs["complete"] = True + except Exception: + store.attrs["complete"] = False + raise return None + def _map_with_mapping_reference( + self, + reference: MappingReference, + target_assay: Assay, + target_name: str, + target_feat_key: str, + target_cell_key: str, + save_k: int, + query_batches: pd.DataFrame | None, + correction_method: str, + missing_feature_policy: str, + result_store: zarr.Group | None = None, + ) -> MappingResult: + from ..mapping_utils import align_features, array_hash + from ..symphony import ( + accumulate_sufficient_statistics, + apply_query_correction, + initialize_sufficient_statistics, + project_pca, + soft_cluster_assignments, + solve_query_correction, + zero_norm_rows, + ) + + if type(target_assay) is not type(self._get_assay(reference.assay_name)): + raise TypeError("Reference and query assays must have the same type") + if correction_method != "symphony": + raise ValueError( + "Harmonized mapping references require correction_method='symphony'" + ) + if missing_feature_policy not in {"reference_mean", "zero", "error"}: + raise ValueError( + "Mapping references support reference_mean, zero, or error feature handling" + ) + source_assay = self._get_assay(reference.assay_name) + if target_assay.sf != source_assay.sf and isinstance(target_assay, RNAassay): + logger.info( + f"Resetting target assay's size factor from {target_assay.sf} to {source_assay.sf}" + ) + target_assay.sf = source_assay.sf + self._guard_mapping_target_path( + source_assay, + target_assay, + reference.cell_key, + reference.feature_key, + target_cell_key, + target_feat_key, + ) + feature_indices = align_features( + source_assay, + target_assay, + reference.cell_key, + reference.feature_key, + target_feat_key, + target_cell_key, + filter_null=False, + exclude_missing=False, + nthreads=self.nthreads, + missing_feature_policy=missing_feature_policy, + missing_feature_values=reference.model.feature_means, + ) + source_feature_indices = source_assay.feats.active_index( + f"{reference.cell_key}__{reference.feature_key}" + if reference.feature_key != "I" + else "I" + ) + if not np.array_equal(feature_indices, source_feature_indices): + raise ValueError( + "The mapping reference requires its complete reference feature set" + ) + source_feature_ids = source_assay.feats.fetch( + "ids", + key=( + f"{reference.cell_key}__{reference.feature_key}" + if reference.feature_key != "I" + else "I" + ), + ) + if not np.array_equal(source_feature_ids, reference.feature_ids): + raise ValueError( + "Reference feature identifiers no longer match the immutable artifact" + ) + target_data = ChunkedArray( + as_zarr_array( + target_assay.z[f"normed__{target_cell_key}__{target_feat_key}/data"], + name=f"normed__{target_cell_key}__{target_feat_key}/data", + ), + nthreads=self.nthreads, + ) + n_cells = target_data.shape[0] + batch_codes, n_batches = self._query_batch_codes(query_batches, n_cells) + query_batch_columns = ( + [str(column) for column in query_batches.columns] + if query_batches is not None + else [] + ) + query_batch_hash = array_hash(batch_codes) + counts, sums = initialize_sufficient_statistics(n_batches, reference.model) + entry_start = 0 + zero_norm_count = 0 + for block in target_data.blocks: + values = controlled_compute(block, self.nthreads) + coordinates = project_pca(values, reference.model) + assignments = soft_cluster_assignments(coordinates, reference.model) + uninformative_rows = zero_norm_rows(coordinates) + zero_norm_count += int(uninformative_rows.sum()) + entry_end = entry_start + len(values) + if not np.all(uninformative_rows): + informative_rows = ~uninformative_rows + accumulate_sufficient_statistics( + counts, + sums, + coordinates[informative_rows], + assignments[informative_rows], + batch_codes[entry_start:entry_end][informative_rows], + ) + entry_start = entry_end + if entry_start != n_cells: + raise RuntimeError( + f"Read {entry_start} query cells but expected {n_cells} during correction" + ) + correction = solve_query_correction(counts, sums, reference.model) + if reference.ann_path not in self.zw: + raise ValueError( + "The mapping reference ANN index is missing. Rebuild the reference." + ) + reference_ann_group = as_zarr_group( + self.zw[reference.ann_path], name=reference.ann_path + ) + if not bool(reference_ann_group.attrs.get("featureScaling", True)): + raise ValueError( + "The mapping reference ANN was built without feature scaling " + "and cannot use reference-scaled query projection." + ) + reference_knn_path = cast(str, reference_ann_group.attrs.get("latest_knn")) + if not reference_knn_path or reference_knn_path not in self.zw: + raise ValueError( + "The mapping reference KNN metadata is missing. Rebuild the reference." + ) + ann_obj = self._load_ann_stream( + reference.assay_name, + reference.cell_key, + reference.feature_key, + feat_scaling=True, + knn_loc=reference_knn_path, + ) + if not ann_obj.harmonize: + raise RuntimeError("Mapping reference ANN index is not harmonized") + if save_k > ann_obj.k: + logger.warning(f"`save_k` was decreased to {ann_obj.k}") + save_k = ann_obj.k + write_projection = self.zarr_mode == "r+" or result_store is not None + store: zarr.Group | None = result_store + projection_path = "" + feature_coverage = float( + np.isin( + reference.feature_ids, + target_assay.feats.fetch_all("ids"), + ).sum() + / len(reference.feature_ids) + ) + if write_projection: + if store is None: + if "projections" not in source_assay.z: + source_assay.z.create_group("projections") + projections = as_zarr_group( + source_assay.z["projections"], name="projections" + ) + store = projections.create_group(target_name, overwrite=True) + projection_path = f"{reference.assay_name}/projections/{target_name}" + else: + projection_path = getattr(store, "path", "") + store.attrs["schemaVersion"] = self._PROJECTION_SCHEMA_VERSION + store.attrs["complete"] = False + for key, value in self._projection_provenance( + source_assay, + target_assay, + reference.assay_name, + target_name, + reference.cell_key, + reference.feature_key, + target_cell_key, + target_feat_key, + feature_indices, + "symphony", + ann_obj, + ).items(): + store.attrs[key] = value + store.attrs["saveK"] = int(save_k) + store.attrs["mappingReferencePath"] = reference.artifact_path + store.attrs["queryBatchCount"] = int(n_batches) + store.attrs["queryBatchColumns"] = query_batch_columns + store.attrs["queryBatchHash"] = query_batch_hash + feature_index_store = create_zarr_dataset( + store, + "referenceFeatureIndices", + (min(max(len(feature_indices), 1), 100_000),), + "i8", + feature_indices.shape, + ) + feature_index_store[:] = feature_indices + row_chunk = min(max(int(target_data.chunksize[0]), 1), max(n_cells, 1)) + indices: Any = create_zarr_dataset( + store, "indices", (row_chunk, save_k), "u8", (n_cells, save_k) + ) + distances: Any = create_zarr_dataset( + store, "distances", (row_chunk, save_k), "f8", (n_cells, save_k) + ) + uncorrected: Any = create_zarr_dataset( + store, + "uncorrectedLatent", + (row_chunk, reference.model.n_dims), + "f8", + (n_cells, reference.model.n_dims), + ) + corrected: Any = create_zarr_dataset( + store, + "correctedLatent", + (row_chunk, reference.model.n_dims), + "f8", + (n_cells, reference.model.n_dims), + ) + uninformative: Any = create_zarr_dataset( + store, + "uninformative", + (row_chunk,), + "bool", + (n_cells,), + ) + else: + indices = np.empty((n_cells, save_k), dtype=np.uint64) + distances = np.empty((n_cells, save_k), dtype=np.float64) + uncorrected = np.empty((n_cells, reference.model.n_dims), dtype=np.float64) + corrected = np.empty((n_cells, reference.model.n_dims), dtype=np.float64) + uninformative = np.empty(n_cells, dtype=bool) + entry_start = 0 + try: + for block in tqdmbar( + target_data.blocks, + desc=f"Mapping cells from {target_name} with Symphony-style correction", + total=target_data.numblocks[0], + ): + values = controlled_compute(block, self.nthreads) + coordinates = project_pca(values, reference.model) + assignments = soft_cluster_assignments(coordinates, reference.model) + uninformative_rows = zero_norm_rows(coordinates) + entry_end = entry_start + len(values) + corrected_coordinates = apply_query_correction( + coordinates, + assignments, + batch_codes[entry_start:entry_end], + reference.model, + correction, + ) + corrected_coordinates[uninformative_rows] = coordinates[ + uninformative_rows + ] + knn_query = ann_obj.transform_ann(corrected_coordinates, k=save_k) + neighbor_indices, neighbor_distances = cast( + tuple[np.ndarray, np.ndarray], knn_query + ) + indices[entry_start:entry_end] = neighbor_indices + distances[entry_start:entry_end] = neighbor_distances + uncorrected[entry_start:entry_end] = coordinates + corrected[entry_start:entry_end] = corrected_coordinates + uninformative[entry_start:entry_end] = uninformative_rows + entry_start = entry_end + if entry_start != n_cells: + raise RuntimeError( + f"Mapped {entry_start} query cells but expected {n_cells}" + ) + if store is not None: + store.attrs["complete"] = True + except Exception: + if store is not None: + store.attrs["complete"] = False + raise + return MappingResult( + projection_path=projection_path, + n_cells=n_cells, + correction_method="symphony", + diagnostics={ + "featureCoverage": feature_coverage, + "queryBatchCount": float(n_batches), + "zeroNormCellCount": float(zero_norm_count), + "algorithmVariant": SYMPHONY_STYLE_VARIANT, + }, + indices=None if store is not None else indices, + distances=None if store is not None else distances, + uncorrected_latent=None if store is not None else uncorrected, + corrected_latent=None if store is not None else corrected, + uninformative=None if store is not None else uninformative, + ) + + @staticmethod + def _query_batch_codes( + query_batches: pd.DataFrame | None, n_cells: int + ) -> tuple[np.ndarray, int]: + if query_batches is None: + return np.zeros(n_cells, dtype=np.int64), 1 + if len(query_batches) != n_cells: + raise ValueError("query_batches must have one row per target cell") + if query_batches.shape[1] == 0: + raise ValueError("query_batches must include at least one column") + if query_batches.columns.duplicated().any(): + raise ValueError("query_batches column names must be unique") + if query_batches.isna().any().any(): + raise ValueError("query_batches cannot contain missing values") + labels = query_batches.astype(str).agg("\x1f".join, axis=1) + codes, _ = pd.factorize(labels, sort=True) + return np.asarray(codes, dtype=np.int64), int(codes.max()) + 1 + + @staticmethod + def _label_vote_decision( + reference_labels: np.ndarray, + neighbors: np.ndarray, + weights: np.ndarray, + threshold_fraction: float, + na_val: str, + force_unknown: bool = False, + ) -> tuple[Any, float, float, float, bool, dict[Any, float]]: + votes: dict[Any, float] = {} + for neighbor, weight in zip(neighbors, weights): + label = reference_labels[neighbor] + votes[label] = votes.get(label, 0.0) + float(weight) + total = float(sum(votes.values())) + if total <= 0 or not votes: + return na_val, 0.0, 0.0, 0.0, True, {} + votes = {label: value / total for label, value in votes.items()} + ordered = sorted(votes.items(), key=lambda item: item[1], reverse=True) + top_vote = ordered[0][1] + second_vote = ordered[1][1] if len(ordered) > 1 else 0.0 + winners = [label for label, vote in ordered if np.isclose(vote, top_vote)] + is_unknown = force_unknown or top_vote < threshold_fraction or len(winners) != 1 + entropy = -sum(value * np.log(value) for _, value in ordered if value > 0) + prediction = na_val if is_unknown else winners[0] + return ( + prediction, + top_vote, + float(entropy), + top_vote - second_vote, + is_unknown, + votes, + ) + def get_mapping_score( self, target_name: str, - target_groups: Optional[np.ndarray] = None, - from_assay: Optional[str] = None, - cell_key: str = "I", + target_groups: np.ndarray | None = None, + from_assay: str | None = None, + cell_key: str | None = None, log_transform: bool = True, multiplier: float = 1000, weighted: bool = True, fixed_weight: float = 0.1, - ) -> Generator[Tuple[str, np.ndarray], None, None]: + ) -> Generator[tuple[str, np.ndarray], None, None]: """Yields the mapping scores that were a result of a mapping. Mapping scores are an indication of degree of similarity of reference cells in the graph to the target cells. @@ -242,20 +1396,14 @@ def get_mapping_score( Yields: A tuple of group name and mapping score of reference cells for that target group. """ - if from_assay is None: - from_assay = self._defaultAssay - store_loc = f"{from_assay}/projections/{target_name}" - if store_loc not in self.zw: - raise KeyError( - f"ERROR: Projections have not been computed for {target_name} in th latest graph. Please" - f" run `run_mapping` or update latest_graph by running `make_graph` with desired parameters" - ) - store = self.zw[store_loc] - - indices = store["indices"][:] - dists = store["distances"][:] - # TODO: add more robust options for distance calculation here - dists = 1 / (np.log1p(dists) + 1) + from_assay, cell_key, feat_key = self._get_latest_keys( + from_assay, cell_key, None + ) + store = self._load_complete_projection( + target_name, from_assay, cell_key, feat_key + ) + indices = as_zarr_array(store["indices"], name="indices") + distances = as_zarr_array(store["distances"], name="distances") n_cells, n_k = indices.shape if target_groups is not None: @@ -268,18 +1416,33 @@ def get_mapping_score( else: groups = pd.Series(np.zeros(n_cells)) - ref_n_cells = self.cells.fetch_all(cell_key).sum() + ref_n_cells = self.cells.active_index(cell_key).shape[0] for group in sorted(groups.unique()): - coi = {x: None for x in groups[groups == group].index.values} ms = np.zeros(ref_n_cells) - for n, i, j in zip(range(len(indices)), indices, dists): - if n in coi: - for x, y in zip(i, j): - if weighted: - ms[x] += y - else: - ms[x] += fixed_weight - ms = multiplier * ms / (len(coi) * n_k) + group_count = 0 + block_size = self._projection_block_size(indices) + for start in range(0, n_cells, block_size): + stop = min(start + block_size, n_cells) + block_groups = groups.iloc[start:stop].to_numpy() + mask = block_groups == group + if not mask.any(): + continue + block_indices = np.asarray(indices[start:stop])[mask] + if weighted: + from ..mapping_utils import distance_weights + + block_weights = distance_weights( + np.asarray(distances[start:stop])[mask] + ) + else: + block_weights = np.full( + block_indices.shape, fixed_weight, dtype=np.float64 + ) + np.add.at(ms, block_indices.reshape(-1), block_weights.reshape(-1)) + group_count += int(mask.sum()) + if group_count == 0: + continue + ms = multiplier * ms / (group_count * n_k) if log_transform: ms = np.log1p(ms) yield group, ms @@ -287,11 +1450,11 @@ def get_mapping_score( def get_target_classes( self, target_name: str, - from_assay: Optional[str] = None, - cell_key: str = "I", - reference_class_group: Optional[str] = None, + from_assay: str | None = None, + cell_key: str | None = None, + reference_class_group: str | None = None, threshold_fraction: float = 0.5, - target_subset: Optional[List[int]] = None, + target_subset: list[int] | None = None, na_val: str = "NA", ) -> pd.Series: """Perform classification of target cells using a reference group. @@ -312,14 +1475,9 @@ def get_target_classes( Returns: A pandas Series containing predicted class for each cell in the projected sample (`target_name`). """ - if from_assay is None: - from_assay = self._defaultAssay - store_loc = f"{from_assay}/projections/{target_name}" - if store_loc not in self.zw: - raise KeyError( - f"ERROR: Projections have not been computed for {target_name} in th latest graph. Please" - f" run `run_mapping` or update latest_graph by running `make_graph` with desired parameters" - ) + from_assay, cell_key, feat_key = self._get_latest_keys( + from_assay, cell_key, None + ) if reference_class_group is None: raise ValueError( "ERROR: A value is required for the parameter `reference_class_group`. " @@ -331,47 +1489,307 @@ def get_target_classes( raise ValueError( "ERROR: `threshold_fraction` should have a value between 0 and 1" ) + target_subset_set: dict[int, None] | None = None if target_subset is not None: - if type(target_subset) != list: + if not isinstance(target_subset, list): raise TypeError("ERROR: `target_subset` should be type") - target_subset = {x: None for x in target_subset} - - store = self.zw[store_loc] - indices = store["indices"][:] - dists = store["distances"][:] + target_subset_set = {x: None for x in target_subset} - preds = [] - weights = 1 - (dists / dists.max(axis=1).reshape(-1, 1)) - for n in range(indices.shape[0]): - if target_subset is not None and n not in target_subset: + store = self._load_complete_projection( + target_name, from_assay, cell_key, feat_key + ) + preds: list[Any] = [] + prediction_indices: list[int] = [] + for row in self._iter_projection_neighbor_rows(store): + n, neighbors, weights, _, force_unknown = row + if target_subset_set is not None and n not in target_subset_set: continue - wd = {} - for i, j in zip(indices[n, :-1], weights[n, :-1]): - k = ref_groups[i] - if k not in wd: - wd[k] = 0 - wd[k] += j - temp = na_val - s = weights[n, :-1].sum() - for i, j in wd.items(): - if j / s > threshold_fraction: - if temp == na_val: - temp = i - else: - temp = na_val - break - preds.append(temp) - return pd.Series(preds) + prediction, _, _, _, _, _ = self._label_vote_decision( + ref_groups, + neighbors, + weights, + threshold_fraction, + na_val, + force_unknown=force_unknown, + ) + preds.append(prediction) + prediction_indices.append(n) + return pd.Series(preds, index=prediction_indices) - def load_unified_graph( + def get_target_label_evidence( self, + target_name: str, + reference_class_group: str, + from_assay: str | None = None, + cell_key: str | None = None, + threshold_fraction: float = 0.5, + na_val: str = "NA", + max_distance: float | None = None, + calibration_nonconformity: np.ndarray | None = None, + conformal_alpha: float = 0.1, + ) -> pd.DataFrame: + """Return neighbor-vote evidence, novelty context, and unknown assignments. + + ``calibration_nonconformity`` optionally adds split-conformal prediction + sets. Its calibration rows must be exchangeable with future queries. + """ + if not 0 <= threshold_fraction <= 1: + raise ValueError("threshold_fraction must be between zero and one") + from_assay, cell_key, feat_key = self._get_latest_keys( + from_assay, cell_key, None + ) + if reference_class_group not in self.cells.columns: + raise KeyError( + f"Reference label column {reference_class_group!r} was not found" + ) + store = self._load_complete_projection( + target_name, from_assay, cell_key, feat_key + ) + reference_labels = self.cells.fetch(reference_class_group, key=cell_key) + class_labels = np.asarray(pd.unique(reference_labels), dtype=object) + class_positions = { + label: position for position, label in enumerate(class_labels) + } + + predictions: list[Any] = [] + vote_fraction: list[float] = [] + vote_entropy: list[float] = [] + top_two_margin: list[float] = [] + best_distances: list[float] = [] + label_scores: list[np.ndarray] = [] + for row in self._iter_projection_neighbor_rows(store): + _, neighbors, weights, row_distances, force_unknown = row + ( + prediction, + top_vote, + entropy, + margin, + _, + votes, + ) = self._label_vote_decision( + reference_labels, + neighbors, + weights, + threshold_fraction, + na_val, + force_unknown=force_unknown, + ) + if max_distance is not None and row_distances[0] > max_distance: + prediction = na_val + predictions.append(prediction) + vote_fraction.append(top_vote) + vote_entropy.append(entropy) + top_two_margin.append(margin) + best_distances.append(float(row_distances[0])) + score_row = np.zeros(len(class_labels), dtype=np.float64) + for label, score in votes.items(): + score_row[class_positions[label]] = score + label_scores.append(score_row) + + best = np.asarray(best_distances) + distance_quantiles, distance_values = self._reference_distance_summary( + store, from_assay, cell_key, feat_key + ) + unique_distance_values = np.unique(distance_values) + right_indices = ( + np.searchsorted(distance_values, unique_distance_values, side="right") - 1 + ) + unique_distance_quantiles = distance_quantiles[right_indices] + distance_percentile = np.interp( + best, + unique_distance_values, + unique_distance_quantiles, + left=0.0, + right=1.0, + ) + feature_coverage_value = store.attrs.get("featureCoverage", 1.0) + if not isinstance(feature_coverage_value, int | float): + raise RuntimeError( + "Projection provenance is missing numeric feature coverage" + ) + feature_coverage = float(feature_coverage_value) + result = pd.DataFrame( + { + "label": predictions, + "voteFraction": vote_fraction, + "voteEntropy": vote_entropy, + "topTwoMargin": top_two_margin, + "featureCoverage": feature_coverage, + "referenceDistancePercentile": distance_percentile, + "isUnknown": np.asarray(predictions) == na_val, + } + ) + if calibration_nonconformity is not None: + from ..mapping_utils import conformal_prediction_sets + + prediction_masks = conformal_prediction_sets( + np.vstack(label_scores), + calibration_nonconformity, + alpha=conformal_alpha, + ) + result["predictionSet"] = [ + tuple(class_labels[mask].tolist()) for mask in prediction_masks + ] + return result + + def _reference_distance_summary( + self, + projection: zarr.Group, from_assay: str, cell_key: str, feat_key: str, - target_names: List[str], + ) -> tuple[np.ndarray, np.ndarray]: + from ..mapping_utils import _distance_quantile_summary + + artifact_path = projection.attrs.get("mappingReferencePath") + if isinstance(artifact_path, str) and artifact_path in self.zw: + artifact = as_zarr_group(self.zw[artifact_path], name=artifact_path) + if ( + "referenceDistanceQuantiles" in artifact + and "referenceDistanceValues" in artifact + ): + return ( + np.asarray( + as_zarr_array( + artifact["referenceDistanceQuantiles"], + name="referenceDistanceQuantiles", + )[:] + ), + np.asarray( + as_zarr_array( + artifact["referenceDistanceValues"], + name="referenceDistanceValues", + )[:] + ), + ) + + ann_path = projection.attrs.get("annPath") + if not isinstance(ann_path, str) or ann_path not in self.zw: + stored_assay = projection.attrs.get("assay") + stored_cell_key = projection.attrs.get("cellKey") + stored_feature_key = projection.attrs.get("featureKey") + if isinstance(stored_assay, str): + from_assay = stored_assay + if isinstance(stored_cell_key, str): + cell_key = stored_cell_key + if isinstance(stored_feature_key, str): + feat_key = stored_feature_key + normed_path = f"{from_assay}/normed__{cell_key}__{feat_key}" + normed = as_zarr_group(self.zw[normed_path], name=normed_path) + reduction_path = cast(str, normed.attrs["latest_reduction"]) + reduction = as_zarr_group(self.zw[reduction_path], name=reduction_path) + ann_path = cast(str, reduction.attrs["latest_ann"]) + ann = as_zarr_group(self.zw[ann_path], name=ann_path) + if "referenceDistanceQuantiles" in ann and "referenceDistanceValues" in ann: + return ( + np.asarray( + as_zarr_array( + ann["referenceDistanceQuantiles"], + name="referenceDistanceQuantiles", + )[:] + ), + np.asarray( + as_zarr_array( + ann["referenceDistanceValues"], + name="referenceDistanceValues", + )[:] + ), + ) + knn_path = cast(str, ann.attrs["latest_knn"]) + knn = as_zarr_group(self.zw[knn_path], name=knn_path) + reference_distances = as_zarr_array(knn["distances"], name="referenceDistances") + return _distance_quantile_summary(reference_distances) + + @staticmethod + def calibrate_label_transfer_threshold( + vote_fractions: np.ndarray, + correct: np.ndarray, + target_coverage: float = 0.9, + ) -> dict[str, float]: + """Choose a vote threshold on held-out, donor-level validation data.""" + fractions = np.asarray(vote_fractions, dtype=np.float64) + correct = np.asarray(correct, dtype=bool) + if fractions.ndim != 1 or correct.shape != fractions.shape: + raise ValueError("vote_fractions and correct must be matching vectors") + if not 0 < target_coverage <= 1: + raise ValueError("target_coverage must be in (0, 1]") + valid = fractions[correct] + if valid.size == 0: + raise ValueError("At least one correct held-out prediction is required") + threshold = float(np.quantile(valid, 1 - target_coverage)) + selected = fractions >= threshold + accuracy = float(correct[selected].mean()) if selected.any() else 0.0 + return { + "voteThreshold": threshold, + "validationCoverage": float(selected.mean()), + "validationAccuracy": accuracy, + } + + def project_mapping_layout( + self, + target_name: str, + reference_layout_key: str, + from_assay: str | None = None, + cell_key: str | None = None, + label: str | None = None, + ) -> str | np.ndarray: + """Place query cells into an unchanged reference layout by neighbor weighting. + + Writable stores return the saved Zarr path. Read-only stores return the + coordinates as a NumPy array. + """ + from_assay, cell_key, feat_key = self._get_latest_keys( + from_assay, cell_key, None + ) + store = self._load_complete_projection( + target_name, from_assay, cell_key, feat_key + ) + if label is None: + label = f"fixed_{reference_layout_key}" + reference_layout = np.column_stack( + ( + self.cells.fetch(f"{reference_layout_key}1", key=cell_key), + self.cells.fetch(f"{reference_layout_key}2", key=cell_key), + ) + ) + indices = as_zarr_array(store["indices"], name="indices") + distances = as_zarr_array(store["distances"], name="distances") + persist_layout = self.zarr_mode == "r+" + if persist_layout: + layout: Any = create_zarr_dataset( + store, + label, + (self._projection_block_size(indices), 2), + "f8", + (indices.shape[0], 2), + ) + else: + layout = np.empty((indices.shape[0], 2), dtype=np.float64) + from ..mapping_utils import distance_weights + + for start in range(0, indices.shape[0], self._projection_block_size(indices)): + stop = min(start + self._projection_block_size(indices), indices.shape[0]) + block_indices = np.asarray(indices[start:stop]) + block_weights = distance_weights(np.asarray(distances[start:stop])) + layout[start:stop] = np.einsum( + "nk,nkd->nd", block_weights, reference_layout[block_indices] + ) + if persist_layout: + layout.attrs["complete"] = True + layout.attrs["referenceLayoutKey"] = reference_layout_key + layout.attrs["projectionSchemaVersion"] = self._PROJECTION_SCHEMA_VERSION + return f"{from_assay}/projections/{target_name}/{label}" + return np.asarray(layout) + + def load_unified_graph( + self, + from_assay: str | None, + cell_key: str | None, + feat_key: str | None, + target_names: list[str], use_k: int, target_weight: float, - ) -> Tuple[List[int], csr_matrix]: + ) -> tuple[list[int], csr_matrix]: """This is similar to ``load_graph`` but includes projected cells and their edges. @@ -392,15 +1810,37 @@ def load_unified_graph( if from_assay is None: from_assay = self._defaultAssay + if cell_key is None: + cell_key = self._get_latest_cell_key(from_assay) if feat_key is None: feat_key = self._get_latest_feat_key(from_assay) graph_loc = self._get_latest_graph_loc(from_assay, cell_key, feat_key) - edges = self.zw[graph_loc].edges[:] - weights = self.zw[graph_loc].weights[:] - ref_n_cells = self.cells.fetch_all(cell_key).sum() - store = self.zw[from_assay].projections - pidx = np.vstack([store[x].indices[:, :use_k] for x in target_names]) - n_cells = [ref_n_cells] + [store[x].indices.shape[0] for x in target_names] + graph_group = as_zarr_group(self.zw[graph_loc], name=graph_loc) + edges = np.asarray(as_zarr_array(graph_group["edges"], name="edges")[:]) + weights = np.asarray(as_zarr_array(graph_group["weights"], name="weights")[:]) + ref_n_cells = self.cells.active_index(cell_key).shape[0] + projection_stores = [ + self._load_complete_projection(target_name, from_assay, cell_key, feat_key) + for target_name in target_names + ] + pidx = np.vstack( + [ + np.asarray( + as_zarr_array( + projection_store["indices"], + name="indices", + )[:, :use_k] + ) + for projection_store in projection_stores + ] + ) + n_cells = [ref_n_cells] + [ + as_zarr_array( + projection_store["indices"], + name="indices", + ).shape[0] + for projection_store in projection_stores + ] ne = [] nw = [] for n, i in enumerate(pidx): @@ -440,11 +1880,14 @@ def _save_embedding( cell_key: str, label: str, embedding: np.ndarray, - n_cells: List[int], - target_names: List[str], + n_cells: list[int], + target_names: list[str], ) -> None: g = create_zarr_dataset( - self.zw[from_assay].projections, + as_zarr_group( + as_zarr_group(self.zw[from_assay], name=from_assay)["projections"], + name="projections", + ), label, (1000, 2), "float64", @@ -466,10 +1909,10 @@ def _save_embedding( def run_unified_umap( self, - target_names: List[str], - from_assay: Optional[str] = None, - cell_key: str = "I", - feat_key: Optional[str] = None, + target_names: list[str], + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, use_k: int = 3, target_weight: float = 0.1, spread: float = 2.0, @@ -482,7 +1925,7 @@ def run_unified_umap( ini_embed_with: str = "kmeans", label: str = "unified_UMAP", parallel: bool = False, - nthreads: Optional[int] = None, + nthreads: int | None = None, ) -> None: """Calculates the UMAP embedding for graph obtained using ``load_unified_graph``. @@ -532,10 +1975,9 @@ def run_unified_umap( from ..umap import fit_transform from ..utils import get_log_level - if from_assay is None: - from_assay = self._defaultAssay - if feat_key is None: - feat_key = self._get_latest_feat_key(from_assay) + from_assay, cell_key, feat_key = self._get_latest_keys( + from_assay, cell_key, feat_key + ) n_cells, graph = self.load_unified_graph( from_assay=from_assay, cell_key=cell_key, @@ -572,10 +2014,10 @@ def run_unified_umap( def run_unified_tsne( self, - target_names: List[str], - from_assay: Optional[str] = None, - cell_key: str = "I", - feat_key: Optional[str] = None, + target_names: list[str], + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, use_k: int = 3, target_weight: float = 0.5, lambda_scale: float = 1.0, @@ -618,14 +2060,11 @@ def run_unified_tsne( Returns: """ - from uuid import uuid4 - from ..knn_utils import export_knn_to_mtx - from pathlib import Path + from ..knn_utils import run_sgtsne - if from_assay is None: - from_assay = self._defaultAssay - if feat_key is None: - feat_key = self._get_latest_feat_key(from_assay) + from_assay, cell_key, feat_key = self._get_latest_keys( + from_assay, cell_key, feat_key + ) n_cells, graph = self.load_unified_graph( from_assay=from_assay, cell_key=cell_key, @@ -637,69 +2076,61 @@ def run_unified_tsne( ini_embed = self._get_uni_ini_embed( from_assay, cell_key, feat_key, graph, ini_embed_with, n_cells[0] ) - - uid = str(uuid4()) - ini_emb_fn = Path(temp_file_loc, f"{uid}.txt").resolve() - with open(ini_emb_fn, "w") as h: - h.write("\n".join(map(str, ini_embed.flatten()))) - del ini_embed - knn_mtx_fn = Path(temp_file_loc, f"{uid}.mtx").resolve() - export_knn_to_mtx(str(knn_mtx_fn), graph) - out_fn = Path(temp_file_loc, f"{uid}_output.txt").resolve() - cmd = ( - f"sgtsne -m {max_iter} -l {lambda_scale} -d {2} -e {early_iter} -p 1 -a {alpha}" - f" -h {box_h} -i {ini_emb_fn} -o {out_fn} {knn_mtx_fn}" - ) - if verbose: - system_call(cmd) - else: - os.system(cmd) - t = pd.read_csv(out_fn, header=None, sep=" ")[[0, 1]].values - self._save_embedding(from_assay, cell_key, label, t, n_cells, target_names) - for fn in [out_fn, knn_mtx_fn, ini_emb_fn]: - Path.unlink(fn) + emb = run_sgtsne( + graph, + ini_embed, + tsne_dims=2, + max_iter=max_iter, + early_iter=early_iter, + alpha=alpha, + lambda_scale=lambda_scale, + box_h=box_h, + temp_file_loc=temp_file_loc, + verbose=verbose, + ) + self._save_embedding(from_assay, cell_key, label, emb.T, n_cells, target_names) return None def plot_unified_layout( self, - from_assay: Optional[str] = None, - layout_key: Optional[str] = None, + from_assay: str | None = None, + layout_key: str | None = None, show_target_only: bool = False, ref_name: str = "reference", - target_groups: Optional[List[str]] = None, + target_groups: list[str] | None = None, width: float = 6, height: float = 6, - cmap: Optional[str] = None, - color_key: Optional[Dict] = None, + cmap: str | None = None, + color_key: dict[Any, Any] | None = None, mask_color: str = "k", point_size: float = 10, ax_label_size: float = 12, frame_offset: float = 0.05, spine_width: float = 0.5, spine_color: str = "k", - displayed_sides: tuple = ("bottom", "left"), + displayed_sides: tuple[str, ...] = ("bottom", "left"), legend_ondata: bool = False, legend_onside: bool = True, legend_size: float = 12, legends_per_col: int = 20, - title: Union[str, List[str], None] = None, + title: str | list[str] | None = None, title_size: int = 12, hide_title: bool = False, cbar_shrink: float = 0.6, marker_scale: float = 70, lspacing: float = 0.1, cspacing: float = 1, - savename: Optional[str] = None, + savename: str | None = None, save_dpi: int = 300, - ax=None, + ax: Any = None, force_ints_as_cats: bool = True, n_columns: int = 1, w_pad: float = 1, h_pad: float = 1, - scatter_kwargs: Optional[Dict] = None, + scatter_kwargs: dict[Any, Any] | None = None, shuffle_zorder: bool = True, show_fig: bool = True, - ): + ) -> Any: """Plots the reference and target cells in their unified space. This function helps to plot the reference and target cells, the coordinates for which were obtained from @@ -718,7 +2149,7 @@ def plot_unified_layout( width: Figure width (Default value: 6) height: Figure height (Default value: 6) cmap: A matplotlib colourmap to be used to colour categorical or continuous values plotted on the cells. - (Default value: tab20 for categorical variables and cmocean.deep for continuous variables) + (Default value: tab20 for categorical variables and viridis for continuous variables) color_key: A custom colour map for cells. These can be used for categorical variables only. The keys in this dictionary should be the category label as present in the `color_by` column and values should be valid matplotlib colour names or hex codes of colours. (Default value: None) @@ -781,21 +2212,31 @@ def plot_unified_layout( "that for either `run_unified_umap` or `run_unified_tsne`. Please see the default values " "for `label` parameter in those functions if unsure." ) - t = self.zw[from_assay].projections[layout_key][:] - attrs = dict(self.zw[from_assay].projections[layout_key].attrs) - t_names = attrs["target_names"] - ref_n_cells = attrs["n_cells"][0] - t_n_cells = attrs["n_cells"][1:] + projections = as_zarr_group( + as_zarr_group(self.zw[from_assay], name=from_assay)["projections"], + name="projections", + ) + layout = as_zarr_array(projections[layout_key], name=layout_key) + t = np.asarray(layout[:]) + attrs = dict(layout.attrs) + t_names = cast(list[str], attrs["target_names"]) + n_cells_attr = cast(list[int], attrs["n_cells"]) + ref_n_cells = n_cells_attr[0] + t_n_cells = n_cells_attr[1:] x = t[:, 0] y = t[:, 1] df = pd.DataFrame({f"{layout_key}1": x, f"{layout_key}2": y}) + plot_color_key = color_key + plot_mask_values: list[Any] | None + mask_name: str + group_col: NDArray[Any] if target_groups is None: - if color_key is not None: + if plot_color_key is not None: temp_raise_error = False - if ref_name not in color_key: + if ref_name not in plot_color_key: temp_raise_error = True for i in t_names: - if i not in color_key: + if i not in plot_color_key: temp_raise_error = True if temp_raise_error: temp = " ".join(t_names) @@ -806,72 +2247,73 @@ def plot_unified_layout( import seaborn as sns temp_cmap = sns.color_palette("hls", n_colors=len(t_names) + 1).as_hex() - color_key = {k: v for k, v in zip(t_names, temp_cmap[1:])} - color_key[ref_name] = temp_cmap[0] - target_groups = [] + plot_color_key = {k: v for k, v in zip(t_names, temp_cmap[1:])} + plot_color_key[ref_name] = temp_cmap[0] + group_labels: list[str] = [] for i, j in zip(t_names, t_n_cells): - target_groups.extend([i for _ in range(j)]) - target_groups = np.array(target_groups).astype(object) - mask_values = None + group_labels.extend([i for _ in range(j)]) + group_col = np.array(group_labels, dtype=object) + plot_mask_values = None mask_name = "NA" else: - if len(target_groups) == len(t_names): - temp = [] - for i in target_groups: - temp.extend(list(i)) - target_groups = list(temp) - color_key = None - mask_values = [ref_name] + group_labels = list(target_groups) + if len(group_labels) == len(t_names): + flattened: list[str] = [] + for entry in group_labels: + flattened.extend(list(entry)) + group_labels = flattened + plot_mask_values = [ref_name] mask_name = ref_name - target_groups = np.array(target_groups).astype(object) - if len(target_groups) != sum(t_n_cells): + group_col = np.array(group_labels, dtype=object) + if len(group_col) != sum(t_n_cells): raise ValueError( "ERROR: Number of values in `target_groups` should be same as no. of target cells" ) # Turning array to object forces np.NaN to 'nan' - if any(target_groups == "nan"): + if np.any(group_col == "nan"): raise ValueError("ERROR: `target_groups` cannot contain nan values") df["vc"] = np.hstack( - [[ref_name for _ in range(ref_n_cells)], target_groups] + [[ref_name for _ in range(ref_n_cells)], group_col] ).astype(object) if show_target_only: df = df[ref_n_cells:] if shuffle_zorder: df = df.sample(frac=1) + plot_title = title if isinstance(title, str) else None return plot_scatter( [df], - ax, - width, - height, - mask_color, - cmap, - color_key, - mask_values, - mask_name, - mask_color, - point_size, - ax_label_size, - frame_offset, - spine_width, - spine_color, - displayed_sides, - legend_ondata, - legend_onside, - legend_size, - legends_per_col, - title, - title_size, - hide_title, - cbar_shrink, - marker_scale, - lspacing, - cspacing, - savename, - save_dpi, - force_ints_as_cats, - n_columns, - w_pad, - h_pad, - show_fig, - scatter_kwargs, + in_ax=ax, + width=width, + height=height, + default_color="steelblue", + color_map=cmap, + color_key=plot_color_key, + mask_values=plot_mask_values or [], + mask_name=mask_name, + mask_color=mask_color, + point_size=point_size, + ax_label_size=ax_label_size, + frame_offset=frame_offset, + spine_width=spine_width, + spine_color=spine_color, + displayed_sides=displayed_sides, + legend_ondata=legend_ondata, + legend_onside=legend_onside, + legend_size=legend_size, + legends_per_col=legends_per_col, + titles=plot_title, + title_size=title_size, + hide_title=hide_title, + cbar_shrink=cbar_shrink, + marker_scale=marker_scale, + lspacing=lspacing, + cspacing=cspacing, + savename=savename or "", + dpi=save_dpi, + force_ints_as_cats=force_ints_as_cats, + n_columns=n_columns, + w_pad=w_pad, + h_pad=h_pad, + show_fig=show_fig, + scatter_kwargs=scatter_kwargs or {}, ) diff --git a/scarf/dendrogram.py b/scarf/dendrogram.py index 1c70ca6a..28d58d14 100644 --- a/scarf/dendrogram.py +++ b/scarf/dendrogram.py @@ -1,16 +1,24 @@ -from typing import List, Dict +from collections.abc import Iterator import networkx as nx import numpy as np +import pandas as pd from .utils import logger, tqdmbar __all__ = ["BalancedCut", "CoalesceTree", "make_digraph"] -def make_digraph(d: np.ndarray, clust_info=None) -> nx.DiGraph: - """Convert dendrogram into directed graph.""" +def make_digraph(d: np.ndarray, clust_info: np.ndarray | None = None) -> nx.DiGraph: + """Convert a scipy linkage matrix into a directed tree graph. + Args: + d: Linkage matrix from hierarchical clustering. + clust_info: Optional cluster label per leaf (-1 if unknown). + + Returns: + Directed graph with merge nodes and leaf cluster annotations. + """ g = nx.DiGraph() n = d.shape[0] + 1 # Dendrogram contains one less sample if clust_info is not None: @@ -22,14 +30,14 @@ def make_digraph(d: np.ndarray, clust_info=None) -> nx.DiGraph: clust_info = np.ones(d.shape[0] + 1) * -1 for i in tqdmbar(d, desc="Constructing graph from dendrogram"): v = i[2] # Distance between clusters - i = i.astype(int) - g.add_node(n, nleaves=i[3], dist=v) - if i[0] <= d.shape[0]: - g.add_node(i[0], nleaves=0, dist=v, cluster=clust_info[i[0]]) - if i[1] <= d.shape[0]: - g.add_node(i[1], nleaves=0, dist=v, cluster=clust_info[i[1]]) - g.add_edge(n, i[0]) - g.add_edge(n, i[1]) + row = i.astype(int) + g.add_node(n, nleaves=row[3], dist=v) + if row[0] <= d.shape[0]: + g.add_node(row[0], nleaves=0, dist=v, cluster=clust_info[row[0]]) + if row[1] <= d.shape[0]: + g.add_node(row[1], nleaves=0, dist=v, cluster=clust_info[row[1]]) + g.add_edge(n, row[0]) + g.add_edge(n, row[1]) n += 1 if g.number_of_edges() != d.shape[0] * 2: logger.warning( @@ -39,10 +47,10 @@ def make_digraph(d: np.ndarray, clust_info=None) -> nx.DiGraph: def CoalesceTree(graph: nx.DiGraph, clusters: np.ndarray) -> nx.DiGraph: - def calc_steps_to_top(g: nx.DiGraph, c: np.ndarray): - import pandas as pd + """Coalesce a hierarchy graph to the nodes holding each cluster partition.""" - s = {} + def calc_steps_to_top(g: nx.DiGraph, c: np.ndarray) -> pd.Series: + s: dict[int, int] = {} for i in range(len(c)): s[i] = 0 q = [i] @@ -52,46 +60,46 @@ def calc_steps_to_top(g: nx.DiGraph, c: np.ndarray): q.append(j) return pd.Series(s).sort_values() - def iter_predecessors(g: nx.DiGraph, v): + def iter_predecessors(g: nx.DiGraph, v: int) -> Iterator[int]: q = [v] while len(q) > 0: for i in g.predecessors(q.pop(0)): yield i q.append(i) - def aggregate_leaves(g: nx.DiGraph, v): + def aggregate_leaves(g: nx.DiGraph, v: int) -> list[int]: q = [v] - l = [] + leaves: list[int] = [] while len(q) > 0: for i in g.successors(q.pop(0)): if g.nodes[i]["nleaves"] == 0: - l.append(i) + leaves.append(i) else: q.append(i) - return l + return leaves - def get_holding_nodes(g: nx.DiGraph, c): - hn = {} + def get_holding_nodes(g: nx.DiGraph, c: np.ndarray) -> dict[int, int]: + hn: dict[int, int] = {} s = calc_steps_to_top(g, c) for i in tqdmbar(set(c), desc="Identifying the top node for cluster"): - l = set(np.where(c == i)[0]) - nl = len(l) - for j in iter_predecessors(g, s.reindex(l).idxmin()): + cluster_nodes = set(np.where(c == i)[0]) + nl = len(cluster_nodes) + for j in iter_predecessors(g, s.reindex(cluster_nodes).idxmin()): if g.nodes[j]["nleaves"] >= nl: l2 = aggregate_leaves(g, j) - if len(l.intersection(l2)) == nl: + if len(cluster_nodes.intersection(l2)) == nl: hn[j] = i break return hn - def aggregate_predecessors(g: nx.DiGraph, v): - p = [] + def aggregate_predecessors(g: nx.DiGraph, v: int) -> list[int]: + p: list[int] = [] for i in iter_predecessors(g, v): p.append(i) return p - def make_subgraph(g: nx.DiGraph, vs): - sn = list(vs.keys()) + def make_subgraph(g: nx.DiGraph, vs: dict[int, int]) -> nx.DiGraph: + sn: list[int] = list(vs.keys()) for i in vs: sn.extend(aggregate_predecessors(g, i)) sn = list(set(sn)) @@ -104,6 +112,18 @@ def make_subgraph(g: nx.DiGraph, vs): class BalancedCut: + """Identify balanced cluster splits from a hierarchical clustering dendrogram. + + Args: + dendrogram: Linkage matrix from hierarchical clustering. + max_size: Maximum leaves allowed in a cluster before splitting. + min_size: Minimum leaves required before merging subtrees. + max_distance_fc: Max fold-change in merge distance for subtree merging. + """ + + graph: nx.DiGraph + branchpoints: dict[int, list[int]] + def __init__( self, dendrogram: np.ndarray, @@ -118,10 +138,10 @@ def __init__( self.maxDistFc = max_distance_fc self.branchpoints = self._get_branchpoints() - def _successors(self, start: int, min_leaves: int) -> List[int]: + def _successors(self, start: int, min_leaves: int) -> list[int]: """Get tree downstream of a node.""" q = [start] - d = [] + d: list[int] = [] while len(q) > 0: i = q.pop(0) if self.graph.nodes[i]["nleaves"] > min_leaves: @@ -132,7 +152,7 @@ def _successors(self, start: int, min_leaves: int) -> List[int]: def _get_mean_dist(self, start_node: int) -> float: """Get mean distances in downstream tree of a node.""" s_nodes = self._successors(start_node, -1) - return np.array([self.graph.nodes[x]["dist"] for x in s_nodes]).mean() + return float(np.array([self.graph.nodes[x]["dist"] for x in s_nodes]).mean()) def _are_subtrees_mergeable(self, s1: int, s2: int) -> bool: n1, n2 = self.graph.nodes[s1]["nleaves"], self.graph.nodes[s2]["nleaves"] @@ -150,11 +170,11 @@ def _are_subtrees_mergeable(self, s1: int, s2: int) -> bool: return False return True - def _get_branchpoints(self) -> Dict[int, List[int]]: + def _get_branchpoints(self) -> dict[int, list[int]]: """Aggregate leaves bottom up until target size is reached.""" n_leaves = int((self.graph.number_of_nodes() + 1) / 2) - leaves = {x: None for x in range(n_leaves)} - bps = {} + leaves: dict[int, None] = {x: None for x in range(n_leaves)} + bps: dict[int, list[int]] = {} pbar = tqdmbar(total=len(leaves), desc="Identifying nodes to split") while len(leaves) > 0: leaf, _ = leaves.popitem() @@ -195,7 +215,7 @@ def _get_branchpoints(self) -> Dict[int, List[int]]: return bps def _valid_names_in_branchpoints(self) -> None: - leaves = [] + leaves: list[int] = [] for i in self.branchpoints: leaves.extend(self.branchpoints[i]) n_leaves = len(leaves) @@ -223,17 +243,3 @@ def get_clusters(self) -> np.ndarray: logger.warning(f"{(c == 0).sum()} samples were not assigned a cluster") c[c == 0] = -1 return c - - # def test(self): - # n = 30 - # np.random.seed(154) - # randz = ward(gamma.rvs(0.3, size=n * 4).reshape((n, 4))) - # - # graph = z_to_g(randz) - # branchpoints = get_branchpoints(graph, max_leaf=10, min_leaves=2, fc=1.5) - # clusters = bps_to_clusts(branchpoints) - # dend = dendrogram(randz) - # clusters[dend['leaves']] - # - # res = [9, 5, 5, 1, 1, 1, 1, 7, 7, 7, 3, 3, 3, 3, 3, 4, 4, 4, 2, 2, 2, 8, - # 8, 8, 6, 6, 6, 6, 6, 6] diff --git a/scarf/doublet_utils.py b/scarf/doublet_utils.py new file mode 100644 index 00000000..8bb97589 --- /dev/null +++ b/scarf/doublet_utils.py @@ -0,0 +1,152 @@ +"""Utilities for synthetic doublet detection. + +This implements a Scrublet/DoubletFinder style strategy adapted to Scarf's +out-of-core graph and projection framework. Synthetic doublets are simulated by +summing pairs of observed transcriptomes, projected onto the existing reference +KNN graph and scored by how often each reference cell is found among the +nearest neighbours of the simulated doublets. The scores are subsequently +diffused over the graph using the same operator that powers `get_imputed`. +""" + +import numpy as np +import zarr +from numpy.typing import NDArray +from scipy.sparse import csr_matrix + +from .utils import logger + +__all__ = [ + "sample_cluster_pool", + "simulate_doublet_pairs", + "write_doublet_target_zarr", +] + + +def sample_cluster_pool( + clusters: NDArray, + fraction: float, + max_per_cluster: int, + rng: np.random.Generator, +) -> NDArray[np.int64]: + """Draw a per-cluster subsample of cell positions to seed doublet simulation. + + For each cluster a fraction of its cells is sampled, capped at + `max_per_cluster`. The returned positions index into the array of clusters + that was passed in (i.e. positions among the active reference cells). + + Args: + clusters: Cluster label for each active reference cell. + fraction: Fraction of each cluster to sample. + max_per_cluster: Hard cap on the number of cells sampled per cluster. + rng: Random number generator. + + Returns: + Sorted array of sampled cell positions. + """ + pool = [] + for c in np.unique(clusters): + idx = np.where(clusters == c)[0] + n = min(int(np.ceil(len(idx) * fraction)), max_per_cluster, len(idx)) + if n <= 0: + continue + pool.append(rng.choice(idx, size=n, replace=False)) + if len(pool) == 0: + raise ValueError("ERROR: No cells could be sampled to simulate doublets") + return np.sort(np.concatenate(pool)) + + +def simulate_doublet_pairs( + pool_clusters: NDArray, + n_sim: int, + heterotypic_fraction: float, + rng: np.random.Generator, + max_tries: int = 20, +) -> tuple[NDArray[np.int64], NDArray[np.int64]]: + """Generate index pairs into the candidate pool for simulated doublets. + + A configurable fraction of the pairs are biased to be heterotypic (the two + cells coming from different clusters), because homotypic doublets are + largely indistinguishable from singlets and carry little detection signal. + + Args: + pool_clusters: Cluster label for each cell in the candidate pool. + n_sim: Number of doublet pairs to generate. + heterotypic_fraction: Fraction of pairs forced to be cross-cluster. + rng: Random number generator. + max_tries: Maximum resampling rounds used to satisfy the heterotypic + constraint before falling back to whatever was drawn. + + Returns: + A tuple of two arrays holding the left and right pool indices. + """ + pool_size = len(pool_clusters) + left = rng.integers(0, pool_size, size=n_sim) + right = rng.integers(0, pool_size, size=n_sim) + if heterotypic_fraction > 0 and len(np.unique(pool_clusters)) > 1: + want_hetero = rng.random(n_sim) < heterotypic_fraction + for _ in range(max_tries): + clash = want_hetero & (pool_clusters[left] == pool_clusters[right]) + if not clash.any(): + break + right[clash] = rng.integers(0, pool_size, size=int(clash.sum())) + return left, right + + +def write_doublet_target_zarr( + zarr_loc: str, + assay_name: str, + sim_counts: csr_matrix, + feat_ids: NDArray, + feat_names: NDArray, + dtype: str = "uint32", + batch_size: int = 1000, +) -> zarr.Group: + """Materialise simulated doublet counts as a minimal Scarf Zarr hierarchy. + + The resulting store mirrors the feature universe of the reference assay so + that `run_mapping` can align features by id without rebuilding the graph. + + Args: + zarr_loc: Destination path (or store) for the temporary Zarr hierarchy. + assay_name: Name to give the simulated assay (matched to the reference). + sim_counts: Sparse matrix of simulated doublet counts (doublets x genes). + feat_ids: Feature ids in the same order as the reference raw matrix. + feat_names: Feature names in the same order as the reference raw matrix. + dtype: Storage dtype for the count matrix. + batch_size: Number of rows written per batch. + + Returns: + The root Zarr group of the written store. + """ + from .storage.zarr_store import write_dense_in_shard_rows + from .utils import load_zarr + from .writers import ( + create_cell_data, + create_zarr_count_assay, + finalize_writer_counts, + load_count_store, + ) + + n_sim = sim_counts.shape[0] + z = load_zarr(zarr_loc=zarr_loc, mode="w") + ids = np.array([f"doublet_{i}" for i in range(n_sim)]) + create_cell_data(z, workspace=None, ids=ids, names=ids) + create_zarr_count_assay( + z=z, + assay_name=assay_name, + workspace=None, + chunk_size=(batch_size, 1000), + n_cells=n_sim, + feat_ids=np.asarray(feat_ids), + feat_names=np.asarray(feat_names), + dtype=dtype, + ) + store = load_count_store(z, assay_name, None) + write_dense_in_shard_rows( + store, + lambda s, e: sim_counts[s:e].toarray().astype(dtype), + msg="Writing simulated doublets", + ) + finalize_writer_counts(z, assay_name, None) + logger.debug(f"Wrote {n_sim} simulated doublets to {zarr_loc}") + return z diff --git a/scarf/downloader.py b/scarf/downloader.py index 14147f61..c1b34309 100644 --- a/scarf/downloader.py +++ b/scarf/downloader.py @@ -15,6 +15,7 @@ import tarfile import time from json import JSONDecodeError +from typing import Any import pandas as pd @@ -22,34 +23,32 @@ __all__ = ["show_available_datasets", "fetch_dataset"] +type JsonDict = dict[str, Any] +type DatasetEntry = tuple[str, str] +type DatasetsMap = dict[str, DatasetEntry] +type FileMap = dict[str, str] + class OSFdownloader: - """ - A class for downloading datasets from OSF. + """Download datasets from an OSF project via the OSF API. Attributes: - projectId: - storages: - url: - datasets: - sourceFile: - sources: - - Methods: - get_json: - get_all_pages: - show_datasets: - get_dataset_file_ids: + projectId: OSF node identifier. + storages: Storage providers to search. + url: OSF files API endpoint. + datasets: Parsed dataset metadata table. + sourceFile: Raw OSF file listing JSON. + sources: Mapping of dataset names to download URLs. """ - def __init__(self, project_id): + def __init__(self, project_id: str) -> None: self.projectId = project_id self.storages = ["osfstorage", "figshare"] self.url = f"https://api.osf.io/v2/nodes/{self.projectId}/files/" self.datasets, self.sourceFile = self._populate_datasets() self.sources = self._populate_sources() - def get_json(self, storage, endpoint, url): + def get_json(self, storage: str, endpoint: str, url: str | None) -> Any: import requests if endpoint != "": @@ -58,7 +57,7 @@ def get_json(self, storage, endpoint, url): url = self.url + f"{storage}/{endpoint}" return requests.get(url).json() - def get_all_pages(self, storage, endpoint=""): + def get_all_pages(self, storage: str, endpoint: str = "") -> list[JsonDict]: data = [] url = None n_attempts = 0 @@ -80,10 +79,10 @@ def get_all_pages(self, storage, endpoint=""): return data @staticmethod - def _process_path(node): - return node["attributes"]["path"].rstrip("/").lstrip("/") + def _process_path(node: JsonDict) -> str: + return str(node["attributes"]["path"]).rstrip("/").lstrip("/") - def _populate_datasets(self): + def _populate_datasets(self) -> tuple[DatasetsMap, str]: datasets = {} source_fn = "" for storage in self.storages: @@ -95,7 +94,7 @@ def _populate_datasets(self): datasets[i["attributes"]["name"]] = (path, storage) return datasets, source_fn - def _populate_sources(self): + def _populate_sources(self) -> dict[str, Any]: import requests n_attempts = 0 @@ -104,7 +103,7 @@ def _populate_sources(self): source_fn = self._get_files_for_node("osfstorage", self.sourceFile)[ "sources.csv" ] - return ( + return dict( pd.read_csv(io.StringIO(requests.get(source_fn).text)) .set_index("id") .to_dict() @@ -112,11 +111,13 @@ def _populate_sources(self): except KeyError: time.sleep(1) n_attempts += 1 + msg = "Failed to load dataset sources after 5 attempts" + raise KeyError(msg) - def show_datasets(self): + def show_datasets(self) -> None: print("\n".join(sorted(self.datasets.keys()))) - def _get_files_for_node(self, storage, file_id): + def _get_files_for_node(self, storage: str, file_id: str) -> FileMap: base_url = f"https://files.de-1.osf.io/v1/resources/{self.projectId}/providers/" ret_val = {} for i in self.get_all_pages(storage, file_id): @@ -124,17 +125,18 @@ def _get_files_for_node(self, storage, file_id): ret_val[i["attributes"]["name"]] = base_url + f"{storage}/{path}" return ret_val - def get_dataset_file_ids(self, dataset_name): + def get_dataset_file_ids(self, dataset_name: str) -> FileMap: if dataset_name not in self.datasets: + available = "\n".join(sorted(self.datasets.keys())) raise KeyError( f"ERROR: {dataset_name} was not found. " - f"Please choose one of the following:\n{self.show_datasets()}" + f"Please choose one of the following:\n{available}" ) file_id, storage = self.datasets[dataset_name] return self._get_files_for_node(storage, file_id) -osfd = None +osfd: OSFdownloader | None = None def handle_download(url: str, out_fn: str, seq_counter: str = "") -> None: @@ -206,17 +208,18 @@ def fetch_dataset( zarr_ext = ".zarr.tar.gz" - def has_zarr(entry): + def has_zarr(entry: FileMap) -> bool: for e in entry: if e.endswith(zarr_ext): return True return False - def get_zarr_entry(entry): + def get_zarr_entry(entry: FileMap) -> tuple[str, str]: for e in entry: if e.endswith(zarr_ext): return e, entry[e] - return False, False + msg = "No zarr entry found in dataset files" + raise KeyError(msg) global osfd if osfd is None: diff --git a/scarf/feat_utils.py b/scarf/feat_utils.py index 0e53287e..5cf8d661 100644 --- a/scarf/feat_utils.py +++ b/scarf/feat_utils.py @@ -1,6 +1,6 @@ """Utility functions for features.""" -from typing import List, Tuple +from typing import Any import numpy as np import pandas as pd @@ -8,37 +8,40 @@ __all__ = ["fit_lowess", "binned_sampling", "hto_demux"] -def fit_lowess(a, b, n_bins: int, lowess_frac: float) -> np.ndarray: +def fit_lowess( + a: np.ndarray, b: np.ndarray, n_bins: int, lowess_frac: float +) -> np.ndarray: """Fits a LOWESS (Locally Weighted Scatterplot Smoothing) curve. Args: - a: - b: - n_bins: - lowess_frac: + a: Log-binned x values (e.g. log mean expression). + b: Log y values to regress against (e.g. log variance). + n_bins: Number of histogram bins for grouping genes. + lowess_frac: LOWESS smoothing fraction. Returns: + Per-feature corrected variance estimates. """ from statsmodels.nonparametric.smoothers_lowess import lowess stats = pd.DataFrame({"a": a, "b": b}).apply(np.log) bin_edges = np.histogram(stats.a, bins=n_bins)[1] bin_edges[-1] += 0.1 # For including last gene - bin_idx = [] + bin_idx: list[list[Any]] = [] for i in range(n_bins): idx = pd.Series((stats.a >= bin_edges[i]) & (stats.a < bin_edges[i + 1])) if sum(idx) > 0: bin_idx.append(list(idx[idx].index)) - bin_vals = [] + bin_vals: list[list[float]] = [] for idx in bin_idx: temp_stat = stats.reindex(idx) temp_gene = temp_stat.idxmin().b bin_vals.append([temp_stat.b[temp_gene], temp_stat.a[temp_gene]]) - bin_vals = np.array(bin_vals).T + bin_array = np.array(bin_vals).T bin_cor_fac = lowess( - bin_vals[0], bin_vals[1], return_sorted=False, frac=lowess_frac, it=100 + bin_array[0], bin_array[1], return_sorted=False, frac=lowess_frac, it=100 ).T - fixed_var = {} + fixed_var: dict[Any, float] = {} for bcf, indices in zip(bin_cor_fac, bin_idx): for idx in indices: fixed_var[idx] = np.e ** (stats.b[idx] - bcf) @@ -47,11 +50,11 @@ def fit_lowess(a, b, n_bins: int, lowess_frac: float) -> np.ndarray: def binned_sampling( values: pd.Series, - feature_list: List[str], + feature_list: list[str], ctrl_size: int, n_bins: int, rand_seed: int, -) -> List[str]: +) -> list[str]: """Score a set of genes [Satija15]_. The score is the average expression of a set of genes subtracted with the average expression of a reference set of genes. The reference set is randomly sampled from the `gene_pool` for each @@ -73,13 +76,11 @@ def binned_sampling( A list of sampled features. """ n_items = int(np.round(len(values) / (n_bins - 1))) - feature_list = set(feature_list) - # Made following more linter friendly - # obs_cut = obs_avg.rank(method='min') // n_items + feature_set = set(feature_list) obs_cut: pd.Series = values.fillna(0).rank(method="min").divide(n_items).astype(int) - control_genes = set() - for cut in np.unique(obs_cut[list(feature_list)]): + control_genes: set[Any] = set() + for cut in np.unique(obs_cut[list(feature_set)]): sub_obs = obs_cut[obs_cut == cut] if len(sub_obs) == 0: continue @@ -89,7 +90,7 @@ def binned_sampling( sample_size = ctrl_size r_genes = sub_obs.sample(n=sample_size, random_state=rand_seed).index control_genes.update(set(r_genes)) - return list(control_genes - feature_list) + return list(control_genes - feature_set) def hto_demux(hto_counts: pd.DataFrame) -> pd.Series: @@ -112,14 +113,14 @@ def clr_normalize(df: pd.DataFrame) -> pd.DataFrame: def calc_cluster_labels( df: pd.DataFrame, n_centers: int | None = None, n_starts: int = 100 - ): + ) -> np.ndarray: if n_centers is None: n_centers = df.shape[1] + 1 kmeans = KMeans(n_clusters=n_centers, init="random", n_init=n_starts) kmeans.fit(df) - return kmeans.labels_ + return np.asarray(kmeans.labels_) - def calc_cluster_avg_exp(df: pd.DataFrame) -> Tuple[pd.Series, pd.DataFrame]: + def calc_cluster_avg_exp(df: pd.DataFrame) -> tuple[pd.Series, pd.DataFrame]: df["cluster"] = calc_cluster_labels(df) return df["cluster"], df.groupby("cluster").mean() @@ -131,20 +132,20 @@ def get_background_cutoff(vals: np.ndarray, quantile: float = 0.99) -> int: p = 1 / (1 + np.exp(fit.params[0]) * fit.params[1]) n = np.exp(fit.params[0]) * p / (1 - p) dist = nbinom(n=n, p=p, loc=mu) - return round(dist.ppf(quantile)) + return int(round(dist.ppf(quantile))) def discretize_counts( df: pd.DataFrame, clust_labels: pd.Series, clust_exp: pd.DataFrame ) -> pd.DataFrame: min_clust = clust_exp.idxmin() - cutoffs = {} + cutoffs: dict[Any, int] = {} for hto in df: bg_values = df[hto][clust_labels == min_clust[hto]].values cutoffs[hto] = get_background_cutoff(bg_values) - cutoffs = pd.Series(cutoffs) - return df > cutoffs + cutoff_series = pd.Series(cutoffs) + return df > cutoff_series - def identity_renamer(x: int): + def identity_renamer(x: int) -> str: if x == 0: return "Negative" elif x == 1: diff --git a/scarf/harmony.py b/scarf/harmony.py index 291bdf1b..8bfa41a5 100644 --- a/scarf/harmony.py +++ b/scarf/harmony.py @@ -1,3 +1,5 @@ +from collections.abc import Callable +from dataclasses import dataclass from functools import partial import numpy as np @@ -6,52 +8,153 @@ from .utils import tqdmbar, logger +type ClusterFn = str | Callable[[np.ndarray, int], np.ndarray] + + +@dataclass(frozen=True) +class HarmonyResult: + """Converged Harmony state required for portable reference mapping.""" + + original: np.ndarray + corrected: np.ndarray + assignments: np.ndarray + centroids: np.ndarray + sigma: np.ndarray + ridge: np.ndarray + batch_columns: tuple[str, ...] + batch_levels: tuple[tuple[str, ...], ...] + parameters: dict[str, object] + def run_harmony( data_mat: np.ndarray, meta_data: pd.DataFrame, - theta=None, - lamb=None, - sigma=0.1, - nclust=None, - tau=0, - block_size=0.05, - max_iter_harmony=50, - max_iter_kmeans=20, - epsilon_cluster=1e-5, - epsilon_harmony=1e-4, - random_state=0, - cluster_fn="kmeans", -): - """Run Harmony.""" + theta: float | int | np.ndarray | list[float] | None = None, + lamb: float | int | np.ndarray | list[float] | None = None, + sigma: float | np.ndarray = 0.1, + nclust: int | None = None, + tau: float = 0, + block_size: float = 0.05, + max_iter_harmony: int = 50, + max_iter_kmeans: int = 20, + epsilon_cluster: float = 1e-5, + epsilon_harmony: float = 1e-4, + random_state: int = 0, + cluster_fn: ClusterFn = "kmeans", +) -> np.ndarray: + """Run Harmony batch correction on a PCA embedding. + + Args: + data_mat: Embedding matrix, shape (n_dims, n_cells). + meta_data: Batch metadata DataFrame (one column per batch variable). + theta: Cluster diversity penalty per batch level (default: 1 per level). + lamb: Ridge penalty per batch level (default: 1 per level). + sigma: Kernel width(s) for soft k-means clustering. + nclust: Number of Harmony clusters (default: min(round(N/30), 100)). + tau: Protects small batches when > 0. + block_size: Fraction of cells per update block. + max_iter_harmony: Maximum Harmony iterations. + max_iter_kmeans: Maximum k-means iterations per round. + epsilon_cluster: Convergence threshold for clustering. + epsilon_harmony: Convergence threshold for Harmony. + random_state: Random seed. + cluster_fn: Clustering backend (``'kmeans'``). + + Returns: + Batch-corrected embedding matrix, shape (n_dims, n_cells). + """ + + return fit_harmony( + data_mat, + meta_data, + theta=theta, + lamb=lamb, + sigma=sigma, + nclust=nclust, + tau=tau, + block_size=block_size, + max_iter_harmony=max_iter_harmony, + max_iter_kmeans=max_iter_kmeans, + epsilon_cluster=epsilon_cluster, + epsilon_harmony=epsilon_harmony, + random_state=random_state, + cluster_fn=cluster_fn, + ).corrected + + +def fit_harmony( + data_mat: np.ndarray, + meta_data: pd.DataFrame, + theta: float | int | np.ndarray | list[float] | None = None, + lamb: float | int | np.ndarray | list[float] | None = None, + sigma: float | np.ndarray = 0.1, + nclust: int | None = None, + tau: float = 0, + block_size: float = 0.05, + max_iter_harmony: int = 50, + max_iter_kmeans: int = 20, + epsilon_cluster: float = 1e-5, + epsilon_harmony: float = 1e-4, + random_state: int = 0, + cluster_fn: ClusterFn = "kmeans", +) -> HarmonyResult: + """Fit Harmony and return both corrected coordinates and portable state.""" + if data_mat.ndim != 2: + raise ValueError("Harmony data_mat must be two-dimensional") + if data_mat.shape[1] != len(meta_data): + raise ValueError( + "Harmony metadata rows must match the number of embedding columns" + ) + if data_mat.shape[1] < 2: + raise ValueError("Harmony requires at least two cells") + if meta_data.empty: + raise ValueError("Harmony requires at least one batch metadata column") + if meta_data.columns.duplicated().any(): + raise ValueError("Harmony batch metadata column names must be unique") + if meta_data.isna().any().any(): + raise ValueError("Harmony batch metadata cannot contain missing values") + if not np.all(np.isfinite(data_mat)): + raise ValueError("Harmony input contains non-finite values") N = data_mat.shape[1] if nclust is None: - nclust = np.min([np.round(N / 30.0), 100]).astype(int) - - if type(sigma) is float and nclust > 1: - sigma = np.repeat(sigma, nclust) - - phi = pd.get_dummies(meta_data).to_numpy().T + nclust = max(1, int(np.min([np.round(N / 30.0), 100]))) + elif nclust < 1 or nclust > N: + raise ValueError("Harmony nclust must be between one and the cell count") + + sigma_arr = np.asarray(sigma, dtype=np.float64) + if sigma_arr.ndim == 0: + sigma_arr = np.full(nclust, float(sigma_arr.item()), dtype=np.float64) + elif sigma_arr.shape != (nclust,): + raise ValueError("Harmony sigma must be scalar or have one value per cluster") + if not np.all(np.isfinite(sigma_arr)) or np.any(sigma_arr <= 0): + raise ValueError("Harmony sigma values must be finite and positive") + + phi_frame = pd.get_dummies(meta_data) + phi = phi_frame.to_numpy().T phi_n = meta_data.describe().loc["unique"].to_numpy().astype(int) - if theta is None: - theta = np.repeat([1] * len(phi_n), phi_n) - elif isinstance(theta, float) or isinstance(theta, int): - theta = np.repeat([theta] * len(phi_n), phi_n) - elif len(theta) == len(phi_n): - theta = np.repeat([theta], phi_n) - - assert len(theta) == np.sum(phi_n), "each batch variable must have a theta" - - if lamb is None: - lamb = np.repeat([1] * len(phi_n), phi_n) - elif isinstance(lamb, float) or isinstance(lamb, int): - lamb = np.repeat([lamb] * len(phi_n), phi_n) - elif len(lamb) == len(phi_n): - lamb = np.repeat([lamb], phi_n) - - assert len(lamb) == np.sum(phi_n), "each batch variable must have a lambda" + def _expand_parameter( + values: float | int | np.ndarray | list[float] | None, + name: str, + ) -> np.ndarray: + if values is None: + return np.ones(int(np.sum(phi_n)), dtype=np.float64) + array = np.asarray(values, dtype=np.float64) + if array.ndim == 0: + return np.full(int(np.sum(phi_n)), float(array.item())) + if array.shape == (len(phi_n),): + return np.repeat(array, phi_n) + if array.shape != (int(np.sum(phi_n)),): + raise ValueError(f"Each Harmony batch level must have a {name}") + return array + + theta_arr = _expand_parameter(theta, "theta") + lamb_arr = _expand_parameter(lamb, "lambda") + if not np.all(np.isfinite(theta_arr)) or np.any(theta_arr < 0): + raise ValueError("Harmony theta values must be finite and non-negative") + if not np.all(np.isfinite(lamb_arr)) or np.any(lamb_arr < 0): + raise ValueError("Harmony lambda values must be finite and non-negative") # Number of items in each category. N_b = phi.sum(axis=1) @@ -59,9 +162,9 @@ def run_harmony( Pr_b = N_b / N if tau > 0: - theta = theta * (1 - np.exp(-((N_b / (nclust * tau)) ** 2))) + theta_arr = theta_arr * (1 - np.exp(-((N_b / (nclust * tau)) ** 2))) - lamb_mat = np.diag(np.insert(lamb, 0, 0)) + lamb_mat = np.diag(np.insert(lamb_arr, 0, 0)) phi_moe = np.vstack((np.repeat(1, N), phi)) @@ -72,8 +175,8 @@ def run_harmony( phi, phi_moe, Pr_b, - sigma, - theta, + sigma_arr, + theta_arr, max_iter_harmony, max_iter_kmeans, epsilon_cluster, @@ -85,33 +188,70 @@ def run_harmony( cluster_fn, ) - return ho.result() + batch_columns = tuple(str(column) for column in meta_data.columns) + batch_levels = tuple( + tuple(str(value) for value in pd.unique(meta_data[column])) + for column in meta_data.columns + ) + cluster_backend = ( + cluster_fn + if isinstance(cluster_fn, str) + else ( + f"{getattr(cluster_fn, '__module__', type(cluster_fn).__module__)}." + f"{getattr(cluster_fn, '__qualname__', type(cluster_fn).__qualname__)}" + ) + ) + parameters: dict[str, object] = { + "nclust": int(nclust), + "sigma": sigma_arr.tolist(), + "theta": theta_arr.tolist(), + "lambda": lamb_arr.tolist(), + "tau": float(tau), + "blockSize": float(block_size), + "maxIterHarmony": int(max_iter_harmony), + "maxIterKmeans": int(max_iter_kmeans), + "epsilonCluster": float(epsilon_cluster), + "epsilonHarmony": float(epsilon_harmony), + "randomState": int(random_state), + "clusterBackend": cluster_backend, + "phiColumns": [str(column) for column in phi_frame.columns], + } + return HarmonyResult( + original=np.asarray(data_mat, dtype=np.float64).copy(), + corrected=ho.result(), + assignments=ho.R.copy(), + centroids=ho.Y.copy(), + sigma=sigma_arr.copy(), + ridge=lamb_mat.copy(), + batch_columns=batch_columns, + batch_levels=batch_levels, + parameters=parameters, + ) -class Harmony(object): +class Harmony: def __init__( self, - Z, - Phi, - Phi_moe, - Pr_b, - sigma, - theta, - max_iter_harmony, - max_iter_kmeans, - epsilon_kmeans, - epsilon_harmony, - K, - block_size, - lamb, - random_state=None, - cluster_fn="kmeans", - ): + Z: np.ndarray, + Phi: np.ndarray, + Phi_moe: np.ndarray, + Pr_b: np.ndarray, + sigma: np.ndarray, + theta: np.ndarray, + max_iter_harmony: int, + max_iter_kmeans: int, + epsilon_kmeans: float, + epsilon_harmony: float, + K: int, + block_size: float, + lamb: np.ndarray, + random_state: int | None = None, + cluster_fn: ClusterFn = "kmeans", + ) -> None: self.Z_corr = np.array(Z) self.Z_orig = np.array(Z) - self.Z_cos = self.Z_orig / self.Z_orig.max(axis=0) - self.Z_cos = self.Z_cos / np.linalg.norm(self.Z_cos, ord=2, axis=0) + self.Z_cos = _normalize_columns(self.Z_orig) self.Phi = Phi self.Phi_moe = Phi_moe @@ -132,23 +272,28 @@ def __init__( self.max_iter_kmeans = max_iter_kmeans self.theta = theta - self.objective_harmony = [] - self.objective_kmeans = [] - self.objective_kmeans_dist = [] - self.objective_kmeans_entropy = [] - self.objective_kmeans_cross = [] - self.kmeans_rounds = [] + self.objective_harmony: list[float] = [] + self.objective_kmeans: list[float] = [] + self.objective_kmeans_dist: list[float] = [] + self.objective_kmeans_entropy: list[float] = [] + self.objective_kmeans_cross: list[float] = [] + self.kmeans_rounds: list[int] = [] self.allocate_buffers() - if cluster_fn == "kmeans": - cluster_fn = partial(Harmony._cluster_kmeans, random_state=random_state) - self.init_cluster(cluster_fn) + resolved_cluster_fn: Callable[[np.ndarray, int], np.ndarray] + if isinstance(cluster_fn, str): + resolved_cluster_fn = partial( + Harmony._cluster_kmeans, random_state=random_state + ) + else: + resolved_cluster_fn = cluster_fn + self.init_cluster(resolved_cluster_fn) self.harmonize(self.max_iter_harmony) - def result(self): + def result(self) -> np.ndarray: return self.Z_corr - def allocate_buffers(self): + def allocate_buffers(self) -> None: self._scale_dist = np.zeros((self.K, self.N)) self.dist_mat = np.zeros((self.K, self.N)) self.O = np.zeros((self.K, self.B)) @@ -157,9 +302,11 @@ def allocate_buffers(self): self.Phi_Rk = np.zeros((self.B + 1, self.N)) @staticmethod - def _cluster_kmeans(data, K, random_state): + def _cluster_kmeans( + data: np.ndarray, K: int, random_state: int | None + ) -> np.ndarray: # Start with cluster centroids - return ( + centers = ( KMeans( n_clusters=K, init="k-means++", @@ -170,11 +317,12 @@ def _cluster_kmeans(data, K, random_state): .fit(data) .cluster_centers_ ) + return np.asarray(centers) - def init_cluster(self, cluster_fn): + def init_cluster(self, cluster_fn: Callable[[np.ndarray, int], np.ndarray]) -> None: self.Y = cluster_fn(self.Z_cos.T, self.K).T # (1) Normalize - self.Y = self.Y / np.linalg.norm(self.Y, ord=2, axis=0) + self.Y = _normalize_columns(self.Y) # (2) Assign cluster probabilities self.dist_mat = 2 * (1 - np.dot(self.Y.T, self.Z_cos)) self.R = -self.dist_mat @@ -189,7 +337,7 @@ def init_cluster(self, cluster_fn): # Save results self.objective_harmony.append(self.objective_kmeans[-1]) - def compute_objective(self): + def compute_objective(self) -> None: kmeans_error = np.sum(np.multiply(self.R, self.dist_mat)) # Entropy _entropy = np.sum(safe_entropy(self.R) * self.sigma[:, np.newaxis]) @@ -205,7 +353,7 @@ def compute_objective(self): self.objective_kmeans_entropy.append(_entropy) self.objective_kmeans_cross.append(_cross_entropy) - def harmonize(self, iter_harmony=10): + def harmonize(self, iter_harmony: int = 10) -> int: converged = False for i in tqdmbar(range(1, iter_harmony + 1), desc="Harmonizing batches"): # STEP 1: Clustering @@ -228,7 +376,7 @@ def harmonize(self, iter_harmony=10): logger.warning("Stopped before convergence") return 0 - def cluster(self): + def cluster(self) -> int: # Z_cos has changed # R is assumed to not have changed # Update Y to match new integrated data @@ -252,7 +400,7 @@ def cluster(self): self.objective_harmony.append(self.objective_kmeans[-1]) return 0 - def update_R(self): + def update_R(self) -> int: self._scale_dist = -self.dist_mat self._scale_dist = self._scale_dist / self.sigma[:, None] self._scale_dist -= np.max(self._scale_dist, axis=0) @@ -280,7 +428,7 @@ def update_R(self): self.O += np.dot(self.R[:, b], self.Phi[:, b].T) return 0 - def check_convergence(self, i_type): + def check_convergence(self, i_type: int) -> bool: obj_old = 0.0 obj_new = 0.0 # Clustering, compute new window mean @@ -304,19 +452,38 @@ def check_convergence(self, i_type): return True -def safe_entropy(x: np.array): +def safe_entropy(x: np.ndarray) -> np.ndarray: y = np.multiply(x, np.log(x)) y[~np.isfinite(y)] = 0.0 - return y - - -def moe_correct_ridge(Z_orig, R, W, K, Phi_Rk, Phi_moe, lamb): + return np.asarray(y) + + +def moe_correct_ridge( + Z_orig: np.ndarray, + R: np.ndarray, + W: np.ndarray, + K: int, + Phi_Rk: np.ndarray, + Phi_moe: np.ndarray, + lamb: np.ndarray, +) -> tuple[np.ndarray, np.ndarray, np.ndarray, np.ndarray]: Z_corr = Z_orig.copy() for i in range(K): Phi_Rk = np.multiply(Phi_moe, R[i, :]) x = np.dot(Phi_Rk, Phi_moe.T) + lamb - W = np.dot(np.dot(np.linalg.inv(x), Phi_Rk), Z_orig.T) + try: + W = np.linalg.solve(x, np.dot(Phi_Rk, Z_orig.T)) + except np.linalg.LinAlgError as exc: + raise ValueError("Harmony ridge system is singular") from exc W[0, :] = 0 # do not remove the intercept Z_corr -= np.dot(W.T, Phi_Rk) - Z_cos = Z_corr / np.linalg.norm(Z_corr, ord=2, axis=0) + Z_cos = _normalize_columns(Z_corr) return Z_cos, Z_corr, W, Phi_Rk + + +def _normalize_columns(values: np.ndarray) -> np.ndarray: + norms = np.linalg.norm(values, ord=2, axis=0) + normalized = np.zeros_like(values, dtype=np.float64) + nonzero = norms > 0 + normalized[:, nonzero] = values[:, nonzero] / norms[nonzero] + return normalized diff --git a/scarf/knn_utils.py b/scarf/knn_utils.py index 92606541..2b7b2a35 100644 --- a/scarf/knn_utils.py +++ b/scarf/knn_utils.py @@ -1,52 +1,74 @@ """Utility functions for running the KNN algorithm.""" -from typing import List, Tuple +from collections.abc import Generator +from typing import cast import numpy as np import pandas as pd from numba import jit from scipy.sparse import csr_matrix, coo_matrix +import zarr from .ann import AnnStream -from .utils import tqdmbar, controlled_compute +from .storage.budget import worker_prefetch_depth +from .utils import controlled_compute, logger, prefetch_blocks, tqdmbar from .writers import create_zarr_dataset __all__ = [ "self_query_knn", "smoothen_dists", "export_knn_to_mtx", + "run_sgtsne", "merge_graphs", "wnn_integration", ] -def self_query_knn(ann_obj: AnnStream, store, chunk_size: int, nthreads: int) -> float: +def self_query_knn( + ann_obj: AnnStream, store: zarr.Group, chunk_size: int, nthreads: int +) -> float: """Constructs KNN graph. Args: - ann_obj (): - store (): - chunk_size (): - nthreads (): Number of threads to use. + ann_obj: Fitted AnnStream with reducer and ANN index. + store: Zarr group where ``indices`` and ``distances`` arrays are written. + chunk_size: Row chunk size for output Zarr arrays. + nthreads: Number of threads to use. Returns: - None + Approximate recall percentage (fraction of queries with a self neighbor). """ - def get_transformed_data(): + def get_transformed_data() -> Generator[np.ndarray, None, None]: msg = "Identifying neighbors" - if ann_obj.harmonizedData is None: - for _i in tqdmbar( - ann_obj.data.blocks, desc=msg, total=ann_obj.data.numblocks[0] - ): - yield ann_obj.reducer(controlled_compute(_i, nthreads)) - else: - for _i in tqdmbar( - ann_obj.harmonizedData.blocks, + if ann_obj.embeddings is not None: + bs = ann_obj.batchSize + n_blocks = int(np.ceil(ann_obj.nCells / bs)) + for start in tqdmbar( + range(0, ann_obj.nCells, bs), desc=msg, - total=ann_obj.harmonizedData.numblocks[0], + total=n_blocks, ): - yield controlled_compute(_i, nthreads) + end = min(start + bs, ann_obj.nCells) + yield ann_obj.embeddings[start:end] + return + if ann_obj.harmonizedData is None: + source = ann_obj.data + + def transform(block: np.ndarray) -> np.ndarray: + return ann_obj.reducer(controlled_compute(block, nthreads)) + else: + source = ann_obj.harmonizedData + + def transform(block: np.ndarray) -> np.ndarray: + return controlled_compute(block, nthreads) + + blocks = prefetch_blocks( + source.blocks, + transform, + max_ahead=worker_prefetch_depth(), + ) + yield from tqdmbar(blocks, desc=msg, total=source.numblocks[0]) from threadpoolctl import threadpool_limits @@ -62,21 +84,24 @@ def get_transformed_data(): with threadpool_limits(limits=nthreads): for i in get_transformed_data(): nsample_end = nsample_start + i.shape[0] - ki, kv, nm = ann_obj.transform_ann( - i, - k=n_neighbors, - self_indices=np.arange(nsample_start, nsample_end), + ki, kv, nm = cast( + tuple[np.ndarray, np.ndarray, int], + ann_obj.transform_ann( + i, + k=n_neighbors, + self_indices=np.arange(nsample_start, nsample_end), + ), ) z_knn[nsample_start:nsample_end, :] = ki z_dist[nsample_start:nsample_end, :] = kv nsample_start = nsample_end tnm += nm recall = ann_obj.data.shape[0] - tnm - recall = 100 * recall / ann_obj.data.shape[0] - return recall + recall_pct = 100.0 * recall / ann_obj.data.shape[0] + return recall_pct -def _is_umap_version_new(): +def _is_umap_version_new() -> bool: import umap from packaging import version @@ -86,16 +111,48 @@ def _is_umap_version_new(): return False -def smoothen_dists(store, z_idx, z_dist, lc: float, bw: float, chunk_size: int): +def _patch_null_weights( + zgw: zarr.Array, + null_positions: list[int], + fill_value: float, + patch_chunk: int, +) -> None: + """Patch zero edge weights without loading the full weights array.""" + if not null_positions: + return + null_positions_arr = np.asarray(null_positions, dtype=np.int64) + n_weights = zgw.shape[0] + for chunk_start in range(0, n_weights, patch_chunk): + chunk_end = min(chunk_start + patch_chunk, n_weights) + in_chunk = (null_positions_arr >= chunk_start) & ( + null_positions_arr < chunk_end + ) + if not np.any(in_chunk): + continue + local_idx = null_positions_arr[in_chunk] - chunk_start + block = np.asarray(zgw[chunk_start:chunk_end], dtype=np.float64) + block[local_idx] = fill_value + zgw[chunk_start:chunk_end] = block + return + + +def smoothen_dists( + store: zarr.Group, + z_idx: zarr.Array, + z_dist: zarr.Array, + lc: float, + bw: float, + chunk_size: int, +) -> None: """Smoothens KNN distances. Args: - store (): - z_idx (): - z_dist (): - lc (): - bw (): - chunk_size (): + store: Zarr group for edge arrays. + z_idx: Zarr array of KNN neighbor indices. + z_dist: Zarr array of KNN distances. + lc: UMAP local connectivity. + bw: UMAP bandwidth. + chunk_size: Row batch size for streaming smooth knn. Returns: None @@ -107,31 +164,38 @@ def smoothen_dists(store, z_idx, z_dist, lc: float, bw: float, chunk_size: int): n_cells, n_neighbors = z_idx.shape zge = create_zarr_dataset( store, - f"edges", + "edges", (chunk_size * n_neighbors,), ("u8", "u8"), (n_cells * n_neighbors, 2), ) zgw = create_zarr_dataset( - store, f"weights", (chunk_size * n_neighbors,), "f8", (n_cells * n_neighbors,) + store, "weights", (chunk_size * n_neighbors,), "f8", (n_cells * n_neighbors,) ) last_row = 0 val_counts = 0 - null_idx = [] + null_positions: list[int] = [] global_min = 1 for i in tqdmbar(range(0, n_cells, chunk_size), desc="Smoothening KNN distances"): if i + chunk_size > n_cells: ki, kv = z_idx[i:n_cells, :], z_dist[i:n_cells, :] else: ki, kv = z_idx[i : i + chunk_size, :], z_dist[i : i + chunk_size, :] - kv = kv.astype(np.float32, order="C") + ki_arr = np.asarray(ki) + kv_arr = np.asarray(kv, dtype=np.float32) + if kv_arr.flags.c_contiguous is False: + kv_arr = np.ascontiguousarray(kv_arr) sigmas, rhos = smooth_knn_dist( - kv, k=n_neighbors, local_connectivity=lc, bandwidth=bw + kv_arr, k=n_neighbors, local_connectivity=lc, bandwidth=bw ) if umap_is_latest: - rows, cols, vals, _ = compute_membership_strengths(ki, kv, sigmas, rhos) + rows, cols, vals, _ = compute_membership_strengths( + ki_arr, kv_arr, sigmas, rhos + ) else: - rows, cols, vals = compute_membership_strengths(ki, kv, sigmas, rhos) + rows, cols, vals = compute_membership_strengths( + ki_arr, kv_arr, sigmas, rhos + ) rows = rows + last_row start = val_counts end = val_counts + len(rows) @@ -141,25 +205,20 @@ def smoothen_dists(store, z_idx, z_dist, lc: float, bw: float, chunk_size: int): zge[start:end, 1] = cols zgw[start:end] = vals - # Fixing edges with 0 weights - # We are doing these steps here to have minimum operations outside - # the scope of a progress bar - nidx = vals == 0 - if nidx.sum() > 0: - min_val = vals[~nidx].min() - if min_val < global_min: - global_min = min_val - null_idx.extend(nidx) - - # The whole zarr array needs to copied, modified and written back. - # Or is this assumption wrong? - w = zgw[:] - w[null_idx] = global_min - zgw[:] = w + local_null = np.flatnonzero(vals == 0) + if local_null.size > 0: + nz_vals = vals[vals != 0] + if nz_vals.size > 0: + min_val = nz_vals.min() + if min_val < global_min: + global_min = min_val + null_positions.extend((start + local_null).tolist()) + + _patch_null_weights(zgw, null_positions, global_min, chunk_size * n_neighbors) return None -def export_knn_to_mtx(mtx: str, csr_graph, batch_size: int = 1000) -> None: +def export_knn_to_mtx(mtx: str, csr_graph: csr_matrix, batch_size: int = 1000) -> None: """Exports KNN matrix in Matrix Market format. Args: @@ -192,6 +251,118 @@ def export_knn_to_mtx(mtx: str, csr_graph, batch_size: int = 1000) -> None: return None +def run_sgtsne( + graph: csr_matrix | coo_matrix, + ini_embed: np.ndarray, + *, + tsne_dims: int = 2, + max_iter: int = 500, + early_iter: int = 200, + alpha: int = 10, + lambda_scale: float = 1.0, + box_h: float = 0.7, + temp_file_loc: str = ".", + verbose: bool = True, + parallel: bool = False, + nthreads: int = 1, +) -> np.ndarray: + """Run SG-t-SNE on a sparse graph. + + Uses the ``sgtsne`` executable when available, otherwise falls back to the + ``sgtsnepi`` Python package. + + Args: + graph: Sparse cell-neighbourhood graph. + ini_embed: Initial embedding with shape (n_cells, tsne_dims). + tsne_dims: Number of tSNE dimensions. + max_iter: Maximum number of iterations. + early_iter: Number of early exaggeration iterations. + alpha: Early exaggeration multiplier. + lambda_scale: Lambda rescaling parameter. + box_h: Grid side length (accuracy control). + temp_file_loc: Directory for temporary files used by the CLI backend. + verbose: Whether to print SG-t-SNE logs. + parallel: Whether to run tSNE in parallel mode (CLI backend only). + nthreads: Number of threads for parallel CLI runs. + + Returns: + Embedding array with shape (tsne_dims, n_cells). + """ + import os + import shutil + from pathlib import Path + from uuid import uuid4 + + from loguru import logger + + from .utils import system_call + + n_cells = graph.shape[0] + ini_embed = np.asarray(ini_embed) + if ini_embed.shape == (n_cells * tsne_dims,): + ini_embed = ini_embed.reshape(n_cells, tsne_dims) + if ini_embed.shape != (n_cells, tsne_dims): + raise ValueError( + f"ini_embed must have shape ({n_cells}, {tsne_dims}), got {ini_embed.shape}" + ) + + if shutil.which("sgtsne") is not None: + uid = str(uuid4()) + knn_mtx_fn = Path(temp_file_loc, f"{uid}.mtx").resolve() + export_knn_to_mtx(str(knn_mtx_fn), graph) + ini_emb_fn = Path(temp_file_loc, f"{uid}.txt").resolve() + with open(ini_emb_fn, "w") as h: + h.write("\n".join(map(str, ini_embed.flatten()))) + out_fn = Path(temp_file_loc, f"{uid}_output.txt").resolve() + threads = nthreads if parallel else 1 + cmd = ( + f"sgtsne -m {max_iter} -l {lambda_scale} -d {tsne_dims} -e {early_iter} " + f"-p {threads} -a {alpha} -h {box_h} -i {ini_emb_fn} -o {out_fn} {knn_mtx_fn}" + ) + if verbose: + system_call(cmd) + else: + os.system(cmd) + try: + emb = np.asarray( + pd.read_csv(out_fn, header=None, sep=" ")[ + list(range(tsne_dims)) + ].values.T + ) + finally: + for fn in (out_fn, knn_mtx_fn, ini_emb_fn): + if fn.exists(): + fn.unlink() + return emb + + try: + from sgtsnepi import sgtsnepi + except ImportError as exc: + raise ImportError( + "SG-t-SNE requires the sgtsne executable on PATH or the sgtsnepi package." + ) from exc + + if parallel: + logger.warning( + "parallel=True is not supported by the sgtsnepi Python backend; " + "running single-threaded" + ) + + return np.asarray( + sgtsnepi( + graph, + y0=ini_embed.T, + d=tsne_dims, + max_iter=max_iter, + early_exag=early_iter, + lambda_par=lambda_scale, + h=box_h, + alpha=alpha, + silent=not verbose, + ) + ) + + @jit(nopython=True) def calc_snn(indices: np.ndarray) -> np.ndarray: """Calculates shared nearest neighbour between each node and its neighbour. @@ -207,12 +378,12 @@ def calc_snn(indices: np.ndarray) -> np.ndarray: for j in range(nk): k = indices[i][j] snn[i][j] = len(set(indices[i]).intersection(set(indices[k]))) - return snn / (nk - 1) + return np.asarray(snn / (nk - 1)) def weight_sort_indices( i: np.ndarray, w: np.ndarray, wn: np.ndarray, n: int -) -> Tuple[np.ndarray, np.ndarray]: +) -> tuple[np.ndarray, np.ndarray]: """Sort the array i and w based on values of wn. Only keep the top n values. @@ -230,12 +401,12 @@ def weight_sort_indices( i = i[idx] w = w[idx] # Removing duplicate neighbours - _, idx = np.unique(i, return_index=True) - idx = sorted(idx) - return i[idx][:n], w[idx][:n] + _, unique_idx = np.unique(i, return_index=True) + unique_idx_arr = np.asarray(sorted(unique_idx)) + return i[unique_idx_arr][:n], w[unique_idx_arr][:n] -def merge_graphs(csr_mats: List[csr_matrix]) -> coo_matrix: +def merge_graphs(csr_mats: list[csr_matrix]) -> coo_matrix: """Merge multiple graphs of same size and shape such that the merged graph have the same size and shape. Edge values are sorted based on their weight and the shared neighbours. @@ -243,8 +414,8 @@ def merge_graphs(csr_mats: List[csr_matrix]) -> coo_matrix: Args: csr_mats: A list of two or more CSR matrices representing the graphs to be merged. - Returns: A merged graph in CSR matrix form. - The merged graph has the same number of edges as each input graph + Returns: + coo_matrix: Merged graph with the same shape and edge count as inputs. """ try: assert len(set([x.shape for x in csr_mats])) == 1 @@ -261,7 +432,8 @@ def merge_graphs(csr_mats: List[csr_matrix]) -> coo_matrix: snns.append( calc_snn(mat.indices.reshape((mat.shape[0], mat[0].indices.shape[0]))) ) - col, data = [], [] + col: list[int] = [] + data: list[float] = [] for i in tqdmbar(range(csr_mats[0].shape[0]), desc="Merging graph edges"): mi = np.hstack([mat[i].indices for mat in csr_mats]) mwn = np.hstack([mat[i].data + snns[n][i] for n, mat in enumerate(csr_mats)]) @@ -275,80 +447,154 @@ def merge_graphs(csr_mats: List[csr_matrix]) -> coo_matrix: def wnn_integration( - name1: str, g1: csr_matrix, ld1, name2: str, g2: csr_matrix, ld2, n_threads: int -): - """ + name1: str, + g1: csr_matrix, + ld1: np.ndarray, + name2: str, + g2: csr_matrix, + ld2: np.ndarray, + n_threads: int, +) -> coo_matrix: + """Build a weighted nearest-neighbor graph from two modality-specific KNN graphs. Args: - name1: - g1: - ld1: - name2: - g2: - ld2: - n_threads: + name1: Label for the first modality (used in log messages). + g1: CSR KNN graph for modality 1. + ld1: Latent embedding matrix for modality 1, shape (n_cells, n_dims). + name2: Label for the second modality. + g2: CSR KNN graph for modality 2. + ld2: Latent embedding matrix for modality 2. + n_threads: Thread limit for affinity calculations. Returns: - + coo_matrix: WNN graph combining both modalities. """ - def make_estimates(g, ld, msg=""): - return np.array( - [ - ld[g[i].indices].mean(axis=0) - for i in tqdmbar(range(g.shape[0]), desc=msg) - ] - ) - - def get_kth_l(g, ld, k): - return ld[[g[x].indices[k] for x in range(g.shape[0])]] - - def calc_theta(ld, le, b, c): - a = np.sqrt(((ld - le) ** 2).sum(axis=1)) - d = a - b - d[d < 0] = 0 - return np.exp(((-1 * d) / (c - d)).astype(np.float128)) + g1 = g1.tocsr(copy=False) + g2 = g2.tocsr(copy=False) + ld1 = np.asarray(ld1) + ld2 = np.asarray(ld2) + + if g1.shape != g2.shape: + raise ValueError("WNN graphs must have the same shape") + if g1.shape[0] != g1.shape[1] or g1.shape[0] == 0: + raise ValueError("WNN graphs must be non-empty square matrices") + + n_cells = g1.shape[0] + for name, graph in ((name1, g1), (name2, g2)): + row_degrees = np.diff(graph.indptr) + if np.unique(row_degrees).size != 1: + raise ValueError(f"WNN graph for {name} must have a regular row degree") + if row_degrees[0] < 2: + raise ValueError( + f"WNN graph for {name} must have at least two neighbors per cell" + ) - def calc_affinity_ratios( - g_self, g_other, ld, sigma: int = -2, epsilon: float = 10e-4, name="" - ): - l_self = make_estimates( - g_self, ld, msg=f"({name}) Predicting within modality profile" - ) - l_cross = make_estimates( - g_other, ld, msg=f"({name}) Predicting cross modality profile" + k1 = int(np.diff(g1.indptr)[0]) + k2 = int(np.diff(g2.indptr)[0]) + nk = min(k1, k2) + if k1 != k2: + logger.warning( + f"WNN graphs have different neighbor counts ({name1}: {k1}, " + f"{name2}: {k2}). The integrated graph will retain {nk} " + "neighbors per cell." ) - b = np.sqrt(((ld - get_kth_l(g_self, ld, 0)) ** 2).sum(axis=1)) - c = np.sqrt(((ld - get_kth_l(g_self, ld, sigma)) ** 2).sum(axis=1)) - - theta_self = calc_theta(ld, l_self, b, c) - theta_cross = calc_theta(ld, l_cross, b, c) + for name, ld in ((name1, ld1), (name2, ld2)): + if ld.ndim != 2 or ld.shape[1] == 0: + raise ValueError(f"WNN embedding for {name} must be a non-empty matrix") + if ld.shape[0] != n_cells: + raise ValueError( + f"WNN embedding for {name} must have one row per graph cell" + ) + if not np.all(np.isfinite(ld)): + raise ValueError(f"WNN embedding for {name} contains non-finite values") + + def calc_theta( + point: np.ndarray, + estimate: np.ndarray, + nearest_distance: float, + anchor_distance: float, + ) -> float: + estimate_distance = float(np.sqrt(((point - estimate) ** 2).sum(axis=0))) + adjusted_distance = max(estimate_distance - nearest_distance, 0) + bandwidth = max(anchor_distance - nearest_distance, np.finfo(np.float64).eps) + return float(np.exp(-adjusted_distance / bandwidth)) + + def calc_affinity_ratio( + point: np.ndarray, + self_estimate: np.ndarray, + cross_estimate: np.ndarray, + nearest_distance: float, + anchor_distance: float, + epsilon: float = 1e-4, + ) -> float: + theta_self = calc_theta(point, self_estimate, nearest_distance, anchor_distance) + theta_cross = calc_theta( + point, cross_estimate, nearest_distance, anchor_distance + ) + return float(np.clip(theta_self / (theta_cross + epsilon), 0, 200)) - return (theta_self / (theta_cross + epsilon)).astype(np.float128) + neighbor_indices1 = g1.indices.reshape(n_cells, k1) + neighbor_indices2 = g2.indices.reshape(n_cells, k2) from threadpoolctl import threadpool_limits + col_parts: list[np.ndarray] = [] + data_parts: list[np.ndarray] = [] with threadpool_limits(limits=n_threads): - sr = calc_affinity_ratios(g1, g2, ld1, name=name1) - sp = calc_affinity_ratios(g2, g1, ld2, name=name2) - - wr = np.exp(sr) / (np.exp(sr) + np.exp(sp)) - wp = np.exp(sp) / (np.exp(sr) + np.exp(sp)) - - nk = g1[0].indices.shape[0] - col, data = [], [] - for n in tqdmbar(range(g1.shape[0]), desc="Building WNN graph"): - mixed_k = np.array(sorted(set(g1[n].indices).union(g2[n].indices))) - dr = np.sqrt(((ld1[n] - ld1[mixed_k]) ** 2).sum(axis=1)) * wr[n] - dp = np.sqrt(((ld2[n] - ld2[mixed_k]) ** 2).sum(axis=1)) * wp[n] - w_d = dr + dp - idx = np.argsort(w_d)[:nk] - col.append(mixed_k[idx]) - v = w_d[idx] - data.append(np.exp(-((v - v[0]) / (v - v[0]).mean()))) - - data = np.hstack(data) - row = np.repeat(range(g1.shape[0]), nk) - col = np.hstack(col) - return coo_matrix((data, (row, col)), shape=g1.shape) + for n in tqdmbar(range(n_cells), desc="Building WNN graph"): + neighbors1 = neighbor_indices1[n] + neighbors2 = neighbor_indices2[n] + mixed_k = np.union1d(neighbors1, neighbors2) + + distances1 = np.sqrt(((ld1[n] - ld1[mixed_k]) ** 2).sum(axis=1)) + distances2 = np.sqrt(((ld2[n] - ld2[mixed_k]) ** 2).sum(axis=1)) + + self_distances1 = distances1[np.searchsorted(mixed_k, neighbors1)] + self_distances2 = distances2[np.searchsorted(mixed_k, neighbors2)] + ranked_distances1 = np.sort(self_distances1) + ranked_distances2 = np.sort(self_distances2) + + score1 = calc_affinity_ratio( + ld1[n], + ld1[neighbors1].mean(axis=0), + ld1[neighbors2].mean(axis=0), + float(ranked_distances1[0]), + float(ranked_distances1[-2]), + ) + score2 = calc_affinity_ratio( + ld2[n], + ld2[neighbors2].mean(axis=0), + ld2[neighbors1].mean(axis=0), + float(ranked_distances2[0]), + float(ranked_distances2[-2]), + ) + + max_score = max(score1, score2) + exp1 = np.exp(score1 - max_score) + exp2 = np.exp(score2 - max_score) + normalizer = exp1 + exp2 + weighted_distances = distances1 * (exp1 / normalizer) + distances2 * ( + exp2 / normalizer + ) + + idx = np.argsort(weighted_distances)[:nk] + col_parts.append(mixed_k[idx]) + selected_distances = weighted_distances[idx] + offsets = selected_distances - selected_distances[0] + scale = offsets.mean() + if scale <= np.finfo(np.float64).eps: + edge_weights = np.ones(selected_distances.shape, dtype=np.float64) + else: + edge_weights = np.maximum( + np.exp(-(offsets / scale)), np.finfo(np.float64).tiny + ) + data_parts.append(edge_weights) + + merged_data = np.hstack(data_parts) + row = np.repeat(np.arange(n_cells), nk) + merged_col = np.hstack(col_parts) + if not np.all(np.isfinite(merged_data)): + raise FloatingPointError("WNN integration produced non-finite graph weights") + return coo_matrix((merged_data, (row, merged_col)), shape=g1.shape) diff --git a/scarf/mapping_reference.py b/scarf/mapping_reference.py new file mode 100644 index 00000000..7e05351d --- /dev/null +++ b/scarf/mapping_reference.py @@ -0,0 +1,417 @@ +"""Persistent handles for immutable Symphony-style mapping references.""" + +from dataclasses import dataclass +import hashlib +import json +from typing import TYPE_CHECKING, Any, cast +import warnings + +import numpy as np +import zarr + +from ._types import as_zarr_array, as_zarr_group +from .symphony import SYMPHONY_STYLE_VARIANT, SymphonyReferenceModel +from .writers import create_zarr_dataset, create_zarr_obj_array + +if TYPE_CHECKING: + import pandas as pd + + from .assay import Assay + + +MAPPING_REFERENCE_SCHEMA_VERSION = 2 +MAPPING_REFERENCE_GROUP = "mappingReference" +MAPPING_REFERENCES_GROUP = "mappingReferences" +LATEST_MAPPING_REFERENCE_ATTRIBUTE = "latestMappingReference" + + +@dataclass(frozen=True) +class MappingResult: + projection_path: str + n_cells: int + correction_method: str + diagnostics: dict[str, float | str] + indices: np.ndarray | None = None + distances: np.ndarray | None = None + uncorrected_latent: np.ndarray | None = None + corrected_latent: np.ndarray | None = None + uninformative: np.ndarray | None = None + + +@dataclass(frozen=True) +class MappingReference: + """An immutable Symphony-style reference loaded from a SCARF Zarr store.""" + + datastore: Any + assay_name: str + cell_key: str + feature_key: str + reduction_path: str + ann_path: str + artifact_path: str + model: SymphonyReferenceModel + feature_ids: np.ndarray + metadata: dict[str, Any] + reference_distance_quantiles: np.ndarray | None = None + reference_distance_values: np.ndarray | None = None + + def map_query( + self, + target_assay: "Assay", + target_name: str, + target_feat_key: str, + target_cell_key: str = "I", + save_k: int = 3, + query_batches: "pd.DataFrame | None" = None, + correction_method: str = "symphony", + missing_feature_policy: str = "reference_mean", + result_store: zarr.Group | None = None, + ) -> MappingResult: + """Map a query into the fixed reference coordinate system. + + A writable reference stores results under its projection group. A + read-only reference returns arrays in memory unless ``result_store`` is + supplied. + """ + return cast( + MappingResult, + self.datastore._map_with_mapping_reference( + self, + target_assay=target_assay, + target_name=target_name, + target_feat_key=target_feat_key, + target_cell_key=target_cell_key, + save_k=save_k, + query_batches=query_batches, + correction_method=correction_method, + missing_feature_policy=missing_feature_policy, + result_store=result_store, + ), + ) + + +def persist_mapping_reference( + reduction_group: zarr.Group, + model: SymphonyReferenceModel, + feature_ids: np.ndarray, + metadata: dict[str, Any], + reference_distance_quantiles: np.ndarray | None = None, + reference_distance_values: np.ndarray | None = None, +) -> str: + """Write a complete immutable reference artifact into a reduction group.""" + model = SymphonyReferenceModel( + feature_means=np.asarray(model.feature_means, dtype=np.float64), + feature_scales=np.asarray(model.feature_scales, dtype=np.float64), + loadings=np.asarray(model.loadings, dtype=np.float64), + centroids=np.asarray(model.centroids, dtype=np.float64), + raw_centroids=np.asarray(model.raw_centroids, dtype=np.float64), + corrected_centroids=np.asarray(model.corrected_centroids, dtype=np.float64), + cluster_mass=np.asarray(model.cluster_mass, dtype=np.float64), + sigma=np.asarray(model.sigma, dtype=np.float64), + correction_ridge=float(model.correction_ridge), + ) + if reference_distance_quantiles is not None: + reference_distance_quantiles = np.asarray( + reference_distance_quantiles, dtype=np.float64 + ) + if reference_distance_values is not None: + reference_distance_values = np.asarray( + reference_distance_values, dtype=np.float64 + ) + metadata = {**metadata, "algorithmVariant": SYMPHONY_STYLE_VARIANT} + artifact_hash = mapping_reference_hash( + model, + feature_ids, + metadata, + reference_distance_quantiles, + reference_distance_values, + ) + if MAPPING_REFERENCES_GROUP not in reduction_group: + reduction_group.create_group(MAPPING_REFERENCES_GROUP) + references = as_zarr_group( + reduction_group[MAPPING_REFERENCES_GROUP], name=MAPPING_REFERENCES_GROUP + ) + if artifact_hash in references: + existing = as_zarr_group(references[artifact_hash], name=artifact_hash) + if bool(existing.attrs.get("complete", False)): + _validate_mapping_reference_hash(existing, artifact_hash) + reduction_group.attrs[LATEST_MAPPING_REFERENCE_ATTRIBUTE] = artifact_hash + return f"{MAPPING_REFERENCES_GROUP}/{artifact_hash}" + del references[artifact_hash] + group = references.create_group(artifact_hash) + group.attrs["schemaVersion"] = MAPPING_REFERENCE_SCHEMA_VERSION + group.attrs["complete"] = False + group.attrs["artifactHash"] = artifact_hash + for key, value in metadata.items(): + group.attrs[key] = value + try: + create_zarr_obj_array(group, "featureIds", np.asarray(feature_ids)) + _write_array(group, "featureMeans", model.feature_means) + _write_array(group, "featureScales", model.feature_scales) + _write_array(group, "loadings", model.loadings) + _write_array(group, "centroids", model.centroids) + _write_array(group, "rawCentroids", model.raw_centroids) + _write_array(group, "correctedCentroids", model.corrected_centroids) + _write_array(group, "clusterMass", model.cluster_mass) + _write_array(group, "sigma", model.sigma) + if reference_distance_quantiles is not None: + _write_array( + group, + "referenceDistanceQuantiles", + reference_distance_quantiles, + ) + if reference_distance_values is not None: + _write_array( + group, + "referenceDistanceValues", + reference_distance_values, + ) + group.attrs["correctionRidge"] = float(model.correction_ridge) + group.attrs["complete"] = True + reduction_group.attrs[LATEST_MAPPING_REFERENCE_ATTRIBUTE] = artifact_hash + except Exception: + group.attrs["complete"] = False + raise + return f"{MAPPING_REFERENCES_GROUP}/{artifact_hash}" + + +def _load_symphony_model_from_group(group: zarr.Group) -> SymphonyReferenceModel: + return SymphonyReferenceModel( + feature_means=np.asarray( + as_zarr_array(group["featureMeans"], name="featureMeans")[:] + ), + feature_scales=np.asarray( + as_zarr_array(group["featureScales"], name="featureScales")[:] + ), + loadings=np.asarray(as_zarr_array(group["loadings"], name="loadings")[:]), + centroids=np.asarray(as_zarr_array(group["centroids"], name="centroids")[:]), + raw_centroids=np.asarray( + as_zarr_array(group["rawCentroids"], name="rawCentroids")[:] + ), + corrected_centroids=np.asarray( + as_zarr_array(group["correctedCentroids"], name="correctedCentroids")[:] + ), + cluster_mass=np.asarray( + as_zarr_array(group["clusterMass"], name="clusterMass")[:] + ), + sigma=np.asarray(as_zarr_array(group["sigma"], name="sigma")[:]), + correction_ridge=_number_attribute(group, "correctionRidge"), + ) + + +def load_mapping_reference( + datastore: Any, + assay_name: str, + cell_key: str, + feature_key: str, + reduction_path: str, + ann_path: str, +) -> MappingReference: + """Load a persisted reference after the caller has validated its provenance.""" + reduction_group = as_zarr_group(datastore.zw[reduction_path], name=reduction_path) + group, relative_path, is_legacy = resolve_mapping_reference_group(reduction_group) + group_path = f"{reduction_path}/{relative_path}" + group = as_zarr_group(datastore.zw[group_path], name=group_path) + if not bool(group.attrs.get("complete", False)): + raise ValueError( + "Mapping reference is incomplete. Rebuild the harmonized reference." + ) + schema_version = group.attrs.get("schemaVersion") + if is_legacy: + if schema_version != 1: + raise ValueError( + "Legacy mapping reference schema is incompatible. Rebuild the reference." + ) + warnings.warn( + "This mapping reference uses the legacy overwrite-in-place layout. " + "Rebuild it to create a content-addressed artifact.", + DeprecationWarning, + stacklevel=3, + ) + elif schema_version != MAPPING_REFERENCE_SCHEMA_VERSION: + raise ValueError( + "Mapping reference schema is incompatible. Rebuild the harmonized reference." + ) + if not is_legacy: + validate_mapping_reference_artifact(group) + model = _load_symphony_model_from_group(group) + return MappingReference( + datastore=datastore, + assay_name=assay_name, + cell_key=cell_key, + feature_key=feature_key, + reduction_path=reduction_path, + ann_path=ann_path, + artifact_path=group_path, + model=model, + feature_ids=np.asarray( + as_zarr_array(group["featureIds"], name="featureIds")[:] + ), + metadata=dict(group.attrs), + reference_distance_quantiles=( + np.asarray( + as_zarr_array( + group["referenceDistanceQuantiles"], + name="referenceDistanceQuantiles", + )[:] + ) + if "referenceDistanceQuantiles" in group + else None + ), + reference_distance_values=( + np.asarray( + as_zarr_array( + group["referenceDistanceValues"], + name="referenceDistanceValues", + )[:] + ) + if "referenceDistanceValues" in group + else None + ), + ) + + +def validate_mapping_reference_artifact(group: zarr.Group) -> None: + """Validate a content-addressed mapping-reference artifact.""" + if not bool(group.attrs.get("complete", False)): + raise ValueError( + "Mapping reference is incomplete. Rebuild the harmonized reference." + ) + if group.attrs.get("schemaVersion") != MAPPING_REFERENCE_SCHEMA_VERSION: + raise ValueError( + "Mapping reference schema is incompatible. Rebuild the harmonized reference." + ) + artifact_hash = group.attrs.get("artifactHash") + if not isinstance(artifact_hash, str): + raise ValueError("Mapping reference is missing its artifact hash.") + group_name = str(getattr(group, "path", "")).rstrip("/").rsplit("/", 1)[-1] + if group_name and group_name != artifact_hash: + raise ValueError("Mapping reference path does not match its artifact hash.") + _validate_mapping_reference_hash(group, artifact_hash) + + +def resolve_mapping_reference_group( + reduction_group: zarr.Group, +) -> tuple[zarr.Group, str, bool]: + artifact_hash = reduction_group.attrs.get(LATEST_MAPPING_REFERENCE_ATTRIBUTE) + if artifact_hash is not None and MAPPING_REFERENCES_GROUP in reduction_group: + relative_path = f"{MAPPING_REFERENCES_GROUP}/{artifact_hash}" + if relative_path in reduction_group: + return ( + as_zarr_group(reduction_group[relative_path], name=relative_path), + relative_path, + False, + ) + if MAPPING_REFERENCE_GROUP in reduction_group: + return ( + as_zarr_group( + reduction_group[MAPPING_REFERENCE_GROUP], + name=MAPPING_REFERENCE_GROUP, + ), + MAPPING_REFERENCE_GROUP, + True, + ) + raise KeyError("No mapping-reference artifact exists in this reduction") + + +def mapping_reference_hash( + model: SymphonyReferenceModel, + feature_ids: np.ndarray, + metadata: dict[str, Any], + reference_distance_quantiles: np.ndarray | None = None, + reference_distance_values: np.ndarray | None = None, +) -> str: + from .mapping_utils import array_hash + + digest = hashlib.sha256() + for values in ( + feature_ids, + model.feature_means, + model.feature_scales, + model.loadings, + model.centroids, + model.raw_centroids, + model.corrected_centroids, + model.cluster_mass, + model.sigma, + ): + digest.update(array_hash(np.asarray(values)).encode()) + for optional_values in ( + reference_distance_quantiles, + reference_distance_values, + ): + if optional_values is not None: + digest.update(array_hash(np.asarray(optional_values)).encode()) + digest.update(repr(float(model.correction_ridge)).encode()) + digest.update( + json.dumps( + metadata, sort_keys=True, separators=(",", ":"), default=str + ).encode() + ) + return digest.hexdigest() + + +def _validate_mapping_reference_hash(group: zarr.Group, expected_hash: str) -> None: + model = _load_symphony_model_from_group(group) + feature_ids = np.asarray(as_zarr_array(group["featureIds"], name="featureIds")[:]) + distance_quantiles = ( + np.asarray( + as_zarr_array( + group["referenceDistanceQuantiles"], + name="referenceDistanceQuantiles", + )[:] + ) + if "referenceDistanceQuantiles" in group + else None + ) + distance_values = ( + np.asarray( + as_zarr_array( + group["referenceDistanceValues"], + name="referenceDistanceValues", + )[:] + ) + if "referenceDistanceValues" in group + else None + ) + metadata = { + key: value + for key, value in dict(group.attrs).items() + if key + not in { + "artifactHash", + "complete", + "correctionRidge", + "schemaVersion", + } + } + actual_hash = mapping_reference_hash( + model, + feature_ids, + metadata, + distance_quantiles, + distance_values, + ) + if actual_hash != expected_hash: + raise ValueError( + "Mapping reference content does not match its artifact hash. " + "Rebuild the reference." + ) + + +def _write_array(group: zarr.Group, name: str, values: np.ndarray) -> None: + values = np.asarray(values, dtype=np.float64) + chunks = ( + (min(max(values.shape[0], 1), 10_000),) + if values.ndim == 1 + else (min(max(values.shape[0], 1), 1_000), values.shape[1]) + ) + array = create_zarr_dataset(group, name, chunks, "f8", values.shape) + array[...] = values + + +def _number_attribute(group: zarr.Group, name: str) -> float: + value = group.attrs[name] + if not isinstance(value, int | float): + raise ValueError(f"Mapping reference attribute {name!r} must be numeric") + return float(value) diff --git a/scarf/mapping_utils.py b/scarf/mapping_utils.py index cd10f5cb..577bf8bd 100644 --- a/scarf/mapping_utils.py +++ b/scarf/mapping_utils.py @@ -1,53 +1,241 @@ -"""Utility functions for the mapping.""" +"""Numerical and feature-alignment utilities for reference mapping.""" -from typing import Tuple +import hashlib +from typing import Any, cast -import dask.array as daskarr import numpy as np import pandas as pd from .assay import Assay -from .utils import controlled_compute, show_dask_progress, logger, tqdmbar +from .chunked import ChunkedArray +from .utils import controlled_compute, show_dask_progress, logger -__all__ = ["align_features", "coral"] +__all__ = [ + "align_features", + "array_hash", + "array_store_hash", + "conformal_prediction_sets", + "coral", + "distance_weights", +] -def _cov_diaged(da: daskarr) -> daskarr: - a = daskarr.cov(da, rowvar=0) - a[a == np.inf] = 0 - a[a == np.nan] = 0 - return a + np.eye(a.shape[0]) - +def array_hash(values: np.ndarray | list[Any]) -> str: + """Return a stable content hash for numeric or identifier arrays.""" + arr = np.asarray(values) + digest = hashlib.sha256() + digest.update(str(arr.shape).encode()) + digest.update(arr.dtype.str.encode()) + if arr.dtype.kind in {"O", "S", "U"}: + digest.update( + "\x1f".join(str(value) for value in arr.reshape(-1)).encode("utf-8") + ) + else: + digest.update(np.ascontiguousarray(arr).tobytes()) + return digest.hexdigest() -def _correlation_alignment(s: daskarr, t: daskarr, nthreads: int) -> daskarr: - from scipy.linalg import fractional_matrix_power as fmp - from threadpoolctl import threadpool_limits - s_cov = show_dask_progress( - _cov_diaged(s), f"CORAL: Computing source covariance", nthreads +def array_store_hash(values: Any) -> str: + """Hash a row-addressable array without materializing it in memory.""" + shape = tuple(int(value) for value in values.shape) + dtype = np.dtype(values.dtype) + digest = hashlib.sha256() + digest.update(str(shape).encode()) + digest.update(dtype.str.encode()) + if not shape: + digest.update(np.asarray(values[...]).tobytes()) + return digest.hexdigest() + chunks = getattr(values, "chunks", None) + row_chunk = ( + int(chunks[0]) + if chunks is not None and len(chunks) > 0 + else min(max(shape[0], 1), 10_000) ) - t_cov = show_dask_progress( - _cov_diaged(t), f"CORAL: Computing target covariance", nthreads + for start in range(0, shape[0], row_chunk): + stop = min(start + row_chunk, shape[0]) + block = np.asarray(values[start:stop]) + if dtype.kind in {"O", "S", "U"}: + digest.update( + "\x1f".join(str(value) for value in block.reshape(-1)).encode("utf-8") + ) + else: + digest.update(np.ascontiguousarray(block).tobytes()) + return digest.hexdigest() + + +def _distance_quantile_summary( + distances: Any, + max_samples: int = 100_000, + n_quantiles: int = 1_001, +) -> tuple[np.ndarray, np.ndarray]: + """Summarize first-neighbor distances with deterministic row sampling.""" + shape = tuple(int(value) for value in distances.shape) + if len(shape) not in {1, 2}: + raise ValueError("Neighbor distances must be one- or two-dimensional") + n_rows = shape[0] + if n_rows < 1: + raise ValueError("Neighbor distances are empty") + if len(shape) == 2 and shape[1] < 1: + raise ValueError("Neighbor distances do not contain any neighbors") + if max_samples < 1 or n_quantiles < 1: + raise ValueError("Sampling and quantile counts must be positive") + + stride = max(int(np.ceil(n_rows / max_samples)), 1) + chunks = getattr(distances, "chunks", None) + block_size = ( + int(chunks[0]) + if chunks is not None and len(chunks) > 0 + else min(n_rows, 10_000) ) + sampled: list[np.ndarray] = [] + for start in range(0, n_rows, block_size): + stop = min(start + block_size, n_rows) + block = np.asarray(distances[start:stop]) + if block.ndim == 2: + block = block[:, 0] + mask = np.arange(start, stop, dtype=np.int64) % stride == 0 + sampled.append(np.asarray(block[mask], dtype=np.float64)) + values = np.concatenate(sampled) + quantiles = np.linspace(0.0, 1.0, min(n_quantiles, len(values))) + return quantiles, np.quantile(values, quantiles) + + +def distance_weights(distances: np.ndarray) -> np.ndarray: + """Convert HNSW squared-L2 distances into normalized inverse-L2 weights.""" + values = np.asarray(distances, dtype=np.float64) + if values.ndim != 2: + raise ValueError("Expected a two-dimensional distance array") + if not np.all(np.isfinite(values)): + raise ValueError("Neighbor distances must be finite") + if np.any(values < 0): + raise ValueError("Neighbor distances must be non-negative") + + l2_distances = np.sqrt(values) + weights = np.zeros_like(l2_distances) + zero_mask = l2_distances == 0 + zero_count = zero_mask.sum(axis=1) + rows_with_zero = zero_count > 0 + if rows_with_zero.any(): + weights[rows_with_zero] = ( + zero_mask[rows_with_zero] / zero_count[rows_with_zero, np.newaxis] + ) + rows_without_zero = ~rows_with_zero + if rows_without_zero.any(): + inverse = 1.0 / l2_distances[rows_without_zero] + weights[rows_without_zero] = inverse / inverse.sum(axis=1, keepdims=True) + return weights + + +def conformal_prediction_sets( + label_scores: np.ndarray, + calibration_nonconformity: np.ndarray, + alpha: float = 0.1, +) -> np.ndarray: + """Return class-membership masks from split-conformal p-values.""" + scores = np.asarray(label_scores, dtype=np.float64) + calibration = np.asarray(calibration_nonconformity, dtype=np.float64) + if scores.ndim != 2: + raise ValueError("label_scores must be a two-dimensional array") + if calibration.ndim != 1 or calibration.size == 0: + raise ValueError("calibration_nonconformity must be a non-empty vector") + if not 0 < alpha < 1: + raise ValueError("alpha must be strictly between zero and one") + if not np.all(np.isfinite(scores)) or not np.all(np.isfinite(calibration)): + raise ValueError("Conformal inputs must be finite") + nonconformity = 1.0 - scores + p_values = ( + (calibration[np.newaxis, np.newaxis, :] >= nonconformity[:, :, np.newaxis]).sum( + axis=2 + ) + + 1 + ) / (len(calibration) + 1) + return cast(np.ndarray, p_values > alpha) + + +def _streaming_covariance(data: ChunkedArray, nthreads: int, msg: str) -> np.ndarray: + """Computes the (features x features) covariance by streaming row-blocks. + + Uses the identity cov = (XtX - n * mean (x) mean) / (n - 1), accumulating + the cross-product XtX and the column sums over row-blocks so peak memory + stays bounded by a single block plus the small (features x features) matrix. + """ + n_cols = data.shape[1] + xtx = np.zeros((n_cols, n_cols), dtype=np.float64) + col_sum = np.zeros(n_cols, dtype=np.float64) + n_rows = 0 + for block in data.stream_blocks(nthreads=nthreads, msg=msg): + a = block.astype(np.float64, copy=False) + xtx += a.T @ a + col_sum += a.sum(axis=0) + n_rows += a.shape[0] + if n_rows < 2: + raise ValueError("CORAL requires at least two cells in each dataset") + mean = col_sum / n_rows + cov = (xtx - n_rows * np.outer(mean, mean)) / (n_rows - 1) + if not np.all(np.isfinite(cov)): + raise ValueError("CORAL covariance contains non-finite values") + return cov + + +def _cov_diaged(data: ChunkedArray, nthreads: int, msg: str) -> np.ndarray: + a = _streaming_covariance(data, nthreads, msg) + a = (a + a.T) / 2 + if not np.all(np.isfinite(a)): + raise ValueError("CORAL covariance contains non-finite values") + return cast(np.ndarray, a + np.eye(a.shape[0], dtype=a.dtype)) + + +def _symmetric_matrix_power(matrix: np.ndarray, power: float) -> np.ndarray: + eigenvalues, eigenvectors = np.linalg.eigh(matrix) + if not np.all(np.isfinite(eigenvalues)): + raise ValueError("CORAL covariance decomposition failed") + if np.any(eigenvalues <= 0): + raise ValueError("CORAL covariance must be positive definite") + result = (eigenvectors * np.power(eigenvalues, power)) @ eigenvectors.T + if not np.all(np.isfinite(result)): + raise ValueError("CORAL covariance transform contains non-finite values") + return cast(np.ndarray, result) + + +def _correlation_alignment( + s: ChunkedArray, t: ChunkedArray, nthreads: int +) -> ChunkedArray: + from threadpoolctl import threadpool_limits + + if s.shape[1] != t.shape[1]: + raise ValueError("CORAL source and target must have the same feature count") + s_cov = _cov_diaged(s, nthreads, "CORAL: Computing source covariance") + t_cov = _cov_diaged(t, nthreads, "CORAL: Computing target covariance") logger.info( "Calculating fractional power of covariance matrices. This might take a while... " ) with threadpool_limits(limits=nthreads): - a_coral = np.dot(fmp(s_cov, -0.5), fmp(t_cov, 0.5)) + a_coral = _symmetric_matrix_power(s_cov, -0.5) @ _symmetric_matrix_power( + t_cov, 0.5 + ) + if not np.all(np.isfinite(a_coral)): + raise ValueError("CORAL transform contains non-finite values") logger.info("Fractional power calculation complete") - return daskarr.dot(s, a_coral) + return s.dot(a_coral) -def coral(source_data, target_data, assay, feat_key: str, cell_key: str, nthreads: int): - """Applies CORAL error correction to the input data. +def coral( + source_data: ChunkedArray, + target_data: ChunkedArray, + assay: Assay, + feat_key: str, + cell_key: str, + nthreads: int, +) -> None: + """Apply CORAL batch correction and write corrected data to Zarr. Args: - source_data (): - target_data (): - assay (): - feat_key (): - cell_key (): - nthreads (): + source_data: Query ChunkedArray to align to the reference. + target_data: Reference ChunkedArray defining the target distribution. + assay: Target Assay whose Zarr group receives corrected data. + feat_key: Feature selection key used in output path. + cell_key: Cell selection key used in output path. + nthreads: Threads for streaming statistics and writes. """ from .writers import dask_to_zarr from .utils import clean_array @@ -82,39 +270,55 @@ def coral(source_data, target_data, assay, feat_key: str, cell_key: str, nthread ), 1, ) - data = _correlation_alignment( + standardized = _correlation_alignment( (source_data - sm) / sd, (target_data - tm) / td, nthreads ) + # The alignment is computed in standardized coordinates. Restore the + # reference feature scale so the result can use the reference ANN + # transform exactly as an uncorrected query would. + data = standardized * td + tm dask_to_zarr( data, - assay.z["/"], - f"{assay.z.name}/normed__{cell_key}__{feat_key}/data_coral", - 1000, + assay.z, + f"normed__{cell_key}__{feat_key}/data_coral", + data.chunksize, nthreads, msg="Writing out coral corrected data", ) def _order_features( - s_assay, - t_assay, + s_assay: Assay, + t_assay: Assay, s_feat_ids: np.ndarray, filter_null: bool, - exclude_missing: bool, + missing_feature_policy: str, nthreads: int, target_cell_key: str = "I", -) -> Tuple[np.ndarray, np.ndarray]: +) -> tuple[np.ndarray, np.ndarray]: s_ids = pd.Series(s_assay.feats.fetch_all("ids")) t_ids = pd.Series(t_assay.feats.fetch_all("ids")) + if s_ids.duplicated().any(): + duplicates = s_ids[s_ids.duplicated()].iloc[:5].tolist() + raise ValueError(f"Reference feature identifiers must be unique: {duplicates}") + if t_ids.duplicated().any(): + duplicates = t_ids[t_ids.duplicated()].iloc[:5].tolist() + raise ValueError(f"Target feature identifiers must be unique: {duplicates}") + selected_ids = pd.Series(s_feat_ids) + if selected_ids.duplicated().any(): + duplicates = selected_ids[selected_ids.duplicated()].iloc[:5].tolist() + raise ValueError( + f"Selected reference feature identifiers must be unique: {duplicates}" + ) t_idx = t_ids.isin(s_feat_ids) if t_idx.sum() == 0: raise ValueError( "ERROR: None of the features from reference were found in the target data" ) if filter_null: - if exclude_missing is False: + if missing_feature_policy != "intersection": logger.warning( - "`filter_null` has not effect because `exclude_missing` is False" + "`filter_null` has no effect unless missing_feature_policy is 'intersection'" ) else: t_idx[t_idx] = ( @@ -127,7 +331,9 @@ def _order_features( != 0 ) t_idx = t_idx[t_idx].index - if exclude_missing: + if len(t_idx) == 0: + raise ValueError("No target features remain after applying the feature policy") + if missing_feature_policy == "intersection": s_idx = s_ids.isin(t_ids.values[t_idx]) else: s_idx = s_ids.isin(s_feat_ids) @@ -155,60 +361,116 @@ def align_features( filter_null: bool, exclude_missing: bool, nthreads: int, + missing_feature_policy: str | None = None, + missing_feature_values: np.ndarray | None = None, ) -> np.ndarray: """Aligns target features to source features. Args: - source_assay (): - target_assay (): - source_cell_key (): - source_feat_key (): - target_feat_key (): - filter_null (): - exclude_missing (): - nthreads (): + source_assay: Reference assay with features to align to. + target_assay: Target assay whose features are reordered and saved. + source_cell_key: Cell key for source normalization params. + source_feat_key: Feature key on the source assay. + target_feat_key: Feature key label for saved target data. + target_cell_key: Cell key on the target assay. + filter_null: Drop target features with zero counts in selected cells. + exclude_missing: Deprecated alias for ``missing_feature_policy='intersection'``. + nthreads: Threads for streaming alignment. + missing_feature_policy: One of ``'zero'``, ``'intersection'``, ``'error'``, + or ``'reference_mean'``. + ``'zero'`` fills absent target features with zero; + ``'intersection'`` retains only shared features; ``'error'`` + rejects incomplete feature overlap; and ``'reference_mean'`` fills + missing values from the stored reference mean. + missing_feature_values: Per-reference-feature values used for absent + target features. Required when ``missing_feature_policy`` is + ``'reference_mean'`` and target features are absent. Returns: + Target feature index array aligned to source order. """ from .writers import create_zarr_dataset - source_feat_ids = source_assay.feats.fetch( - "ids", key=source_cell_key + "__" + source_feat_key + if missing_feature_policy is None: + missing_feature_policy = "intersection" if exclude_missing else "zero" + if missing_feature_policy not in { + "zero", + "intersection", + "error", + "reference_mean", + }: + raise ValueError( + "missing_feature_policy must be one of 'zero', 'intersection', 'error', " + "or 'reference_mean'" + ) + if exclude_missing and missing_feature_policy != "intersection": + raise ValueError( + "exclude_missing=True is only compatible with missing_feature_policy='intersection'" + ) + + source_feature_key = ( + source_feat_key + if source_feat_key == "I" + else f"{source_cell_key}__{source_feat_key}" ) + source_feat_ids = source_assay.feats.fetch("ids", key=source_feature_key) s_idx, t_idx = _order_features( source_assay, target_assay, source_feat_ids, filter_null, - exclude_missing, + missing_feature_policy, nthreads, target_cell_key, ) - logger.info(f"{(t_idx == -1).sum()} features missing in target data") + n_missing = int((t_idx == -1).sum()) + if missing_feature_policy == "error" and n_missing: + raise ValueError( + f"Target data is missing {n_missing} required reference features" + ) + logger.info(f"{n_missing} features missing in target data") + if missing_feature_values is not None: + missing_feature_values = np.asarray(missing_feature_values) + if missing_feature_values.shape != (len(t_idx),): + raise ValueError( + "missing_feature_values must have one value per aligned reference feature" + ) + if missing_feature_policy == "reference_mean" and n_missing: + if missing_feature_values is None: + raise ValueError( + "reference_mean feature handling requires missing_feature_values" + ) + if not np.all(np.isfinite(missing_feature_values)): + raise ValueError("missing_feature_values must be finite") normed_loc = f"normed__{source_cell_key}__{source_feat_key}" - norm_params = source_assay.z[normed_loc].attrs["subset_params"] + norm_params = cast( + dict[str, Any], source_assay.z[normed_loc].attrs["subset_params"] + ) sorted_t_idx = np.array(sorted(t_idx[t_idx != -1])) normed_data = target_assay.normed( target_assay.cells.active_index(target_cell_key), sorted_t_idx, **norm_params ) - loc = f"{target_assay.z.name}/normed__{target_cell_key}__{target_feat_key}/data" - + normed_loc = f"normed__{target_cell_key}__{target_feat_key}" og = create_zarr_dataset( - target_assay.z["/"], loc, (1000,), "float64", (normed_data.shape[0], len(t_idx)) + target_assay.z, + f"{normed_loc}/data", + (1000, len(t_idx)), + "float64", + (normed_data.shape[0], len(t_idx)), ) pos_start, pos_end = 0, 0 unsorter_idx = np.argsort(np.argsort(t_idx[t_idx != -1])) - for i in tqdmbar( - normed_data.blocks, - total=normed_data.numblocks[0], - desc=f"({target_assay.name}) Writing aligned data to {loc.split('/')[1]}", + for i in normed_data.stream_blocks( + nthreads=nthreads, + msg=f"({target_assay.name}) Writing aligned data to {normed_loc}", ): pos_end += i.shape[0] - a = np.ones((i.shape[0], len(t_idx))) - a[:, np.where(t_idx != -1)[0]] = controlled_compute(i, nthreads)[ - :, unsorter_idx - ] + if missing_feature_values is None: + a = np.zeros((i.shape[0], len(t_idx)), dtype=i.dtype) + else: + a = np.broadcast_to(missing_feature_values, (i.shape[0], len(t_idx))).copy() + a[:, np.where(t_idx != -1)[0]] = i[:, unsorter_idx] og[pos_start:pos_end, :] = a pos_start = pos_end return s_idx diff --git a/scarf/markers.py b/scarf/markers.py index e9c5573a..fb35c8b7 100644 --- a/scarf/markers.py +++ b/scarf/markers.py @@ -1,21 +1,80 @@ """Module to find biomarkers.""" -from typing import Optional +from collections.abc import Generator +from typing import Any import numpy as np import pandas as pd -from numba import jit +import numba +from numba import jit, njit, prange, set_num_threads from scipy.stats import linregress, norm from scipy.stats import rankdata +import zarr -from scarf.assay import Assay +from scarf._types import as_zarr_array, as_zarr_group +from scarf.assay import Assay, RNAassay, norm_lib_size +from scarf.chunked import ChunkedArray from scarf.utils import logger, tqdmbar +_MARKER_SORT_BY = ("score", "p_value") +_MARKER_SORT_ASCENDING = (False, True) +# Dense marker batches keep raw + float32 normed + prefetch slack. +_MARKER_BYTES_PER_CELL_FEATURE = 32 -def read_prenormed_batches(store, cell_idx: np.ndarray, batch_size: int, desc: str): - batch = {} + +def resolve_marker_gene_batch_size( + *, + n_features: int, + n_cells: int, + column_chunk: int, + memory_bytes: int | None = None, + working_copies: int | None = None, +) -> int: + """Choose an automatic marker batch that fits the active memory budget. + + Explicit caller-provided batch sizes are unchanged. This helper only applies + when ``gene_batch_size`` is left as ``None``. + """ + from scarf.storage.budget import get_resource_budget + + n_features = max(1, int(n_features)) + n_cells = max(1, int(n_cells)) + column_chunk = max(1, int(column_chunk)) + if memory_bytes is None or working_copies is None: + budget = get_resource_budget() + memory_bytes = budget.memoryBytes if memory_bytes is None else memory_bytes + working_copies = ( + budget.workingCopies if working_copies is None else working_copies + ) + work = max(1, int(memory_bytes)) // max(1, int(working_copies)) + budget_cap = max(1, work // (n_cells * _MARKER_BYTES_PER_CELL_FEATURE)) + return max(1, min(column_chunk, n_features, budget_cap)) + + +def sort_marker_results(df: pd.DataFrame) -> pd.DataFrame: + frame = df.copy() + if "feature_index" not in frame.columns: + frame["feature_index"] = frame.index + sort_by = list(_MARKER_SORT_BY) + ascending = list(_MARKER_SORT_ASCENDING) + if "feature_name" in frame.columns: + sort_by.append("feature_name") + ascending.append(True) + else: + sort_by.append("feature_index") + ascending.append(True) + return frame.sort_values(by=sort_by, ascending=ascending) + + +def read_prenormed_batches( + store: zarr.Group, + cell_idx: np.ndarray, + batch_size: int, + desc: str, +) -> Generator[pd.DataFrame, None, None]: + batch: dict[int, np.ndarray] = {} for i in tqdmbar(store.keys(), desc=desc): - batch[int(i)] = store[i][:][cell_idx] + batch[int(i)] = np.asarray(as_zarr_array(store[str(i)])[cell_idx]) if len(batch) == batch_size: yield pd.DataFrame(batch) batch = {} @@ -23,13 +82,17 @@ def read_prenormed_batches(store, cell_idx: np.ndarray, batch_size: int, desc: s yield pd.DataFrame(batch) -def mannwhitneyu_from_ranks(ranked_df, groups, group_set): +def mannwhitneyu_from_ranks( + ranked_df: pd.DataFrame, + groups: np.ndarray, + group_set: np.ndarray, +) -> pd.DataFrame: """ Vectorized Mann-Whitney U test using pre-computed ranks with tie correction. - This function calculates two-sided p-values by reusing rank data that has - already been computed, avoiding redundant ranking operations. Includes tie - correction which is critical for zero-inflated data (e.g., scRNA-seq) where + This function calculates two-sided p-values by reusing rank data that has + already been computed, avoiding redundant ranking operations. Includes tie + correction which is critical for zero-inflated data (e.g., scRNA-seq) where many values are identical. Args: @@ -52,7 +115,7 @@ def mannwhitneyu_from_ranks(ranked_df, groups, group_set): # This is critical for zero-inflated data where many cells have the same value # T = Σ(t³ - t) / (n * (n - 1)) where t is the size of each tied group tie_corrections = np.zeros(ranked_df.shape[1]) - + for col_idx in range(ranked_df.shape[1]): ranks = ranked_df.iloc[:, col_idx].values # Count occurrences of each unique rank @@ -61,7 +124,7 @@ def mannwhitneyu_from_ranks(ranked_df, groups, group_set): tied_counts = counts[counts > 1] if len(tied_counts) > 0: # Σ(t³ - t) for all tied groups - tie_sum = np.sum(tied_counts ** 3 - tied_counts) + tie_sum = np.sum(tied_counts**3 - tied_counts) # Normalize by n*(n-1) to get the correction term tie_corrections[col_idx] = tie_sum / (n_total * (n_total - 1)) @@ -98,6 +161,125 @@ def mannwhitneyu_from_ranks(ranked_df, groups, group_set): return pd.DataFrame(pvals, index=ranked_df.columns).T +@njit(parallel=True, cache=True) +def _marker_stats_batch( + data: np.ndarray, + int_indices: np.ndarray, + group_counts: np.ndarray, + n_total: float, +) -> np.ndarray: + """Compute per-gene, per-group marker statistics for a batch. + + For each feature column a single argsort yields average ranks (for the + Mann-Whitney U rank sums), tie sums for tie correction, and dense ranks + (for the score). Per-group sum, count, and nonzero counts are accumulated + in the same pass. Returns an array of shape ``(n_genes, n_groups, 7)`` with + the last axis ordered as ``[score, mean, mean_rest, frac_exp, + frac_exp_rest, fold_change, z]``; the z statistic is converted to a p-value + by the caller. + """ + n_cells = data.shape[0] + n_genes = data.shape[1] + n_groups = group_counts.shape[0] + out = np.zeros((n_genes, n_groups, 7)) + for g in prange(n_genes): + v = data[:, g] + order = np.argsort(v) + ar = np.empty(n_cells) + dr = np.empty(n_cells) + tie_sum = 0.0 + i = 0 + rank = 0.0 + while i < n_cells: + j = i + vi = v[order[i]] + while j + 1 < n_cells and v[order[j + 1]] == vi: + j += 1 + avg = (i + j + 2) / 2.0 + rank += 1.0 + t = j - i + 1 + for k in range(i, j + 1): + ar[order[k]] = avg + dr[order[k]] = rank + if t > 1: + tie_sum += t * t * t - t + i = j + 1 + sum_g = np.zeros(n_groups) + nz_g = np.zeros(n_groups) + rank_g = np.zeros(n_groups) + drank_g = np.zeros(n_groups) + for c in range(n_cells): + grp = int_indices[c] + val = v[c] + sum_g[grp] += val + if val > 0: + nz_g[grp] += 1.0 + rank_g[grp] += ar[c] + drank_g[grp] += dr[c] + total_sum = 0.0 + total_nz = 0.0 + for x in range(n_groups): + total_sum += sum_g[x] + total_nz += nz_g[x] + r_sum = 0.0 + r_vals = np.empty(n_groups) + for x in range(n_groups): + cnt = group_counts[x] + r_vals[x] = drank_g[x] / cnt if cnt > 0 else 0.0 + r_sum += r_vals[x] + if n_total > 1: + tie_corr = tie_sum / (n_total * (n_total - 1)) + else: + tie_corr = 0.0 + for x in range(n_groups): + cnt = group_counts[x] + rest = n_total - cnt + m = sum_g[x] / cnt if cnt > 0 else 0.0 + m_o = (total_sum - sum_g[x]) / rest if rest > 0 else 0.0 + e = nz_g[x] / cnt if cnt > 0 else 0.0 + e_o = (total_nz - nz_g[x]) / rest if rest > 0 else 0.0 + if m_o == 0.0: + fc = 0.0 if m == 0.0 else 100.1 + else: + fc = m / m_o + r = r_vals[x] / r_sum if r_sum > 0 else 0.0 + n1 = cnt + n2 = rest + r1 = rank_g[x] + u1 = r1 - (n1 * (n1 + 1.0)) / 2.0 + mu = (n1 * n2) / 2.0 + var = (n1 * n2 / 12.0) * ((n_total + 1.0) - tie_corr) + if var > 0.0: + z = (u1 - mu - 0.5) / np.sqrt(var) + else: + z = 0.0 + out[g, x, 0] = r + out[g, x, 1] = m + out[g, x, 2] = m_o + out[g, x, 3] = e + out[g, x, 4] = e_o + out[g, x, 5] = fc + out[g, x, 6] = z + return out + + +def _batch_stats( + data: np.ndarray, + int_indices: np.ndarray, + group_counts: np.ndarray, + n_total: int, +) -> np.ndarray: + """Run the numba marker kernel and convert z statistics to p-values.""" + out = _marker_stats_batch( + np.ascontiguousarray(data, dtype=np.float32), + int_indices, + group_counts.astype(np.float32), + np.float32(n_total), + ) + out[:, :, 6] = 2.0 * norm.sf(np.abs(out[:, :, 6])) + return np.asarray(out) + + def find_markers_by_rank( assay: Assay, group_key: str, @@ -105,10 +287,11 @@ def find_markers_by_rank( feat_key: str, batch_size: int, use_prenormed: bool, - prenormed_store: Optional[str], + prenormed_store: zarr.Group | None, n_threads: int, - **norm_params, -) -> dict: + prefetch_depth: int = 1, + **norm_params: Any, +) -> dict[Any, pd.DataFrame]: """Identify marker genes/features for given groups using a rank-based approach. Uses a two-sided Mann-Whitney U test with tie correction to identify genes @@ -124,6 +307,7 @@ def find_markers_by_rank( use_prenormed: Whether to use pre-normalized data if available prenormed_store: Name of the store containing pre-normalized data n_threads: Number of threads to use for parallel processing + prefetch_depth: Number of feature batches to read ahead in parallel **norm_params: Additional parameters to pass to normalization functions Returns: @@ -131,55 +315,20 @@ def find_markers_by_rank( like fold changes, two-sided p-values, and effect sizes """ - from joblib import Parallel, delayed - - def calc(vdf): - # Rank data once for all subsequent calculations - ranked_vdf = vdf.rank(method="dense") - ranked_vdf_average = vdf.rank(method="average") - - # Calculate normalized mean ranks - r = ranked_vdf.groupby(groups).mean().reindex(group_set) - r = r / r.sum() - - g = np.array([pd.Series(groups).value_counts().reindex(group_set).values]).T - g_o = len(groups) - g - - s = vdf.groupby(groups).sum().reindex(group_set) - m = s / g - m_o = (s.sum() - s) / g_o - - s = (vdf > 0).groupby(groups).sum().reindex(group_set) - e = s / g - e_o = (s.sum() - s) / g_o - - fc = (m / m_o).fillna(0) - - # Vectorized Mann-Whitney U test using pre-computed ranks - pvals = mannwhitneyu_from_ranks(ranked_vdf_average, groups, group_set) - - return np.array( - [ - r.values, - m.values, - m_o.values, - e.values, - e_o.values, - fc.values, - pvals.values, - ] - ).T + from concurrent.futures import ThreadPoolExecutor @jit(nopython=True) - def calc_rank_mean(v): + def calc_rank_mean(v: np.ndarray) -> np.ndarray: """Calculates the mean rank of the data.""" r = np.ones(n_groups) for x in range(n_groups): r[x] = v[int_indices == x].mean() - return r / r.sum() + return np.asarray(r / r.sum()) @jit(nopython=True) - def calc_frac_fc(v): + def calc_frac_fc( + v: np.ndarray, + ) -> tuple[np.ndarray, np.ndarray, np.ndarray, np.ndarray, np.ndarray]: """Calculates the mean rank of the data.""" m = np.zeros(n_groups) m_o = np.zeros(n_groups) @@ -198,8 +347,10 @@ def calc_frac_fc(v): fc[x] = m[x] / (m_o[x]) return m, m_o, e, e_o, fc - def prenormed_mean_rank_wrapper(gene_idx): - d = prenormed_store[gene_idx][:][cell_idx] + def prenormed_mean_rank_wrapper( + item: tuple[int | str, np.ndarray], + ) -> tuple[int | str, np.ndarray]: + gene_idx, d = item r = calc_rank_mean(rankdata(d, method="dense")) m, m_o, e, e_o, fc = calc_frac_fc(d) # Calculate p-values for this single feature @@ -224,54 +375,144 @@ def prenormed_mean_rank_wrapper(gene_idx): "fold_change", "p_value", ] + results: dict[Any, pd.DataFrame] = {} if use_prenormed: if prenormed_store is None: if "prenormed" in assay.z: - prenormed_store = assay.z["prenormed"] + prenormed_store = as_zarr_group(assay.z["prenormed"], name="prenormed") else: raise ValueError( "Could not find prenormed values. Run with use_prenormed=False or create pre-normed values." ) - results = {x: [] for x in group_set} + prenormed_rows: dict[Any, list[list[Any]]] = {x: [] for x in group_set} cell_idx = assay.cells.active_index(cell_key) - batch_iterator = tqdmbar(prenormed_store.keys(), desc="Finding markers") - temp = Parallel(n_jobs=n_threads)( - delayed(prenormed_mean_rank_wrapper)(i) for i in batch_iterator - ) - for i in temp: - for j, k in zip(group_set, i[1].T): - results[j].append([i[0]] + list(k)) - for i in results: - results[i] = ( - pd.DataFrame(results[i], columns=out_cols) - .sort_values(by="score", ascending=False) - .round(5) - ) + gene_keys = list(prenormed_store.keys()) + n_batches = (len(gene_keys) + batch_size - 1) // batch_size + + def read_gene(gene_idx: int | str) -> tuple[int | str, np.ndarray]: + values = np.asarray(as_zarr_array(prenormed_store[str(gene_idx)])[cell_idx]) + return gene_idx, values + + def process_batches(executor: ThreadPoolExecutor | None) -> None: + batch_starts = range(0, len(gene_keys), batch_size) + for start in tqdmbar(batch_starts, desc="Finding markers", total=n_batches): + keys = gene_keys[start : start + batch_size] + if executor is None: + values = [read_gene(key) for key in keys] + else: + values = list(executor.map(read_gene, keys)) + if executor is None: + batch_results = [ + prenormed_mean_rank_wrapper(value) for value in values + ] + else: + batch_results = list( + executor.map(prenormed_mean_rank_wrapper, values) + ) + for gene_idx, stats in batch_results: + for group_id, group_stats in zip(group_set, stats.T, strict=True): + prenormed_rows[group_id].append([gene_idx] + list(group_stats)) + + if n_threads > 1: + with ThreadPoolExecutor(max_workers=n_threads) as executor: + process_batches(executor) + else: + process_batches(None) + for group_id, rows in prenormed_rows.items(): + frame = pd.DataFrame(rows, columns=out_cols) + cols_to_round = [col for col in frame.columns if col != "p_value"] + frame.loc[:, cols_to_round] = frame.loc[:, cols_to_round].round(5) + results[group_id] = sort_marker_results(frame) return results else: - batch_iterator = assay.iter_normed_feature_wise( - cell_key=cell_key, - feat_key=feat_key, - batch_size=batch_size, - msg="Finding markers", - **norm_params, + set_num_threads(min(max(1, n_threads), numba.config.NUMBA_NUM_THREADS)) + group_counts = pd.Series(groups).value_counts().reindex(group_set).values + n_total = len(groups) + + renormalize_subset = bool(norm_params.get("renormalize_subset", False)) + log_transform = bool(norm_params.get("log_transform", False)) + use_fast = ( + assay.normMethod is norm_lib_size + and not renormalize_subset + and assay.sf is not None ) - temp = np.vstack([calc(x) for x in batch_iterator]) - results = {} + + if use_fast: + if not isinstance(assay, RNAassay): + raise TypeError( + "Fast raw-count marker search requires an RNAassay instance" + ) + cell_idx = assay.cells.active_index(cell_key) + feat_idx = assay.feats.active_index(feat_key) + n_batches = max(1, (len(feat_idx) + batch_size - 1) // batch_size) + logger.debug( + f"Marker search (fast): {len(feat_idx)} features, {n_groups} groups, " + f"{n_batches} batches of {batch_size}" + ) + scalar = assay.cells.fetch_all(assay.name + "_nCounts")[cell_idx] + sf = assay.sf + if sf is None: + raise ValueError( + "RNA library-size normalization requires a size factor" + ) + scalar_col = np.asarray(scalar, dtype=np.float32).reshape(-1, 1) + scalar_col[scalar_col == 0] = 1 + batch_stats: list[np.ndarray] = [] + for ( + _block_idx, + raw, + _cols, + _read_sec, + _source, + ) in assay.iter_raw_column_blocks( + cell_idx=cell_idx, + feat_idx=feat_idx, + batch_size=batch_size, + msg="Finding markers", + ): + normed = (float(sf) * raw.astype(np.float32)) / scalar_col + if log_transform: + normed = np.log1p(normed) + stats = _batch_stats(normed, int_indices, group_counts, n_total) + batch_stats.append(stats) + stats_matrix = np.vstack(batch_stats) + else: + feat_index = assay.feats.active_index(feat_key) + batch_stats = [] + iterator = iter( + assay.iter_normed_feature_wise( + cell_key=cell_key, + feat_key=feat_key, + batch_size=batch_size, + msg="Finding markers", + **norm_params, + ) + ) + while True: + try: + mat = next(iterator) + except StopIteration: + break + values = mat.to_numpy() if isinstance(mat, pd.DataFrame) else mat[0] + stats = _batch_stats( + values, + int_indices, + group_counts, + n_total, + ) + batch_stats.append(stats) + stats_matrix = np.vstack(batch_stats) feat_index = assay.feats.active_index(feat_key) pval_col = "p_value" for n, i in enumerate(group_set): df = pd.DataFrame( - temp[:, n, :], columns=out_cols[1:], index=feat_index - ).sort_values(by="score", ascending=False) - + stats_matrix[:, n, :], columns=out_cols[1:], index=feat_index + ) cols_to_round = [col for col in df.columns if col != pval_col] df.loc[:, cols_to_round] = df.loc[:, cols_to_round].round(5) - results[i] = df - - results[i]["feature_index"] = results[i].index - results[i] = results[i][out_cols] + df["feature_index"] = df.index + results[i] = sort_marker_results(df)[out_cols] return results @@ -282,7 +523,7 @@ def find_markers_by_regression( regressor: np.ndarray, min_cells: int, batch_size: int = 50, - **norm_params, + **norm_params: Any, ) -> pd.DataFrame: """Find features that correlate with a continuous variable using linear regression. @@ -301,27 +542,49 @@ def find_markers_by_regression( - p_value: Statistical significance of correlation """ - res = {} - for df in assay.iter_normed_feature_wise( + regressor = np.asarray(regressor, dtype=float) + if regressor.ndim != 1: + raise ValueError("regressor must be one-dimensional") + if not np.isfinite(regressor).all(): + raise ValueError("regressor must contain only finite values") + if regressor.size < 2 or np.unique(regressor).size < 2: + raise ValueError("regressor must contain at least two distinct values") + if min_cells < 1: + raise ValueError("min_cells must be at least 1") + + res: dict[Any, tuple[float, float]] = {} + for feature_batch in assay.iter_normed_feature_wise( cell_key=cell_key, feat_key=feat_key, batch_size=batch_size, msg="Finding correlated features", **norm_params, ): - for i in df: - v = df[i].values - if (v > 0).sum() > min_cells: + if not isinstance(feature_batch, pd.DataFrame): + raise TypeError("Expected normalized feature batches as DataFrames.") + if feature_batch.shape[0] != regressor.shape[0]: + raise ValueError( + "Regressor length does not match the number of selected cells" + ) + for i in feature_batch: + v = np.asarray(feature_batch[i].values, dtype=float) + if not np.isfinite(v).all(): + raise ValueError(f"Feature {i!r} contains non-finite normalized values") + if (v > 0).sum() >= min_cells and np.ptp(v) > np.finfo(float).eps: lin_obj = linregress(regressor, v) - res[i] = (lin_obj.rvalue, lin_obj.pvalue) + res[i] = (float(lin_obj.rvalue), float(lin_obj.pvalue)) else: - res[i] = (0, 1) + res[i] = (0.0, 1.0) res = pd.DataFrame(res, index=["r_value", "p_value"]).T return res def knn_clustering( - d_array, n_neighbours: int, n_clusters: int, n_threads: int, ann_params: dict = None + d_array: ChunkedArray, + n_neighbours: int, + n_clusters: int, + n_threads: int, + ann_params: dict[str, Any] | None = None, ) -> np.ndarray: """ @@ -337,11 +600,25 @@ def knn_clustering( np.ndarray: 1D array of cluster assignments (integers from 1 to n_clusters) """ + if len(d_array.shape) != 2: + raise ValueError("d_array must be two-dimensional") + n_genes = int(d_array.shape[0]) + if n_genes < 2: + raise ValueError("At least two retained genes are required for clustering") + if not isinstance(n_neighbours, int) or isinstance(n_neighbours, bool): + raise TypeError("n_neighbours must be an integer") + if not 1 <= n_neighbours < n_genes: + raise ValueError(f"n_neighbours must satisfy 1 <= n_neighbours < {n_genes}") + if not isinstance(n_clusters, int) or isinstance(n_clusters, bool): + raise TypeError("n_clusters must be an integer") + if not 1 <= n_clusters <= n_genes: + raise ValueError(f"n_clusters must satisfy 1 <= n_clusters <= {n_genes}") + from .ann import instantiate_knn_index, fix_knn_query - from .utils import controlled_compute, tqdmbar, show_dask_progress + from .utils import show_dask_progress from scipy.sparse import csr_matrix - def make_knn_mat(data, k, t): + def make_knn_mat(data: ChunkedArray, k: int, t: int) -> csr_matrix: """Create a sparse KNN adjacency matrix from the input data. Args: @@ -353,35 +630,33 @@ def make_knn_mat(data, k, t): scipy.sparse.csr_matrix: Sparse adjacency matrix representing the KNN graph """ - for i in tqdmbar(data.blocks, desc="Fitting KNNs", total=data.numblocks[0]): - i = controlled_compute(i, t) + for i in data.stream_blocks(nthreads=t, msg="Fitting KNNs"): + if not np.isfinite(i).all(): + raise ValueError("Feature profiles must contain only finite values") ann_idx.add_items(i) s, e = 0, 0 - indices = [] - for i in tqdmbar( - data.blocks, desc="Identifying feature KNNs", total=data.numblocks[0] - ): + neighbor_indices: list[np.ndarray] = [] + for i in data.stream_blocks(nthreads=t, msg="Identifying feature KNNs"): e += i.shape[0] - i = controlled_compute(i, t) inds, d = ann_idx.knn_query(i, k=k + 1) inds, _, _ = fix_knn_query(inds, d, np.arange(s, e)) - indices.append(inds) + neighbor_indices.append(inds) s = e - indices = np.vstack(indices) - assert indices.shape[0] == data.shape[0] + indices_mat = np.vstack(neighbor_indices) + assert indices_mat.shape[0] == data.shape[0] return csr_matrix( ( - np.ones(indices.shape[0] * indices.shape[1]), + np.ones(indices_mat.shape[0] * indices_mat.shape[1]), ( - np.repeat(range(indices.shape[0]), indices.shape[1]), - indices.flatten(), + np.repeat(np.arange(indices_mat.shape[0]), indices_mat.shape[1]), + indices_mat.flatten(), ), ), - shape=(indices.shape[0], indices.shape[0]), + shape=(indices_mat.shape[0], indices_mat.shape[0]), ) - def make_clusters(mat, nc): + def make_clusters(mat: csr_matrix, nc: int) -> np.ndarray: """Generate clusters from a KNN adjacency matrix using hierarchical clustering. Args: @@ -396,9 +671,11 @@ def make_clusters(mat, nc): paris = skn.hierarchy.Paris(reorder=False) logger.info("Performing clustering, this might take a while...") dendrogram = paris.fit_transform(mat) - return skn.hierarchy.cut_straight(dendrogram, n_clusters=nc) + return np.asarray(skn.hierarchy.cut_straight(dendrogram, n_clusters=nc)) - def fix_cluster_order(data, clusters, t): + def fix_cluster_order( + data: ChunkedArray, clusters: np.ndarray, t: int + ) -> np.ndarray: """Reorder cluster labels based on feature expression patterns. Args: @@ -412,13 +689,13 @@ def fix_cluster_order(data, clusters, t): idxmax = show_dask_progress(data.argmax(axis=1), "Sorting clusters", t) cmm = pd.DataFrame([idxmax, clusters]).T.groupby(1).median()[0].sort_values() - return ( + return np.asarray( pd.Series(clusters) - .replace(dict(zip(cmm.index, range(1, 1 + len(cmm))))) + .replace(dict(zip(cmm.index, range(1, 1 + len(cmm)), strict=True))) .values ) - default_ann_params = { + default_ann_params: dict[str, Any] = { "space": "l2", "dim": d_array.shape[1], "max_elements": d_array.shape[0], @@ -431,7 +708,16 @@ def fix_cluster_order(data, clusters, t): if ann_params is None: ann_params = {} default_ann_params.update(ann_params) - ann_idx = instantiate_knn_index(**default_ann_params) + ann_idx = instantiate_knn_index( + space=str(default_ann_params["space"]), + dim=int(default_ann_params["dim"]), + max_elements=int(default_ann_params["max_elements"]), + ef_construction=int(default_ann_params["ef_construction"]), + M=int(default_ann_params["M"]), + random_seed=int(default_ann_params["random_seed"]), + ef=int(default_ann_params["ef"]), + num_threads=int(default_ann_params["num_threads"]), + ) return fix_cluster_order( d_array, make_clusters(make_knn_mat(d_array, n_neighbours, n_threads), n_clusters), diff --git a/scarf/meld_assay.py b/scarf/meld_assay.py index 16a45d32..5f7003cd 100644 --- a/scarf/meld_assay.py +++ b/scarf/meld_assay.py @@ -12,15 +12,18 @@ import gzip import logging -from typing import Tuple, List, Union +from collections.abc import Callable, Iterable, Iterator +from typing import Any import numpy as np import pandas as pd from numba import jit -from scipy.sparse import coo_matrix -from zarr import hierarchy +from scipy.sparse import coo_matrix, csc_matrix, csr_matrix, diags +import zarr -from .utils import controlled_compute, logger, tqdmbar +from .assay import Assay +from .storage.zarr_store import accumulate_sparse_to_shards +from .utils import logger, tqdmbar from .writers import create_zarr_count_assay __all__ = ["GffReader", "coordinate_melding"] @@ -34,7 +37,7 @@ def __init__( gff_fn: str, up_offset: int = 1000, down_offset: int = 500, - chunk_size=100000, + chunk_size: int = 100000, ): """ @@ -53,7 +56,7 @@ def __init__( self.down = down_offset self.chunksize = chunk_size - def fetch_header_lines(self) -> List[str]: + def fetch_header_lines(self) -> list[str]: """Fetch header lines (starting with '#') from GFF file. Returns: A list of all the header lines @@ -87,7 +90,7 @@ def stream(self) -> pd.DataFrame: for df in stream: yield df - def get_promoter(self, v: pd.Series) -> Tuple[int, int]: + def get_promoter(self, v: pd.Series) -> tuple[int, int]: """Create strand-aware promoter coordinates using gene start and end coordinates. @@ -104,7 +107,7 @@ def get_promoter(self, v: pd.Series) -> Tuple[int, int]: else: raise ValueError(f"ERROR: Unknown symbol for strand: {v[6]}") - def get_body(self, v: pd.Series) -> Tuple[int, int]: + def get_body(self, v: pd.Series) -> tuple[int, int]: """Create strand-aware gene body + promoter coordinates using gene start and end coordinates. @@ -122,7 +125,7 @@ def get_body(self, v: pd.Series) -> Tuple[int, int]: raise ValueError(f"ERROR: Unknown symbol for strand: {v[6]}") @staticmethod - def get_ids_names(v: pd.Series) -> Tuple[str, str]: + def get_ids_names(v: pd.Series) -> tuple[str | None, str | None]: """Extracts gene_id and gene_name values from last (9th) column of GFF file record. @@ -142,7 +145,7 @@ def get_ids_names(v: pd.Series) -> Tuple[str, str]: return gid, name @staticmethod - def d_apply(d: pd.DataFrame, func) -> np.ndarray: + def d_apply(d: pd.DataFrame, func: Callable[[pd.Series], Any]) -> np.ndarray: """A convenience method to apply arbitrary functions over a dataframe. Args: @@ -201,7 +204,7 @@ def to_bed( return None -def create_bed_from_coord_ids(ids: list) -> pd.DataFrame: +def create_bed_from_coord_ids(ids: Iterable[str]) -> pd.DataFrame: """Creates a 3 column BED file from list of strings in format: @@ -210,14 +213,21 @@ def create_bed_from_coord_ids(ids: list) -> pd.DataFrame: Returns: A 3 column Pandas dataframe sorted by chromosome and start position + while preserving input indices so rows still align with assay feature + positions. """ - out = [] - for i in ids: - j = i.split(":") - o = [j[0], int(j[1].split("-")[0]), int(j[1].split("-")[1])] - out.append(o) - return pd.DataFrame(out).sort_values(by=[0, 1]) + ser = pd.Series(list(ids), dtype="object") + chrom_rest = ser.str.split(":", expand=True) + start_end = chrom_rest[1].str.split("-", expand=True) + df = pd.DataFrame( + { + 0: chrom_rest[0].to_numpy(), + 1: start_end[0].astype(np.int64).to_numpy(), + 2: start_end[1].astype(np.int64).to_numpy(), + } + ) + return df.sort_values(by=[0, 1]) @jit(nopython=True) @@ -293,12 +303,12 @@ def get_ranges(df: pd.DataFrame, idx: np.ndarray) -> np.ndarray: A numpy array with start and end positions """ - return df[[1, 2]][idx].values.astype(int) + return np.asarray(df[[1, 2]][idx].values, dtype=int) def get_feature_mappings( peaks_bed_df: pd.DataFrame, features_bed_df: pd.DataFrame -) -> Tuple[np.ndarray, np.ndarray, np.ndarray]: +) -> tuple[np.ndarray, np.ndarray, csc_matrix]: """Identify which intervals from `features_bed_df` overlap with those from `peaks_bed_df`. @@ -307,29 +317,35 @@ def get_feature_mappings( 'chrom', 'start', 'end'. It should be sorted by chromosome and start features_bed_df: DataFrame containing reference intervals. Must have at least 5 columns: 'chrom', 'start', 'end', 'ids', 'names'. - It should be sorted by chromosome and start + It should be sorted by chromosome and start. Features are retained even + when their chromosome has no peaks. Returns: - A tuple containing three numpy arrays, the first two are simply the 'ids' and 'names' - columns from `features_bed_df`. These are returned to ensure that they are in same order - as the indices in the third array. The third array has shape (features_bed_df.shape[0], 2). - The values are indices of the overlapping intervals from peaks_bed_df. If no overlap is found - then that row has value [-1, -1]. + A tuple containing the 'ids' and 'names' columns from `features_bed_df` (as numpy arrays) + and a sparse mapping matrix. The mapping has shape (n_peaks, n_features) where n_peaks is + `peaks_bed_df.shape[0]` and n_features is the number of features. A nonzero at position + (p, f) means peak `p` (indexed by its position in the assay) overlaps feature `f`. Peak + row indices use `peaks_bed_df.index` so they align with the columns of the assay count + matrix. Features are kept in the sorted feature BED order of the returned id/name arrays. """ - cross_indices = [] - feats_ids, feats_names = [], [] - id_counter = {} + feats_ids: list[str] = [] + feats_names: list[str] = [] + id_counter: dict[str, int] = {} + map_peak_rows: list[int] = [] + map_feat_cols: list[int] = [] n_no_match = 0 - for chrom in peaks_bed_df[0].unique(): - feats_chrom_idx = np.array(features_bed_df[0] == chrom) - if feats_chrom_idx.shape[0] == 0: - logger.warning(f"Chromosome {chrom} not in the input feature BED") - continue + feat_col = 0 + peak_chroms = set(peaks_bed_df[0].unique()) + + for chrom in features_bed_df[0].unique(): + feats_chrom_idx = (features_bed_df[0] == chrom).values + chrom_names = features_bed_df[4][feats_chrom_idx].values + chrom_ids = features_bed_df[3][feats_chrom_idx].values - feats_names.extend(features_bed_df[4][feats_chrom_idx].values) + feats_names.extend(chrom_names) # Making IDs unique - for i in features_bed_df[3][feats_chrom_idx].values: + for i in chrom_ids: if i not in id_counter: id_counter[i] = 0 id_counter[i] += 1 @@ -337,63 +353,83 @@ def get_feature_mappings( i = i + f"_{id_counter[i]}" feats_ids.append(i) - peaks_chrom_idx = np.array(peaks_bed_df[0] == chrom) + if chrom not in peak_chroms: + # Features on this chromosome are kept but overlap nothing, so no peak is present. + logger.warning(f"Chromosome {chrom} not in the input peak coordinates") + n_no_match += len(chrom_ids) + feat_col += len(chrom_ids) + continue + + peaks_chrom_idx = (peaks_bed_df[0] == chrom).values match_indices = binary_search( get_ranges(peaks_bed_df, peaks_chrom_idx), get_ranges(features_bed_df, feats_chrom_idx), ).astype(int) - # Now this is the main trick. Since the peak_bed_df is a sorted dataframe. - # The dataframe index might itself not be in sorted order. + # The peaks dataframe is sorted, so its positional index might not be in sorted order. peak_idx = np.array(peaks_bed_df.index[peaks_chrom_idx]) - for i in match_indices: - if i[0] == -1: - assert i[1] == -1 - cross_indices.append(None) + for m in match_indices: + if m[0] == -1: + assert m[1] == -1 n_no_match += 1 else: - cross_indices.append(list(peak_idx[i[0] : i[1]])) + peaks_for_feat = peak_idx[m[0] : m[1]] + map_peak_rows.extend(peaks_for_feat.tolist()) + map_feat_cols.extend([feat_col] * peaks_for_feat.shape[0]) + feat_col += 1 if len(feats_ids) == 0: raise ValueError( "ERROR: None of the features were found in the assay. Melding failed" ) - feats_ids = np.array(feats_ids) - feats_names = np.array(feats_names) - cross_indices = np.array(cross_indices, dtype=object) - if n_no_match == len(cross_indices): + feats_ids_arr = np.array(feats_ids) + feats_names_arr = np.array(feats_names) + n_features = feats_ids_arr.shape[0] + if n_no_match == n_features: logging.critical( "None of the provided features overlap with the peak coordinates. " "Melding has possibly failed." ) else: - logger.info( - f"{n_no_match}/{feats_ids.shape[0]} features did not overlap with any peak" - ) - if len(set(feats_ids)) != feats_ids.shape[0]: + logger.info(f"{n_no_match}/{n_features} features did not overlap with any peak") + if len(set(feats_ids_arr)) != n_features: raise ValueError( "ERROR: encountered an unexpected error. Somehow the feature ids are not unique " "despite our attempt to make them unique by appending a suffix. Please report this " "bug on Github" ) - assert feats_ids.shape[0] == feats_names.shape[0] == cross_indices.shape[0] - return feats_ids, feats_names, cross_indices + assert feats_ids_arr.shape[0] == feats_names_arr.shape[0] + mapping = coo_matrix( + ( + np.ones(len(map_peak_rows), dtype=np.float64), + ( + np.asarray(map_peak_rows, dtype=np.int64), + np.asarray(map_feat_cols, dtype=np.int64), + ), + ), + shape=(peaks_bed_df.shape[0], n_features), + ).tocsc() + return feats_ids_arr, feats_names_arr, mapping def create_counts_mat( - assay, - store: hierarchy, - cross_map: np.ndarray, + assay: Assay, + store: zarr.Array, + mapping: csc_matrix, scalar_coeff: float, renormalization: bool, ) -> None: """Populate the count matrix in the Zarr store. + The melded value of a feature for a given cell is the sum of the TF-IDF normalized values of + all peaks overlapping that feature. This is computed per block as a sparse matrix product + between the TF-IDF matrix and the peak-to-feature `mapping` matrix. + Args: - assay: Scarf Assay object which contains the rawData attribute representing Dask array of count matrix + assay: Scarf Assay object which contains the rawData attribute representing a chunked array of count matrix store: Output Zarr Dataset - cross_map: Mapping of indices. as obtained from get_feature_mappings function + mapping: Sparse peak-to-feature mapping of shape (n_peaks, n_features) from get_feature_mappings scalar_coeff: An arbitrary scalar multiplier. Only used when renormalization is True. renormalization: Whether to rescale the sum of feature values for each cell to `scalar_coeff` @@ -401,46 +437,42 @@ def create_counts_mat( None """ - idx = np.where(cross_map)[0] - feat_idx = np.repeat(idx, list(map(len, cross_map[idx]))) - peak_idx = np.array( - sum(list(cross_map[idx]), []) - ) # There is no guarantee that these are in sorted order - assert feat_idx.shape == peak_idx.shape - n_term_per_doc = assay.cells.fetch_all(assay.name + "_nFeatures") n_docs = n_term_per_doc.shape[0] n_docs_per_term = assay.feats.fetch_all("nCells") - - s = 0 - for a in tqdmbar(assay.rawData.blocks, total=assay.rawData.numblocks[0]): - a = controlled_compute(a, assay.nthreads) - tf = a / n_term_per_doc[s : s + a.shape[0]].reshape(-1, 1) - idf = np.log2(1 + (n_docs / (n_docs_per_term + 1))) - a = tf * idf - - df = pd.DataFrame(a[:, peak_idx]).T - df["fidx"] = feat_idx - df = df.groupby("fidx").sum().T - if renormalization: - df = (scalar_coeff * df) / df.sum(axis=1).values.reshape(-1, 1) - assert df.shape[1] == idx.shape[0] - - coord_renamer = dict(enumerate(df.columns)) - coo = coo_matrix(df.values) - coo.col = np.array([coord_renamer[x] for x in coo.col]) - store.set_coordinate_selection((s + coo.row, coo.col), coo.data) - s += a.shape[0] + idf = np.log2(1 + (n_docs / (n_docs_per_term + 1))) + + def block_stream() -> Iterator[coo_matrix]: + s = 0 + # stream_blocks yields materialized, in-order row blocks with bounded + # read-ahead so the next block is fetched while the current one is + # normalized and written. This overlaps read latency with compute and + # writes, which matters most for remote (cloud) stores. + for a in assay.rawData.stream_blocks(msg="Melding assay"): + tf = a / n_term_per_doc[s : s + a.shape[0]].reshape(-1, 1) + tfidf = tf * idf + block = (csr_matrix(tfidf) @ mapping).tocsr() + if renormalization: + row_sums = np.asarray(block.sum(axis=1)).reshape(-1) + scale = np.zeros(row_sums.shape[0], dtype=np.float64) + nz = row_sums != 0 + scale[nz] = scalar_coeff / row_sums[nz] + block = diags(scale) @ block + yield block.tocoo() + s += a.shape[0] + + accumulate_sparse_to_shards(store, block_stream()) def coordinate_melding( - assay, - workspace: Union[str, None], + assay: Assay, + workspace: str | None, feature_bed: pd.DataFrame, new_assay_name: str, peaks_col: str = "ids", scalar_coeff: float = 1e5, renormalization: bool = True, + peaks_coords: np.ndarray | None = None, ) -> None: """This function the coordinates of the features of the given assay and overlaps (genomics intersection) them with a user provided set of external @@ -450,13 +482,15 @@ def coordinate_melding( from original feature. Similarly, a single original feature may overlap with multiple new features and hence its value will used for multiple new features. The values are TF-IDF normalized before they are saved into the - new assay. + new assay. Features that do not overlap any peak are retained with zero + counts; DataStore reload marks those zero-count features invalid. Args: - assay: Scarf Assay object which contains the rawData attribute representing Dask array of count matrix. + assay: Scarf Assay object which contains the rawData attribute representing a chunked array of count matrix. workspace: feature_bed: DataFrame containing reference intervals. Must have at least 5 columns representing - 'chrom', 'start', 'end', 'ids', 'names'. But the column names should 0,1,2,3,4 + 'chrom', 'start', 'end', 'ids', 'names'. But the column names should 0,1,2,3,4. + Output feature order follows this dataframe. new_assay_name: Name of the new melded assay peaks_col: The name of the column in the feature metadata that contains the coordinate information. This column should have coordinates in this format . The values from this @@ -464,16 +498,23 @@ def coordinate_melding( scalar_coeff: An arbitrary scalar multiplier. Only used when renormalization is True (Default value: 1e5) renormalization: Whether to rescale the sum of feature values for each cell to `scalar_coeff` (Default value: True) + peaks_coords: Optional pre-fetched peak coordinate strings for `peaks_col`. When provided, + the coordinates are not fetched again from the assay. Returns: None """ - peaks_bed = create_bed_from_coord_ids(assay.feats.fetch_all(peaks_col)) - feat_ids, feat_names, mappings = get_feature_mappings(peaks_bed, feature_bed) + if peaks_coords is None: + peaks_coords = assay.feats.fetch_all(peaks_col) + peaks_bed = create_bed_from_coord_ids(peaks_coords) + feat_ids, feat_names, mapping = get_feature_mappings(peaks_bed, feature_bed) + + from .storage.zarr_store import zarr_group_root + store_root = zarr_group_root(assay.z, mode="r+") g = create_zarr_count_assay( - z=assay.z["/"], + z=store_root, assay_name=new_assay_name, workspace=workspace, chunk_size=assay.rawData.chunksize, @@ -486,7 +527,7 @@ def coordinate_melding( create_counts_mat( assay=assay, store=g, - cross_map=mappings, + mapping=mapping, scalar_coeff=scalar_coeff, renormalization=renormalization, ) diff --git a/scarf/merge.py b/scarf/merge.py index c5d75fec..7410022e 100644 --- a/scarf/merge.py +++ b/scarf/merge.py @@ -6,16 +6,16 @@ import os import re from collections import Counter -from typing import Dict, List, Optional, Tuple, Union +from collections.abc import Iterator +from typing import Any import numpy as np import pandas as pd -import polars as pl import zarr -from dask.array import from_array -from dask.array.core import Array as daskArrayType from scipy.sparse import coo_matrix +from ._types import as_zarr_array, as_zarr_group +from .chunked import Block, ChunkedArray from .assay import Assay from .datastore.datastore import DataStore from .metadata import MetaData @@ -25,9 +25,17 @@ load_zarr, logger, permute_into_chunks, + prefetch_blocks, tqdmbar, ) -from .writers import create_zarr_count_assay, create_zarr_obj_array +from .storage.budget import worker_prefetch_depth +from .storage.zarr_store import accumulate_sparse_to_shards, is_local_zarr_path +from .writers import ( + create_zarr_count_assay, + create_zarr_dataset, + create_zarr_obj_array, + finalize_writer_counts, +) __all__ = [ "DatasetMerge", @@ -45,7 +53,7 @@ class DummyAssay: def __init__( self, ds: DataStore, - counts: daskArrayType, + counts: ChunkedArray, feats: MetaData, name: str, ): @@ -55,6 +63,15 @@ def __init__( self.name = name +type MergeAssay = Assay | DummyAssay + +type _RowPlan = tuple[ + dict[int, dict[int, np.ndarray]], + dict[int, dict[int, np.ndarray]], + np.ndarray, +] + + class AssayMerge: # class ZarrMerge is renamed to AssayMerge for better understanding """Merge multiple Zarr files into a single Zarr file. @@ -66,6 +83,8 @@ class AssayMerge: `assays` parameter. merge_assay_name: Name of assay in the merged Zarr file. For example, for scRNA-Seq it could be simply, 'RNA'. + in_workspaces: Source workspace per assay (None uses each assay's default layout). + out_workspace: Target workspace name in the merged Zarr file. chunk_size: Tuple of cell and feature chunk size. (Default value: (1000, 1000)). dtype: Dtype of the raw values in the assay. Dtype is automatically inferred from the provided assays. If assays have different dtypes then a float type is used. @@ -75,7 +94,6 @@ class AssayMerge: are set as True as in the 'I' column. To keep the filtering information set the value for this parameter to False. (Default value: True) seed: Seed for randomization of rows in the assays. - feat_name_ids_same: If True, then feature names and feature ids are same in the assays. (Default value: False) Attributes: assays: List of assay objects to be merged. For example, [ds1.RNA, ds2.RNA]. @@ -93,58 +111,76 @@ class AssayMerge: def __init__( self, zarr_path: ZARRLOC, - assays: List[Assay], - names: List[str], + assays: list[MergeAssay], + names: list[str], merge_assay_name: str, - in_workspaces: Union[list[str], None] = None, - out_workspace: Union[str, None] = None, - chunk_size=(1000, 1000), - dtype: Optional[str] = None, + in_workspaces: list[str] | None = None, + out_workspace: str | None = None, + chunk_size: tuple[int, int] = (1000, 1000), + dtype: str | None = None, overwrite: bool = False, - prepend_text: Optional[str] = "orig", + prepend_text: str | None = "orig", reset_cell_filter: bool = True, - seed: Optional[int] = 42, - ): + seed: int | None = 42, + storage_options: dict[str, Any] | None = None, + _row_plan: _RowPlan | None = None, + _row_chunk_sizes: list[int] | None = None, + ) -> None: self.assays = assays self.names = names self.inWorkspaces = in_workspaces self.outWorkspace = out_workspace self.merge_assay_name = merge_assay_name self.chunk_size = chunk_size + self.storage_options = storage_options + self._usesSharedRowPlan = _row_plan is not None or _row_chunk_sizes is not None + row_plan = ( + self.perform_randomization_rows(seed, _row_chunk_sizes) + if _row_plan is None + else _row_plan + ) ( self.permutations_rows, self.permutations_rows_offset, self.coordinates_permutations, - ) = self.perform_randomization_rows(seed) - self.mergedCells: pl.DataFrame = self._merge_cell_table( + ) = row_plan + for assay_idx, assay in enumerate(self.assays): + planned_rows = sum( + rows.size for rows in self.permutations_rows[assay_idx].values() + ) + if planned_rows != assay.rawData.shape[0]: + raise ValueError( + "All assays from a datastore must contain the same number of cells" + ) + self.mergedCells: pd.DataFrame = self._merge_cell_table( reset_cell_filter, prepend_text ) self.nCells: int = self.mergedCells.shape[0] - self.featCollection: List[Dict[str, str]] = self._get_feat_ids(assays) + self.featCollection: list[dict[str, str]] = self._get_feat_ids(assays) self.feat_name_ids_same: bool = self.check_feat_ids(self.featCollection) + self.featCollection_map: list[dict[str, str]] if self.feat_name_ids_same is True: - self.feat_suffix: Dict[int, int] = self.get_feat_suffix() + self.feat_suffix: dict[int, int] = self.get_feat_suffix() self.featCollection = self.update_feat_ids() - self.featCollection_map: List[Dict[str, str]] = ( - self.update_feat_ids_for_map() - ) + self.featCollection_map = self.update_feat_ids_for_map() else: - self.featCollection_map: List[Dict[str, str]] = self.featCollection.copy() + self.featCollection_map = self.featCollection.copy() - self.mergedFeats: pl.DataFrame = self._merge_order_feats(self.featCollection) - self.mergedFeats_map: pl.DataFrame = self._merge_order_feats( + self.mergedFeats: pd.DataFrame = self._merge_order_feats(self.featCollection) + self.mergedFeats_map: pd.DataFrame = self._merge_order_feats( self.featCollection_map ) self.nFeats: int = self.mergedFeats_map.shape[0] - self.featOrder: List[np.ndarray] = self._ref_order_feat_idx() + self.featOrder: list[np.ndarray] = self._ref_order_feat_idx() + self.featOrder_map: list[np.ndarray] if self.feat_name_ids_same is True: - self.featOrder_map: List[np.ndarray] = self._ref_order_feat_idx_map() + self.featOrder_map = self._ref_order_feat_idx_map() else: - self.featOrder_map: List[np.ndarray] = self.featOrder.copy() + self.featOrder_map = self.featOrder.copy() - self.cellOrder: Dict[int, Dict[int, np.ndarray]] = self._ref_order_cell_idx() + self.cellOrder: dict[int, dict[int, np.ndarray]] = self._ref_order_cell_idx() self.z: zarr.Group = self._use_existing_zarr( zarr_path, merge_assay_name, overwrite ) @@ -167,9 +203,11 @@ def __init__( ) def perform_randomization_rows( - self, seed: Optional[int] = 42 - ) -> Tuple[ - Dict[int, Dict[int, np.ndarray]], Dict[int, Dict[int, np.ndarray]], np.ndarray + self, + seed: int | None = 42, + row_chunk_sizes: list[int] | None = None, + ) -> tuple[ + dict[int, dict[int, np.ndarray]], dict[int, dict[int, np.ndarray]], np.ndarray ]: """ Perform randomization of rows in the assays. @@ -178,7 +216,14 @@ def perform_randomization_rows( Returns: """ rng = np.random.default_rng(seed=seed) - chunkSize = np.array([x.rawData.chunksize[0] for x in self.assays]) + if row_chunk_sizes is None: + chunkSize = np.array([x.rawData.chunksize[0] for x in self.assays]) + else: + if len(row_chunk_sizes) != len(self.assays): + raise ValueError("Row chunk sizes must match the number of assays") + chunkSize = np.asarray(row_chunk_sizes, dtype=int) + if np.any(chunkSize <= 0): + raise ValueError("Row chunk sizes must be positive") nCells = np.array([x.rawData.shape[0] for x in self.assays]) permutations = { i: permute_into_chunks(nCells[i], chunkSize[i]) @@ -253,7 +298,7 @@ def perform_randomization_rows( ) return permutations_rows, permutations_rows_offset, coordinates_permutations - def _ref_order_cell_idx(self) -> Dict[int, Dict[int, np.ndarray]]: + def _ref_order_cell_idx(self) -> dict[int, dict[int, np.ndarray]]: """ Calculate the order of the cells in the merged assay. """ @@ -277,8 +322,8 @@ def _ref_order_cell_idx(self) -> Dict[int, Dict[int, np.ndarray]]: return new_cells def _merge_cell_table( - self, reset: bool, prepend_text: Optional[str] = None - ) -> pl.DataFrame: + self, reset: bool, prepend_text: str | None = None + ) -> pd.DataFrame: """Merges the cell metadata table for each sample. Args: @@ -295,30 +340,25 @@ def _merge_cell_table( prepend_text = None ret_val = [] for assay, name in zip(self.assays, self.names): - a = assay.cells.to_polars_dataframe(assay.cells.columns) - a = a.with_columns( - [pl.Series("ids", np.array([f"{name}__{x}" for x in a["ids"]]))] - ) - for i in a.columns: + a = assay.cells.to_pandas_dataframe(assay.cells.columns) + a["ids"] = np.array([f"{name}__{x}" for x in a["ids"]]) + for i in list(a.columns): if i not in ["ids", "I", "names"] and prepend_text is not None: - a = a.with_columns( - [pl.Series(f"{prepend_text}_{i}", assay.cells.fetch_all(i))] - ) - a = a.drop([i]) + a[f"{prepend_text}_{i}"] = assay.cells.fetch_all(i) + a = a.drop(columns=[i]) if reset: - a = a.with_columns( - [pl.Series("I", np.ones(len(a["ids"])).astype(bool))] - ) - ret_val.append(a.to_pandas()) + a["I"] = np.ones(len(a["ids"])).astype(bool) + ret_val.append(a) # Here we merge the cell metadata tables for each sample. We simply concatenate the tables and reset the index. ret_val_df = pd.concat(ret_val, axis=0).reset_index(drop=True) # Now we use the offsets stored in permutations_rows_offset along with the coordinates_permutations to reorder the cells in the merged assay. The offsets are used to bring the cells in the same order as the rows in the merged assay. - compiled_idx = [ - self.permutations_rows_offset[i][j] - for i, j in self.coordinates_permutations - ] - compiled_idx = np.concatenate(compiled_idx) + compiled_idx = np.concatenate( + [ + self.permutations_rows_offset[i][j] + for i, j in self.coordinates_permutations + ] + ) # Index the merged cell metadata table with the compiled_idx to get the final randomized merged cell metadata table. ret_val_df = ret_val_df.iloc[compiled_idx] if sum([x.cells.N for x in self.assays]) != ret_val_df.shape[0]: @@ -329,7 +369,7 @@ def _merge_cell_table( return ret_val_df @staticmethod - def _get_feat_ids(assays) -> List[Dict[str, str]]: + def _get_feat_ids(assays: list[MergeAssay]) -> list[dict[str, str]]: """Fetches ID->names mapping of features from each assay. Args: @@ -341,11 +381,11 @@ def _get_feat_ids(assays) -> List[Dict[str, str]]: """ ret_val = [] for i in assays: - df = i.feats.to_polars_dataframe(["names", "ids"]) + df = i.feats.to_pandas_dataframe(["names", "ids"]) ret_val.append(dict(zip(df["ids"].to_numpy(), df["names"].to_numpy()))) return ret_val - def check_feat_ids(self, featCollection: List[Dict[str, str]]) -> bool: + def check_feat_ids(self, featCollection: list[dict[str, str]]) -> bool: """ Check if feature names and feature ids are different in the assays. """ @@ -361,7 +401,7 @@ def check_feat_ids(self, featCollection: List[Dict[str, str]]) -> bool: break return isSame - def get_feat_suffix(self) -> Dict[int, int]: + def get_feat_suffix(self) -> dict[int, int]: """ Get the suffix of the feature ids. """ @@ -385,12 +425,12 @@ def get_feat_suffix(self) -> Dict[int, int]: feat_suffix[i] = -1 return feat_suffix - def update_feat_ids(self) -> List[Dict[str, str]]: + def update_feat_ids(self) -> list[dict[str, str]]: """ Update the feature ids in case of same feature names and ids. Returns: - `List[Dict[str, str]]`: List of dictionaries containing the updated feature ids for the merged assay. + `list[dict[str, str]]`: List of dictionaries containing the updated feature ids for the merged assay. This function updates the feature ids for the merged assay in case the feature names and ids are the same in the assays. This function will generate a new feature id and name for the duplicate feature names and ids. @@ -412,7 +452,7 @@ def update_feat_ids(self) -> List[Dict[str, str]]: if counter[val] == 1: # Unique value in_dict[val] = val else: # Multiple values -- update - updated_val = f"{val}_{min_val+sum_counter[val]}" + updated_val = f"{val}_{min_val + sum_counter[val]}" in_dict[updated_val] = updated_val sum_counter[val] += 1 else: @@ -422,7 +462,7 @@ def update_feat_ids(self) -> List[Dict[str, str]]: num = int(val.split("_")[-1]) # replace the number with min_val updated_val = pattern.sub( - f"_{min_val-self.feat_suffix[i]+num}", val + f"_{min_val - self.feat_suffix[i] + num}", val ) in_dict[updated_val] = updated_val else: @@ -431,12 +471,12 @@ def update_feat_ids(self) -> List[Dict[str, str]]: new_featCollection.append(in_dict) return new_featCollection - def update_feat_ids_for_map(self) -> List[Dict[str, str]]: + def update_feat_ids_for_map(self) -> list[dict[str, str]]: """ Get the updated feature ids mapping for the merged assay in case of same feature names and ids. Returns: - `List[Dict[str, str]]`: List of dictionaries containing the updated feature ids for the merged assay. + `list[dict[str, str]]`: List of dictionaries containing the updated feature ids for the merged assay. This function updates the feature ids for the merged assay in case the feature names and ids are the same in the assays. This function will remove the numeric suffix from the feature ids and update them with the feature names. @@ -444,32 +484,30 @@ def update_feat_ids_for_map(self) -> List[Dict[str, str]]: pattern = re.compile(r"_\d+$") new_featCollection = [] for dict_ in self.featCollection: - in_dict = {} - for x in dict_.values(): - # check if the value ends with a number - if pattern.search(x): - val = x.split("_")[:-1] - val = "_".join(val) - if val not in in_dict: - in_dict[val] = val + in_dict: dict[str, str] = {} + for feat_val in dict_.values(): + if pattern.search(feat_val): + base_val = "_".join(feat_val.split("_")[:-1]) + if base_val not in in_dict: + in_dict[base_val] = base_val else: - in_dict[x] = x + in_dict[feat_val] = feat_val new_featCollection.append(in_dict) return new_featCollection - def _merge_order_feats(self, FeatCollection) -> pl.DataFrame: + def _merge_order_feats(self, feat_collection: list[dict[str, str]]) -> pd.DataFrame: """Merge features from all the assays and determine their order. Returns: """ - union_set = {} - for ids in FeatCollection: + union_set: dict[str, str] = {} + for ids in feat_collection: for i in ids: if i not in union_set: union_set[i] = ids[i] - ret_val = pl.DataFrame( + ret_val = pd.DataFrame( { - "idx": range(len(union_set)), + "idx": list(range(len(union_set))), "names": list(union_set.values()), "ids": list(union_set.keys()), } @@ -485,31 +523,29 @@ def _merge_order_feats(self, FeatCollection) -> pl.DataFrame: logger.warning("The number overlapping features is very low.") return ret_val - def _ref_order_feat_idx(self) -> List[np.ndarray]: + def _ref_order_feat_idx(self) -> list[np.ndarray]: ret_val = [] for ids in self.featCollection: - ordered_ids = pl.DataFrame({"ids": list(ids.keys())}) - # vals = self.mergedFeats.filter(pl.col("ids").is_in(list(ids.keys())))["idx"] - vals = ordered_ids.join(self.mergedFeats, on="ids", how="left")[ + ordered_ids = pd.DataFrame({"ids": list(ids.keys())}) + vals = ordered_ids.merge(self.mergedFeats, on="ids", how="left")[ "idx" ].to_numpy() ret_val.append(np.array(vals)) return ret_val - def _ref_order_feat_idx_map(self) -> List[np.ndarray]: + def _ref_order_feat_idx_map(self) -> list[np.ndarray]: """ Get the order of the features in the merged assay. Returns: - `List[np.ndarray]`: List of numpy arrays containing the order of the features in the merged assay. + `list[np.ndarray]`: List of numpy arrays containing the order of the features in the merged assay. This function returns the order of the features in the merged assay. The order is determined by the feature """ featorder = [] - names_to_idx = self.mergedFeats_map.select(["names", "idx"]).to_dict( - as_series=False + name_to_idx_dict = dict( + zip(self.mergedFeats_map["names"], self.mergedFeats_map["idx"]) ) - name_to_idx_dict = dict(zip(names_to_idx["names"], names_to_idx["idx"])) pattern = re.compile(r"_\d+$") for dict_ in self.featCollection: vals = [] @@ -523,17 +559,17 @@ def _ref_order_feat_idx_map(self) -> List[np.ndarray]: return featorder def _use_existing_zarr( - self, zarr_loc: ZARRLOC, merge_assay_name, overwrite + self, zarr_loc: ZARRLOC, merge_assay_name: str, overwrite: bool ) -> zarr.Group: if self.outWorkspace is None: cell_slot = "cellData" assay_slot = merge_assay_name else: cell_slot = f"{self.outWorkspace}/cellData" - assay_slot = f"{self.outWorkspace}/merge_assay_name" + assay_slot = f"{self.outWorkspace}/{merge_assay_name}" try: - z = load_zarr(zarr_loc, mode="r") + z = load_zarr(zarr_loc, mode="r", storage_options=self.storage_options) if cell_slot not in z: raise ValueError( f"ERROR: Zarr file exists but seems corrupted. Either delete the " # noqa: F541 @@ -546,9 +582,10 @@ def _use_existing_zarr( "a different zarr path or a different assay name. Otherwise set overwrite to True" ) try: + cell_data = as_zarr_group(z[cell_slot], name=cell_slot) + cell_ids = as_zarr_array(cell_data["ids"], name="ids") if not all( - z[cell_slot]["ids"][:] - == np.array(np.array(self.mergedCells["ids"])) # type: ignore + np.asarray(cell_ids[:]) == np.array(self.mergedCells["ids"]) ): raise ValueError( f"ERROR: order of cells does not match the one in existing file" # noqa: F541 @@ -558,18 +595,22 @@ def _use_existing_zarr( f"ERROR: 'cell data seems corrupted. Either delete the " # noqa: F541 "existing file or choose another path" ) - return load_zarr(zarr_loc, mode="r+") - except ValueError: + return load_zarr(zarr_loc, mode="r+", storage_options=self.storage_options) + except FileNotFoundError: # So no zarr file with same name exists. Check if a non zarr folder with the same name exists - if isinstance(zarr_loc, str) and os.path.exists(zarr_loc): + if ( + is_local_zarr_path(zarr_loc) + and isinstance(zarr_loc, str) + and os.path.exists(zarr_loc) + ): raise ValueError( f"ERROR: Directory/file with name `{zarr_loc}`exists. " f"Either delete it or use another name" ) # creating a new zarr file - return load_zarr(zarr_loc, mode="w") + return load_zarr(zarr_loc, mode="w", storage_options=self.storage_options) - def _ini_cell_data(self, overwrite) -> None: + def _ini_cell_data(self, overwrite: bool) -> None: """Save cell attributes to Zarr. Returns: @@ -591,37 +632,43 @@ def _ini_cell_data(self, overwrite) -> None: ) def _dask_to_coo( - self, d_arr, order: np.ndarray, order_map: np.ndarray, n_threads: int + self, + d_arr: Any, + order: np.ndarray, + order_map: np.ndarray, + n_threads: int, ) -> coo_matrix: """ - Convert a Dask array to a sparse COO matrix. + Convert a chunked array block to a sparse COO matrix. Args: - d_arr: Dask array to be converted + d_arr: Chunked array block to be converted order: Original feature indices order_map: Consolidated feature indices n_threads: Number of threads to use for computation Returns: Sparse COO matrix - This function takes a Dask array and converts it to a sparse COO matrix. - The `order` is the original feature indices and `order_map` is the consolidated feature indices - i.e. the indices of the features in the merged assay. If the `order` and `order_map` are the same, - then the function will directly convert the Dask array to a COO matrix. If they are different, - then the function will consolidate the data from the Dask array to the COO matrix using the `order_map`. - For multiple indices mapping to the same consolidated index, the data is summed up. + Each source column is remapped through `order_map` to its merged feature + index. If multiple source columns map to the same merged feature, their + values are summed. """ - mat = np.zeros((d_arr.shape[0], self.nFeats)) computed_data = controlled_compute(d_arr, n_threads) - # Create a mapping from original feature indices to their consolidated indices - consolidation_map = {orig: cons for orig, cons in zip(order, order_map)} - # Iterate through the columns of the computed data - for i, col_data in enumerate(computed_data.T): - consolidated_idx = consolidation_map[order[i]] - mat[:, consolidated_idx] += col_data + if ( + order.shape != order_map.shape + or order_map.shape[0] != computed_data.shape[1] + ): + raise ValueError("Feature order does not match the source matrix width") - return coo_matrix(mat) + source = coo_matrix(computed_data) + mapped = coo_matrix( + (source.data, (source.row, order_map[source.col])), + shape=(computed_data.shape[0], self.nFeats), + ) + if not np.array_equal(order, order_map): + mapped.sum_duplicates() + return mapped - def dump(self, nthreads=4): + def dump(self, nthreads: int = 4) -> None: """Copy the values from individual assays to the merged assay. Args: @@ -629,32 +676,73 @@ def dump(self, nthreads=4): Returns: """ - counter = 0 - for i, (assay, feat_order, feat_order_map) in enumerate( - zip(self.assays, self.featOrder, self.featOrder_map) - ): - for j, block in tqdmbar( - enumerate(assay.rawData.blocks), - total=assay.rawData.numblocks[0], - desc=f"Writing data from assay {i+1}/{len(self.assays)} to merged file", - ): - # Perform the inter-chunk permutation of the rows - perm_order = self.permutations_rows[i][j] - perm_order = perm_order - perm_order.min() - block = block[perm_order, :] - a = self._dask_to_coo(block, feat_order, feat_order_map, nthreads) - # Here we use the one-to-one mapping of the chunks in the assays to the chunks in the merged assay to bring the data in the same order. - row_idx = self.cellOrder[i][j] - self.assayGroup.set_coordinate_selection( - (a.row + row_idx.min(), a.col), a.data.astype(self.assayGroup.dtype) + assay_blocks = ( + [] + if self._usesSharedRowPlan + else [list(assay.rawData.blocks) for assay in self.assays] + ) + coordinates = [ + (int(assay_idx), int(block_idx)) + for assay_idx, block_idx in self.coordinates_permutations + ] + + expected_start = 0 + for assay_idx, block_idx in coordinates: + row_idx = self.cellOrder[assay_idx][block_idx] + if row_idx.size == 0 or int(row_idx[0]) != expected_start: + raise AssertionError( + "ERROR: Merged block order does not match the cell metadata order." ) - counter += a.shape[0] - try: - assert counter == self.nCells - except AssertionError: + expected_start += row_idx.size + + def convert_block(coordinate: tuple[int, int]) -> coo_matrix: + assay_idx, block_idx = coordinate + perm_order = self.permutations_rows[assay_idx][block_idx] + if self._usesSharedRowPlan: + row_start = int(perm_order.min()) + row_end = int(perm_order.max()) + 1 + block = Block( + self.assays[assay_idx].rawData, + row_start, + row_end, + row_perm=perm_order - row_start, + ) + else: + local_order = perm_order - perm_order.min() + block = assay_blocks[assay_idx][block_idx][local_order, :] + return self._dask_to_coo( + block, + self.featOrder[assay_idx], + self.featOrder_map[assay_idx], + nthreads, + ) + + def block_stream() -> Iterator[coo_matrix]: + blocks = prefetch_blocks( + coordinates, + convert_block, + max_ahead=worker_prefetch_depth(), + ) + yield from tqdmbar( + blocks, + total=len(coordinates), + desc="Writing merged assay", + ) + + counter = accumulate_sparse_to_shards( + self.assayGroup, + block_stream(), + dtype=self.assayGroup.dtype, + ) + if counter != self.nCells or expected_start != self.nCells: raise AssertionError( "ERROR: Mismatch in number of cells in the merged assay. Please report this issue." ) + self.assayGroup = finalize_writer_counts( + self.z, + self.merge_assay_name, + self.outWorkspace, + ) # Alias for ZarrMerge @@ -663,7 +751,7 @@ class ZarrMerge(AssayMerge): Alias for AssayMerge for backward compatibility. """ - def __init__(self, *args, **kwargs): + def __init__(self, *args: Any, **kwargs: Any) -> None: logger.warning( "The 'ZarrMerge' class is deprecated and will be removed in a future release. Please use 'AssayMerge' instead." ) @@ -707,18 +795,19 @@ class DatasetMerge: def __init__( self, - datasets: List[DataStore], + datasets: list[DataStore], zarr_path: ZARRLOC, - names: List[str], - in_workspaces: Union[list[str], None] = None, - out_workspace: Union[str, None] = None, - chunk_size=(1000, 1000), - dtype: Optional[str] = None, + names: list[str], + in_workspaces: list[str] | None = None, + out_workspace: str | None = None, + chunk_size: tuple[int, int] = (1000, 1000), + dtype: str | None = None, overwrite: bool = False, - prepend_text: Optional[str] = "orig", + prepend_text: str | None = "orig", reset_cell_filter: bool = True, - seed: Optional[int] = 42, - ): + seed: int | None = 42, + storage_options: dict[str, Any] | None = None, + ) -> None: self.datasets = datasets self.names = names self.zarr_path = zarr_path @@ -730,49 +819,68 @@ def __init__( self.prepend_text = prepend_text self.reset_cell_filter = reset_cell_filter self.seed = seed + self.storage_options = storage_options self.unique_assays = self.get_unique_assays() self.n_unique_assays = len(self.unique_assays) self.merge_generators = self.create_merge_generators() - def get_unique_assays(self) -> List[str]: + def get_unique_assays(self) -> list[str]: """ Get unique assays from both datasets """ - unique_assays = set() + unique_assays = [] + seen = set() for ds in self.datasets: - unique_assays.update(ds.assay_names) - return list(unique_assays) + for assay_name in ds.assay_names: + if assay_name not in seen: + seen.add(assay_name) + unique_assays.append(assay_name) + return unique_assays - def create_merge_generators(self) -> List[AssayMerge]: + def create_merge_generators(self) -> list[AssayMerge]: """ Create AssayMerge objects for each unique assay """ - gens = [] + gens: list[AssayMerge] = [] + shared_row_plan: _RowPlan | None = None + row_chunk_sizes = [ + min( + int(ds.get_assay(assay_name).rawData.chunksize[0]) + for assay_name in ds.assay_names + ) + for ds in self.datasets + ] for assay in self.unique_assays: - assay_list = [] + assay_list: list[MergeAssay] = [] for ds in self.datasets: if assay in ds.assay_names: assay_list.append(ds.get_assay(assay)) else: - # Generate a dummy assay on the fly - dummy_assay: DummyAssay = self.generate_dummy_assay(ds, assay) - assay_list.append(dummy_assay) - gens.append( - AssayMerge( - zarr_path=self.zarr_path, - assays=assay_list, - names=self.names, - merge_assay_name=assay, - in_workspaces=self.in_workspaces, - out_workspace=self.out_workspace, - chunk_size=self.chunk_size, - dtype=self.dtype, - overwrite=self.overwrite, - prepend_text=self.prepend_text, - reset_cell_filter=self.reset_cell_filter, - seed=self.seed, - ) + assay_list.append(self.generate_dummy_assay(ds, assay)) + generator = AssayMerge( + zarr_path=self.zarr_path, + assays=assay_list, + names=self.names, + merge_assay_name=assay, + in_workspaces=self.in_workspaces, + out_workspace=self.out_workspace, + chunk_size=self.chunk_size, + dtype=self.dtype, + overwrite=self.overwrite, + prepend_text=self.prepend_text, + reset_cell_filter=self.reset_cell_filter, + seed=self.seed, + storage_options=self.storage_options, + _row_plan=shared_row_plan, + _row_chunk_sizes=row_chunk_sizes, ) + gens.append(generator) + if shared_row_plan is None: + shared_row_plan = ( + generator.permutations_rows, + generator.permutations_rows_offset, + generator.coordinates_permutations, + ) return gens def generate_dummy_assay(self, ds: DataStore, assay_name: str) -> DummyAssay: @@ -798,17 +906,23 @@ def generate_dummy_assay(self, ds: DataStore, assay_name: str) -> DummyAssay: # Create a dummy assay with zero counts and matching features dummy_shape = (ds.cells.N, reference_assay.feats.N) - dummy_counts = zarr.zeros( - dummy_shape, chunks=chunkShape, dtype=reference_assay.rawData.dtype + mem_store = zarr.storage.MemoryStore() + mem_group = zarr.open_group(store=mem_store, mode="w") + dummy_array = create_zarr_dataset( + mem_group, + "counts", + chunkShape, + reference_assay.rawData.dtype, + dummy_shape, ) - dummy_counts = from_array(dummy_counts, chunks=chunkShape) + dummy_counts = ChunkedArray(dummy_array, nthreads=1) dummy_assay = DummyAssay( ds, dummy_counts, reference_assay.feats, reference_assay.name ) logger.info(f"Generated dummy {assay_name} assay for datastore {ds}") return dummy_assay - def dump(self, nthreads=4) -> None: + def dump(self, nthreads: int = 4) -> None: """ Dump the merged data to the zarr file """ diff --git a/scarf/metadata.py b/scarf/metadata.py index 62c28f6f..bca9e4f6 100644 --- a/scarf/metadata.py +++ b/scarf/metadata.py @@ -2,20 +2,32 @@ and features.""" import re -from typing import List, Iterable, Any, Dict, Tuple, Optional, Union +from collections.abc import Iterable, Iterator +from dataclasses import dataclass +from typing import Any import numpy as np import pandas as pd -import polars as pl -from zarr import hierarchy as z_hierarchy +import zarr +from ._types import as_zarr_array from .feat_utils import fit_lowess from .utils import logger from .writers import create_zarr_obj_array -zarrGroup = z_hierarchy.Group +zarrGroup = zarr.Group -__all__ = ["MetaData"] +__all__ = ["MetaData", "MetaDataRowBlock"] + + +@dataclass(frozen=True, slots=True) +class MetaDataRowBlock: + """One contiguous slice of a MetaData table for blockwise scans.""" + + start: int + stop: int + active_global_indices: np.ndarray + values: dict[str, np.ndarray] def _all_true(bools: np.ndarray) -> np.ndarray: @@ -29,7 +41,7 @@ def _all_true(bools: np.ndarray) -> np.ndarray: """ a = bools.sum(axis=0) a[a < bools.shape[0]] = 0 - return a.astype(bool) + return np.asarray(a, dtype=bool) class MetaData: @@ -49,7 +61,7 @@ def __init__(self, zgrp: zarrGroup): Args: zgrp: Zarr hierarchy object wherein metadata arrays are saved. """ - self.locations: Dict[str, zarrGroup] = {"primary": zgrp} + self.locations: dict[str, zarrGroup] = {"primary": zgrp} self.N = self._get_size(self.locations["primary"], strict_mode=True) self.index = np.array(range(self.N)) @@ -66,7 +78,9 @@ def _get_size(self, zgrp: zarrGroup, strict_mode: bool = False) -> int: sizes = [] for i in zgrp.keys(): try: - sizes.append(zgrp[i].shape[0]) + child = zgrp[i] + if isinstance(child, zarr.Array): + sizes.append(child.shape[0]) except Exception: pass if len(sizes) > 0: @@ -96,14 +110,14 @@ def _col_renamer(loc: str, col: str) -> str: return f"{loc}_{col}" return col - def _column_map(self) -> Dict[str, Union[str, Tuple[str, str]]]: + def _column_map(self) -> dict[str, str | tuple[str, str]]: """ Returns: """ reserved_cols = ["I", "ids", "names"] - col_map: Dict[str, Union[str, Tuple[str, str]]] = { + col_map: dict[str, str | tuple[str, str]] = { x: "primary" for x in reserved_cols } for loc, zgrp in self.locations.items(): @@ -117,7 +131,7 @@ def _column_map(self) -> Dict[str, Union[str, Tuple[str, str]]]: col_map[j] = (loc, i) return col_map - def _get_loc(self, column: str) -> Tuple[str, str]: + def _get_loc(self, column: str) -> tuple[str, str]: """ Args: @@ -129,10 +143,13 @@ def _get_loc(self, column: str) -> Tuple[str, str]: col_map = self._column_map() if column not in col_map: raise KeyError(f"{column} does not exist in the metadata columns.") - loc, col = col_map[column] + entry = col_map[column] + if isinstance(entry, str): + return "primary", column + loc, col = entry return loc, col - def _get_array(self, column: str) -> z_hierarchy.Array: + def _get_array(self, column: str) -> zarr.Array: """ Args: @@ -142,9 +159,9 @@ def _get_array(self, column: str) -> z_hierarchy.Array: """ loc, col = self._get_loc(column) - return self.locations[loc][col] # type: ignore + return as_zarr_array(self.locations[loc][col], name=col) - def get_dtype(self, column: str) -> type: + def get_dtype(self, column: str) -> np.dtype[Any]: """Returns the dtype for the given column. Args: @@ -161,7 +178,7 @@ def _verify_bool(self, key: str) -> bool: Returns: None """ - if self.get_dtype(key) != bool: + if self.get_dtype(key) != bool: # noqa: E721 raise TypeError( "ERROR: `key` should be name of a boolean type column in Metadata table" ) @@ -190,9 +207,9 @@ def mount_location(self, zgrp: zarrGroup, identifier: str) -> None: cols = self.columns conflict_names = [x for x in new_cols if x in cols] if len(conflict_names) > 0: - conflict_names = " ".join(conflict_names) + conflict_str = " ".join(conflict_names) raise ValueError( - f"ERROR: These names in location conflict with existing names: {conflict_names}\n. " + f"ERROR: These names in location conflict with existing names: {conflict_str}\n. " f"Please try with a different identifier value." ) self.locations[identifier] = zgrp @@ -214,7 +231,7 @@ def unmount_location(self, identifier: str) -> None: self.locations.pop(identifier) @property - def columns(self) -> List[str]: + def columns(self) -> list[str]: """ Returns: @@ -231,7 +248,7 @@ def fetch_all(self, column: str) -> np.ndarray: Returns: """ - return self._get_array(column)[:] + return np.asarray(self._get_array(column)[:]) def active_index(self, key: str) -> np.ndarray: """ @@ -243,7 +260,7 @@ def active_index(self, key: str) -> np.ndarray: """ if self._verify_bool(key): - return self.index[self.fetch_all(key)] + return np.asarray(self.index[self.fetch_all(key)]) else: raise ValueError( "ERROR: Unexpected error when verifying boolean key. Please report this issue" @@ -259,7 +276,68 @@ def fetch(self, column: str, key: str = "I") -> np.ndarray: Returns: """ - return self.fetch_all(column)[self.active_index(key)] + return np.asarray(self.fetch_all(column)[self.active_index(key)]) + + def default_block_rows(self, column: str = "I") -> int: + """Prefer the Zarr chunk length of ``column`` for row iteration.""" + arr = self._get_array(column) + chunks = getattr(arr, "chunks", None) + if chunks and len(chunks) > 0 and int(chunks[0]) > 0: + return int(chunks[0]) + return max(1, min(self.N, 100_000)) + + def iter_row_blocks( + self, + *, + cell_key: str = "I", + columns: Iterable[str] | None = None, + block_rows: int | None = None, + ) -> Iterator[MetaDataRowBlock]: + """Yield contiguous row blocks over this table. + + Each block covers a half-open global index range ``[start, stop)``. + ``active_global_indices`` lists rows in that range that pass + ``cell_key``. Column arrays are aligned to those active indices only. + + When ``block_rows`` is omitted, block size follows the Zarr chunk length + of ``cell_key`` (via ``default_block_rows``). + + Concatenating ``active_global_indices`` across blocks equals + ``active_index(cell_key)``. Concatenating each column equals + ``fetch(column, cell_key)``. + """ + self._verify_bool(cell_key) + if block_rows is None: + block_rows = self.default_block_rows(cell_key) + if block_rows < 1: + raise ValueError("block_rows must be >= 1") + + if columns is None: + col_list: list[str] = [] + else: + col_list = list(columns) + for col in col_list: + if col not in self.columns: + raise KeyError(f"{col} does not exist in the metadata columns.") + + key_arr = self._get_array(cell_key) + col_arrays = {c: self._get_array(c) for c in col_list} + + for start in range(0, self.N, block_rows): + stop = min(start + block_rows, self.N) + key_slice = np.asarray(key_arr[start:stop], dtype=bool) + local = np.flatnonzero(key_slice) + active_global = (local + start).astype(np.int64, copy=False) + values: dict[str, np.ndarray] = {} + for col, arr in col_arrays.items(): + block = np.asarray(arr[start:stop]) + values[col] = block[local] + yield MetaDataRowBlock( + start=start, + stop=stop, + active_global_indices=active_global, + values=values, + ) def _save( self, column_name: str, values: np.ndarray, location: str = "primary" @@ -287,7 +365,11 @@ def _save( return None def _fill_to_index( - self, values: np.ndarray, fill_value, key: str, auto_fill_disable: bool = False + self, + values: np.ndarray, + fill_value: Any, + key: str, + auto_fill_disable: bool = False, ) -> np.ndarray: """Makes sure that the array being added to the table is of the same shape. If the array has same shape as the table then the input array is @@ -337,7 +419,7 @@ def _fill_to_index( return a def get_index_by( - self, value_targets: List[Any], column: str, key: Optional[str] = None + self, value_targets: list[Any], column: str, key: str | None = None ) -> np.ndarray: """ @@ -353,7 +435,7 @@ def get_index_by( values = self.fetch_all(column) else: values = self.fetch(column, key) - value_map = {} + value_map: dict[str, list[int]] = {} for n, x in enumerate(values): x = x.upper() if x not in value_map: @@ -395,7 +477,7 @@ def index_to_bool(self, idx: np.ndarray, invert: bool = False) -> np.ndarray: def insert( self, column_name: str, - values: Union[np.ndarray, List], + values: np.ndarray | list, fill_value: Any = np.nan, key: str = "I", overwrite: bool = False, @@ -506,22 +588,12 @@ def sift( def multi_sift( self, - columns: List[str], + columns: list[str], lows: Iterable, highs: Iterable, keep_bounds: bool = False, ) -> np.ndarray: - """ - - Args: - columns: - lows: - highs: - keep_bounds: - - Returns: - - """ + """Return boolean mask where all column filters are satisfied.""" ret_val = _all_true( np.array( [ @@ -533,48 +605,37 @@ def multi_sift( return ret_val def head(self, n: int = 5) -> pd.DataFrame: - """ - - Args: - n: - - Returns: - - """ + """Return first ``n`` rows of all metadata columns as a DataFrame.""" df = pd.DataFrame({x: self.fetch_all(x)[:n] for x in self.columns}) return df def to_pandas_dataframe( - self, columns: List[str], key: Optional[str] = None + self, columns: list[str], key: str | None = None ) -> pd.DataFrame: - """Returns the requested columns as a Pandas dataframe, sorted on - key.""" + """Return requested columns as a DataFrame, optionally filtered by ``key``. + + Args: + columns: Metadata column names to include. + key: If set, restrict rows to those active for this boolean key. + + Returns: + Pandas DataFrame of the selected columns. + """ valid_cols = self.columns df = pd.DataFrame({x: self.fetch_all(x) for x in columns if x in valid_cols}) if key is not None: df = df.reindex(self.active_index(key)) return df - def to_polars_dataframe( - self, columns: List[str], key: Optional[str] = None - ) -> pl.DataFrame: - """Returns the requested columns as a Polars DataFrame, sorted on - key.""" - valid_cols = self.columns - df = pl.DataFrame({x: self.fetch_all(x) for x in columns if x in valid_cols}) - if key is not None: - df = df[self.active_index(key)] - return df - - def grep(self, pattern: str, only_valid=False) -> List[str]: - """ + def grep(self, pattern: str, only_valid: bool = False) -> list[str]: + """Return feature names matching a regex pattern (case insensitive). Args: - pattern: - only_valid: + pattern: Regular expression matched against ``names`` column. + only_valid: Restrict to features active in ``I``. Returns: - + Sorted list of matching names. """ names = np.array(list(map(str.upper, self.fetch_all("names")))) if only_valid: @@ -591,17 +652,17 @@ def remove_trend( lowess_frac: float = 0.1, fill_value: float = 0, ) -> np.ndarray: - """ + """Remove a LOWESS trend of column ``y`` with respect to column ``x``. Args: - x: - y: - n_bins: - lowess_frac: - fill_value: + x: Column name for the independent variable. + y: Column name for the dependent variable. + n_bins: Bins for LOWESS fitting. + lowess_frac: LOWESS smoothing fraction. + fill_value: Value returned where trend cannot be estimated. Returns: - + Residual values of ``y`` after trend removal. """ a = self.fetch(x).astype(float) b = self.fetch(y).astype(float) @@ -616,5 +677,5 @@ def remove_trend( ret_val[idx] = c return ret_val - def __repr__(self): + def __repr__(self) -> str: return f"MetaData of {self.fetch_all('I').sum()}({self.N}) elements" diff --git a/scarf/metrics.py b/scarf/metrics.py index fe91a200..7bc11c52 100644 --- a/scarf/metrics.py +++ b/scarf/metrics.py @@ -1,26 +1,133 @@ """ -Methods and classes for evluation +Methods and classes for evaluation """ -from typing import Iterable, Optional, Sequence, Tuple, Union +from collections.abc import Iterable, Sequence +from typing import Literal, cast import numpy as np import pandas as pd from scipy.sparse import csr_matrix -from zarr.core import Array as zarrArrayType +import zarr from .ann import AnnStream +from .chunked import ChunkedArray from .datastore.datastore import DataStore from .utils import ( logger, tqdmbar, ) +type ZarrArray = zarr.Array +type MatrixData = np.ndarray | ZarrArray | ChunkedArray +type NeighborMetric = Literal["l2", "cosine", "ip"] + +_LISI_BATCH_SIZE = 10_000 +_EDGE_BATCH_ROWS = 100_000 + # LISI - The Local Inverse Simpson Index +def _effective_perplexity(perplexity: float, n_neighbors: int) -> float: + if not np.isfinite(perplexity) or perplexity < 1: + raise ValueError("Perplexity must be a finite value greater than or equal to 1") + if n_neighbors < 3: + raise ValueError("LISI requires at least three neighbors per cell") + + max_perplexity = n_neighbors / 3 + if perplexity > max_perplexity: + logger.warning( + f"Perplexity {perplexity:g} requires at least " + f"{int(np.ceil(3 * perplexity))} neighbors, but the graph has " + f"{n_neighbors}. Using perplexity {max_perplexity:g}." + ) + return max_perplexity + return perplexity + + +def _neighbor_probabilities( + distances: np.ndarray, + perplexity: float, + tol: float, + max_iter: int = 50, +) -> np.ndarray: + distances = np.asarray(distances, dtype=np.float64) + if distances.ndim != 2 or distances.shape[1] == 0: + raise ValueError("Distances must be a non-empty two-dimensional matrix") + if not np.all(np.isfinite(distances)) or np.any(distances < 0): + raise ValueError("Distances must contain finite, non-negative values") + + centered = distances - distances.min(axis=1, keepdims=True) + n_points = distances.shape[0] + beta = np.ones(n_points, dtype=np.float64) + beta_min = np.full(n_points, -np.inf, dtype=np.float64) + beta_max = np.full(n_points, np.inf, dtype=np.float64) + target_entropy = np.log(perplexity) + + for _ in range(max_iter): + with np.errstate(over="ignore", under="ignore"): + weights = np.exp(-centered * beta[:, None]) + weight_sums = weights.sum(axis=1) + entropy = np.log(weight_sums) + ( + beta * np.sum(centered * weights, axis=1) / weight_sums + ) + entropy_diff = entropy - target_entropy + active = np.abs(entropy_diff) >= tol + if not np.any(active): + break + + too_diffuse = active & (entropy_diff > 0) + too_concentrated = active & ~too_diffuse + + beta_min[too_diffuse] = beta[too_diffuse] + bounded_above = too_diffuse & np.isfinite(beta_max) + beta[bounded_above] = (beta[bounded_above] + beta_max[bounded_above]) / 2 + beta[too_diffuse & ~np.isfinite(beta_max)] *= 2 + + beta_max[too_concentrated] = beta[too_concentrated] + bounded_below = too_concentrated & np.isfinite(beta_min) + beta[bounded_below] = (beta[bounded_below] + beta_min[bounded_below]) / 2 + beta[too_concentrated & ~np.isfinite(beta_min)] /= 2 + + with np.errstate(over="ignore", under="ignore"): + probabilities = np.exp(-centered * beta[:, None]) + probabilities /= probabilities.sum(axis=1, keepdims=True) + return np.asarray(probabilities) + + +def _simpson_from_probabilities( + probabilities: np.ndarray, + indices: np.ndarray, + label_codes: np.ndarray, + n_categories: int, +) -> np.ndarray: + indices = np.asarray(indices) + if indices.shape != probabilities.shape: + raise ValueError("Neighbor indices and probabilities must have matching shapes") + if not np.issubdtype(indices.dtype, np.integer): + raise TypeError("Neighbor indices must contain integers") + if np.any(indices < 0) or np.any(indices >= len(label_codes)): + raise IndexError("Neighbor index is outside the label array") + + neighbor_codes = label_codes[indices] + simpson = np.zeros(probabilities.shape[0], dtype=np.float64) + if n_categories <= probabilities.shape[1]: + for category in range(n_categories): + category_mass = np.sum(probabilities * (neighbor_codes == category), axis=1) + simpson += np.square(category_mass) + else: + for neighbor in range(probabilities.shape[1]): + same_category = neighbor_codes == neighbor_codes[:, neighbor, None] + category_mass = np.sum(probabilities * same_category, axis=1) + simpson += probabilities[:, neighbor] * category_mass + + if not np.all(np.isfinite(simpson)) or np.any(simpson <= 0): + raise FloatingPointError("Could not compute finite Simpson indices") + return np.clip(simpson, np.finfo(np.float64).tiny, 1.0) + + def compute_lisi( - distances: zarrArrayType, - indices: zarrArrayType, + distances: np.ndarray | ZarrArray, + indices: np.ndarray | ZarrArray, metadata: pd.DataFrame, label_colnames: Iterable[str], perplexity: float = 30, @@ -50,20 +157,53 @@ def compute_lisi( Korsunsky et al. 2019 doi: 10.1038/s41592-019-0619-0 """ - n_cells = metadata.shape[0] - n_labels = len(label_colnames) - # Don't count yourself - indices = indices[:, 1:] - distances = distances[:, 1:] - lisi_df = np.zeros((n_cells, n_labels)) - for i, label in enumerate(label_colnames): + if distances.ndim != 2 or indices.ndim != 2: + raise ValueError("KNN distances and indices must be two-dimensional") + if distances.shape != indices.shape: + raise ValueError("KNN distances and indices must have matching shapes") + + n_cells, n_neighbors = distances.shape + if metadata.shape[0] != n_cells: + raise ValueError( + "Metadata rows must match the number of cells in the KNN graph" + ) + + label_cols = list(label_colnames) + n_labels = len(label_cols) + if n_labels == 0: + return np.empty((n_cells, 0), dtype=np.float64) + + effective_perplexity = _effective_perplexity(perplexity, n_neighbors) + categoricals: list[pd.Categorical] = [] + for label in label_cols: + categorical = pd.Categorical(metadata[label]) + if np.any(categorical.codes < 0): + raise ValueError(f"Label column {label!r} contains missing values") + categoricals.append(categorical) logger.info(f"Computing LISI for {label}") - labels = pd.Categorical(metadata[label]) - n_categories = len(labels.categories) - simpson = compute_simpson( - distances.T, indices.T, labels, n_categories, perplexity + + chunk_rows = _LISI_BATCH_SIZE + if isinstance(distances, zarr.Array): + chunk_rows = min(chunk_rows, int(distances.chunks[0])) + + lisi_df = np.empty((n_cells, n_labels), dtype=np.float64) + starts = range(0, n_cells, chunk_rows) + total = int(np.ceil(n_cells / chunk_rows)) + for start in tqdmbar(starts, total=total, desc="Computing LISI"): + end = min(start + chunk_rows, n_cells) + distance_block = np.asarray(distances[start:end]) + index_block = np.asarray(indices[start:end]) + probabilities = _neighbor_probabilities( + distance_block, effective_perplexity, tol=1e-5 ) - lisi_df[:, i] = 1 / simpson + for label_index, labels in enumerate(categoricals): + simpson = _simpson_from_probabilities( + probabilities, + index_block, + np.asarray(labels.codes), + len(labels.categories), + ) + lisi_df[start:end, label_index] = 1 / simpson return lisi_df @@ -89,91 +229,114 @@ def compute_simpson( Returns: np.ndarray: Array of Simpson's diversity indices, one per point """ - n = distances.shape[1] - P = np.zeros(distances.shape[0]) - simpson = np.zeros(n) - logU = np.log(perplexity) - # Loop through each cell. - for i in tqdmbar(range(n), desc="Computing Simpson's Diversity Index"): - beta = 1 - betamin = -np.inf - betamax = np.inf - # Compute Hdiff - P = np.exp(-distances[:, i] * beta) - P_sum = np.sum(P) - if P_sum == 0: - H = 0 - P = np.zeros(distances.shape[0]) - else: - H = np.log(P_sum) + beta * np.sum(distances[:, i] * P) / P_sum - P = P / P_sum - Hdiff = H - logU - n_tries = 50 - for t in range(n_tries): - # Stop when we reach the tolerance - if abs(Hdiff) < tol: - break - # Update beta - if Hdiff > 0: - betamin = beta - if not np.isfinite(betamax): - beta *= 2 - else: - beta = (beta + betamax) / 2 - else: - betamax = beta - if not np.isfinite(betamin): - beta /= 2 - else: - beta = (beta + betamin) / 2 - # Compute Hdiff - P = np.exp(-distances[:, i] * beta) - P_sum = np.sum(P) - if P_sum == 0: - H = 0 - P = np.zeros(distances.shape[0]) - else: - H = np.log(P_sum) + beta * np.sum(distances[:, i] * P) / P_sum - P = P / P_sum - Hdiff = H - logU - # distancesefault value - if H == 0: - simpson[i] = -1 - # Simpson's index - for label_category in labels.categories: - ix = indices[:, i] - q = labels[ix] == label_category - if np.any(q): - P_sum = np.sum(P[q]) - simpson[i] += P_sum * P_sum - return simpson + distances = np.asarray(distances) + indices = np.asarray(indices) + if distances.ndim != 2 or indices.ndim != 2: + raise ValueError("Distances and indices must be two-dimensional") + if distances.shape != indices.shape: + raise ValueError("Distances and indices must have matching shapes") + if np.any(labels.codes < 0): + raise ValueError("Labels contain missing values") + + n_neighbors = distances.shape[0] + effective_perplexity = _effective_perplexity(perplexity, n_neighbors) + probabilities = _neighbor_probabilities(distances.T, effective_perplexity, tol=tol) + return _simpson_from_probabilities( + probabilities, + indices.T, + np.asarray(labels.codes), + len(labels.categories), + ) # SILHOUETTE SCORE - The Silhouette Score def knn_to_csr_matrix( - neighbor_indices: np.ndarray, neighbor_distances: np.ndarray + neighbor_indices: np.ndarray, + neighbor_distances: np.ndarray, + *, + use_affinities: bool = False, ) -> csr_matrix: """Convert k-nearest neighbors data to a Compressed Sparse Row (CSR) matrix. - Creates a sparse adjacency matrix representation of the k-nearest neighbors graph - where edge weights are the distances between points. + Creates a sparse adjacency matrix representation of a KNN graph. Distances + can optionally be converted to affinities. Args: neighbor_indices: Indices matrix from k-nearest neighbors, shape (n_samples, k) neighbor_distances: Distances matrix from k-nearest neighbors, shape (n_samples, k) + use_affinities: Convert distances using ``1 / (log1p(distance) + 1)``. Returns: scipy.sparse.csr_matrix: Sparse adjacency matrix of shape (n_samples, n_samples) - where non-zero entries represent distances between neighboring points + where non-zero entries represent neighbor weights """ + neighbor_indices = np.asarray(neighbor_indices) + neighbor_distances = np.asarray(neighbor_distances, dtype=np.float64) + if neighbor_indices.ndim != 2 or neighbor_distances.ndim != 2: + raise ValueError("Neighbor indices and distances must be two-dimensional") + if neighbor_indices.shape != neighbor_distances.shape: + raise ValueError("Neighbor indices and distances must have matching shapes") + if not np.issubdtype(neighbor_indices.dtype, np.integer): + raise TypeError("Neighbor indices must contain integers") + if not np.all(np.isfinite(neighbor_distances)) or np.any(neighbor_distances < 0): + raise ValueError("Neighbor distances must be finite and non-negative") + num_samples, num_neighbors = neighbor_indices.shape - row_indices = np.repeat(np.arange(num_samples), num_neighbors) + if num_samples == 0 or num_neighbors == 0: + raise ValueError("KNN data must contain cells and neighbors") + if np.any(neighbor_indices < 0) or np.any(neighbor_indices >= num_samples): + raise IndexError("Neighbor index is outside the graph") + + weights = neighbor_distances + if use_affinities: + weights = 1 / (np.log1p(neighbor_distances) + 1) + + indptr = np.arange( + 0, + num_samples * num_neighbors + 1, + num_neighbors, + dtype=np.int64, + ) return csr_matrix( - (neighbor_distances[:].flatten(), (row_indices, neighbor_indices[:].flatten())), + (weights.reshape(-1), neighbor_indices.reshape(-1), indptr), shape=(num_samples, num_samples), ) +def _validated_cluster_labels( + cluster_labels: np.ndarray, n_nodes: int +) -> tuple[np.ndarray, int]: + cluster_labels = np.asarray(cluster_labels) + if len(cluster_labels) != n_nodes: + raise ValueError("Cluster labels must have one value per graph node") + if not np.issubdtype(cluster_labels.dtype, np.integer): + raise TypeError("Cluster labels must contain integers") + + unique_cluster_ids = np.unique(cluster_labels) + expected_cluster_ids = np.arange(0, len(unique_cluster_ids)) + if not np.array_equal(unique_cluster_ids, expected_cluster_ids): + raise ValueError("Cluster labels must be contiguous integers starting at 0") + return cluster_labels, len(unique_cluster_ids) + + +def _finalize_cluster_similarity(inter_cluster_weights: np.ndarray) -> np.ndarray: + inter_cluster_weights = (inter_cluster_weights + inter_cluster_weights.T) / 2 + total_cluster_weights = inter_cluster_weights.sum(axis=1) + weight_union = ( + total_cluster_weights[:, None] + + total_cluster_weights[None, :] + - inter_cluster_weights + ) + similarity_matrix = np.divide( + inter_cluster_weights, + weight_union, + out=np.zeros_like(inter_cluster_weights), + where=weight_union > 0, + ) + np.fill_diagonal(similarity_matrix, 1.0) + return np.asarray(similarity_matrix) + + def calculate_weighted_cluster_similarity( knn_graph: csr_matrix, cluster_labels: np.ndarray ) -> np.ndarray: @@ -191,59 +354,96 @@ def calculate_weighted_cluster_similarity( pairwise similarities between clusters Raises: - AssertionError: If cluster labels are not contiguous integers starting from 0 + ValueError: If cluster labels are not contiguous integers starting from 0 """ - unique_cluster_ids = np.unique(cluster_labels) - expected_cluster_ids = np.arange(0, len(unique_cluster_ids)) - assert np.array_equal(unique_cluster_ids, expected_cluster_ids), ( - "Cluster labels must be contiguous integers starting at 1" - ) - - num_clusters = len(unique_cluster_ids) - inter_cluster_weights = np.zeros((num_clusters, num_clusters)) - - for cluster_id in unique_cluster_ids: - nodes_in_cluster = np.where(cluster_labels == cluster_id)[0] - neighbor_cluster_labels = cluster_labels[knn_graph[nodes_in_cluster].indices] - neighbor_edge_weights = knn_graph[nodes_in_cluster].data - - for neighbor_cluster, edge_weight in zip( - neighbor_cluster_labels, neighbor_edge_weights - ): - inter_cluster_weights[cluster_id, neighbor_cluster] += edge_weight - - # assert inter_cluster_weights.sum() == knn_graph.data.sum() - - # Ensure symmetry - inter_cluster_weights = (inter_cluster_weights + inter_cluster_weights.T) / 2 - - # Calculate total weights for each cluster - total_cluster_weights = np.array( - [inter_cluster_weights[i - 1].sum() for i in unique_cluster_ids] + knn_graph = knn_graph.tocsr(copy=False) + if knn_graph.shape[0] != knn_graph.shape[1]: + raise ValueError("KNN graph must be square") + if not np.all(np.isfinite(knn_graph.data)) or np.any(knn_graph.data < 0): + raise ValueError("KNN graph weights must be finite and non-negative") + + cluster_labels, num_clusters = _validated_cluster_labels( + cluster_labels, knn_graph.shape[0] ) + inter_cluster_weights = np.zeros((num_clusters, num_clusters), dtype=np.float64) + for row_start in range(0, knn_graph.shape[0], _EDGE_BATCH_ROWS): + row_end = min(row_start + _EDGE_BATCH_ROWS, knn_graph.shape[0]) + edge_start = knn_graph.indptr[row_start] + edge_end = knn_graph.indptr[row_end] + source_clusters = np.repeat( + cluster_labels[row_start:row_end], + np.diff(knn_graph.indptr[row_start : row_end + 1]), + ) + target_clusters = cluster_labels[knn_graph.indices[edge_start:edge_end]] + pair_ids = source_clusters * num_clusters + target_clusters + weight_counts = np.asarray( + np.bincount( + pair_ids, + weights=knn_graph.data[edge_start:edge_end], + minlength=num_clusters * num_clusters, + ), + dtype=np.float64, + ) + inter_cluster_weights += weight_counts.reshape(num_clusters, num_clusters) - # Calculate similarity using weighted Jaccard index - similarity_matrix = np.zeros((num_clusters, num_clusters)) + return _finalize_cluster_similarity(inter_cluster_weights) - for i in range(num_clusters): - for j in range(i, num_clusters): - weight_union = ( - total_cluster_weights[i] - + total_cluster_weights[j] - - inter_cluster_weights[i, j] - ) - if weight_union > 0: - similarity = inter_cluster_weights[i, j] / weight_union - similarity_matrix[i, j] = similarity_matrix[j, i] = similarity - # Set diagonal to 1 (self-similarity) - # np.fill_diagonal(similarity_matrix, 1.0) +def calculate_knn_cluster_similarity( + neighbor_indices: np.ndarray | ZarrArray, + neighbor_distances: np.ndarray | ZarrArray, + cluster_labels: np.ndarray, + *, + batch_rows: int = _EDGE_BATCH_ROWS, +) -> np.ndarray: + """Stream KNN rows and calculate cluster similarity from distance affinities.""" + if neighbor_indices.ndim != 2 or neighbor_distances.ndim != 2: + raise ValueError("Neighbor indices and distances must be two-dimensional") + if neighbor_indices.shape != neighbor_distances.shape: + raise ValueError("Neighbor indices and distances must have matching shapes") + if neighbor_indices.shape[1] == 0: + raise ValueError("KNN data must contain neighbors") + if batch_rows < 1: + raise ValueError("batch_rows must be greater than zero") + + n_nodes, n_neighbors = neighbor_indices.shape + cluster_labels, num_clusters = _validated_cluster_labels(cluster_labels, n_nodes) + inter_cluster_weights = np.zeros((num_clusters, num_clusters), dtype=np.float64) + for row_start in range(0, n_nodes, batch_rows): + row_end = min(row_start + batch_rows, n_nodes) + index_block = np.asarray(neighbor_indices[row_start:row_end]) + distance_block = np.asarray( + neighbor_distances[row_start:row_end], dtype=np.float64 + ) + if not np.issubdtype(index_block.dtype, np.integer): + raise TypeError("Neighbor indices must contain integers") + if np.any(index_block < 0) or np.any(index_block >= n_nodes): + raise IndexError("Neighbor index is outside the graph") + if not np.all(np.isfinite(distance_block)) or np.any(distance_block < 0): + raise ValueError("Neighbor distances must be finite and non-negative") + + affinities = 1 / (np.log1p(distance_block) + 1) + source_clusters = np.repeat(cluster_labels[row_start:row_end], n_neighbors) + target_clusters = cluster_labels[index_block.reshape(-1)] + pair_ids = source_clusters * num_clusters + target_clusters + weight_counts = np.asarray( + np.bincount( + pair_ids, + weights=affinities.reshape(-1), + minlength=num_clusters * num_clusters, + ), + dtype=np.float64, + ) + inter_cluster_weights += weight_counts.reshape(num_clusters, num_clusters) - return similarity_matrix + return _finalize_cluster_similarity(inter_cluster_weights) def calculate_top_k_neighbor_distances( - matrix_a: np.ndarray, matrix_b: np.ndarray, k: int + matrix_a: np.ndarray, + matrix_b: np.ndarray, + k: int, + metric: NeighborMetric = "l2", ) -> np.ndarray: """Calculate distances to k nearest neighbors between two sets of points. @@ -260,39 +460,96 @@ def calculate_top_k_neighbor_distances( k nearest neighbors in matrix_b for each point in matrix_a Raises: - AssertionError: If matrices don't have the same number of features + ValueError: If the inputs are empty, incompatible, or k is invalid """ - # Check if the matrices have the same number of features (d) - assert matrix_a.shape[1] == matrix_b.shape[1], ( - "Matrices must have the same number of features" - ) + matrix_a = np.asarray(matrix_a, dtype=np.float64) + matrix_b = np.asarray(matrix_b, dtype=np.float64) + if matrix_a.ndim != 2 or matrix_b.ndim != 2: + raise ValueError("Input matrices must be two-dimensional") + if matrix_a.shape[1] != matrix_b.shape[1]: + raise ValueError("Matrices must have the same number of features") + if matrix_a.shape[0] == 0 or matrix_b.shape[0] == 0: + raise ValueError("Input matrices must contain at least one point") + if not np.all(np.isfinite(matrix_a)) or not np.all(np.isfinite(matrix_b)): + raise ValueError("Input matrices must contain finite values") + if k < 1: + raise ValueError("k must be greater than zero") # Ensure k is not larger than the number of points in matrix_b k = min(k, matrix_b.shape[0]) - # Calculate squared Euclidean distances - a_squared = np.sum(np.square(matrix_a), axis=1, keepdims=True) - b_squared = np.sum(np.square(matrix_b), axis=1) + products = np.dot(matrix_a, matrix_b.T) + if metric == "l2": + a_squared = np.sum(np.square(matrix_a), axis=1, keepdims=True) + b_squared = np.sum(np.square(matrix_b), axis=1) + distances = np.sqrt(np.maximum(a_squared + b_squared - 2 * products, 0)) + elif metric == "cosine": + norms = np.outer( + np.linalg.norm(matrix_a, axis=1), + np.linalg.norm(matrix_b, axis=1), + ) + similarities = np.divide( + products, + norms, + out=np.zeros_like(products), + where=norms > 0, + ) + distances = np.clip(1 - similarities, 0, 2) + elif metric == "ip": + distances = np.maximum(1 - products, 0) + else: + raise ValueError(f"Unsupported neighbor metric: {metric}") - # Use broadcasting to compute pairwise distances - distances = a_squared + b_squared - 2 * np.dot(matrix_a, matrix_b.T) + # Find the k smallest distances for each point in matrix_a + return np.partition(distances, k - 1, axis=1)[:, :k] - # Use np.maximum to avoid small negative values due to floating point errors - distances = np.maximum(distances, 0) - # Find the k smallest distances for each point in matrix_a - top_k_distances = np.partition(distances, k, axis=1)[:, :k] +def _read_rows(data: MatrixData, row_indices: np.ndarray) -> np.ndarray: + row_indices = np.asarray(row_indices, dtype=np.int64) + if isinstance(data, ChunkedArray): + return data[row_indices].compute() + if isinstance(data, zarr.Array): + return np.asarray(data.get_orthogonal_selection((row_indices, slice(None)))) + return np.asarray(data[row_indices]) - # Calculate the square root to get Euclidean distances - return np.sqrt(top_k_distances) + +def _embed_rows( + row_indices: np.ndarray, + data: MatrixData, + ann_obj: AnnStream, + *, + data_is_reduced: bool, +) -> np.ndarray: + rows = _read_rows(data, np.sort(row_indices)) + if data_is_reduced: + return np.asarray(rows) + return np.asarray(ann_obj.reducer(rows)) + + +def _sample_cluster_embeddings( + cluster_cells: np.ndarray, + data: MatrixData, + ann_obj: AnnStream, + count: int, + rng: np.random.Generator, + *, + data_is_reduced: bool, +) -> np.ndarray: + if count < 1 or count > len(cluster_cells): + raise ValueError("Sample count must fit within the cluster") + sampled = rng.choice(cluster_cells, size=count, replace=False) + return _embed_rows(sampled, data, ann_obj, data_is_reduced=data_is_reduced) def process_cluster( cluster_cells: np.ndarray, - hvg_data: Union[np.ndarray, zarrArrayType], + hvg_data: MatrixData, ann_obj: AnnStream, k: int, -) -> Tuple[np.ndarray, np.ndarray]: + *, + rng: np.random.Generator | None = None, + data_is_reduced: bool = False, +) -> tuple[np.ndarray, np.ndarray]: """Process a cluster of cells to prepare data for silhouette scoring. Randomly splits cluster cells into two groups and applies dimensionality reduction. @@ -304,15 +561,26 @@ def process_cluster( k: Number of cells to sample from cluster Returns: - Tuple[np.ndarray, np.ndarray]: Two arrays containing reduced data for + tuple[np.ndarray, np.ndarray]: Two arrays containing reduced data for different subsets of cells from the cluster """ - np.random.shuffle(cluster_cells) - data_cells = np.array( - [ann_obj.reducer(hvg_data[i]) for i in sorted(cluster_cells[:k])] + if k < 1 or len(cluster_cells) < 2 * k: + raise ValueError("A cluster must contain at least 2 * k cells") + if rng is None: + rng = np.random.default_rng(4444) + + selected = rng.choice(cluster_cells, size=2 * k, replace=False) + data_cells = _embed_rows( + selected[:k], + hvg_data, + ann_obj, + data_is_reduced=data_is_reduced, ) - data_cells_2 = np.array( - [ann_obj.reducer(hvg_data[i]) for i in sorted(cluster_cells[k : 2 * k])] + data_cells_2 = _embed_rows( + selected[k:], + hvg_data, + ann_obj, + data_is_reduced=data_is_reduced, ) return data_cells, data_cells_2 @@ -320,11 +588,19 @@ def process_cluster( def silhouette_scoring( ds: DataStore, ann_obj: AnnStream, - graph: csr_matrix, - hvg_data: Union[np.ndarray, zarrArrayType], + graph: csr_matrix | None, + hvg_data: MatrixData, assay_type: str, res_label: str, -) -> Optional[np.ndarray]: + *, + cell_key: str = "I", + random_seed: int = 4444, + sample_size: int = 11, + data_is_reduced: bool = False, + distance_metric: NeighborMetric | None = None, + neighbor_indices: np.ndarray | ZarrArray | None = None, + neighbor_distances: np.ndarray | ZarrArray | None = None, +) -> np.ndarray | None: """Compute modified silhouette scores for clusters in single-cell data. This implementation differs from the standard silhouette score by using @@ -333,133 +609,216 @@ def silhouette_scoring( Args: ds: DataStore object containing cell metadata ann_obj: Object containing dimensionality reduction method - graph: CSR matrix representing the KNN graph + graph: Optional CSR matrix representing the weighted KNN graph hvg_data: Expression data for highly variable genes assay_type: Type of assay (e.g., 'RNA', 'ATAC') res_label: Label for clustering resolution Returns: - Optional[np.ndarray]: Array of silhouette scores for each cluster, + np.ndarray | None: Array of silhouette scores for each cluster, or None if cluster labels are not found Notes: Scores are calculated using a sampling approach for efficiency. NaN values indicate clusters that couldn't be scored due to size constraints. """ + if sample_size < 1: + raise ValueError("sample_size must be greater than zero") + + if res_label in ds.cells.columns: + cluster_column = res_label + else: + prefix = assay_type if cell_key == "I" else f"{assay_type}_{cell_key}" + cluster_column = f"{prefix}_{res_label}" + try: - clusters = ds.cells.fetch(f"{assay_type}_{res_label}") - 1 # RNA_{res_label} + raw_clusters = ds.cells.fetch(cluster_column, key=cell_key) except KeyError: - logger.error(f"Cluster labels not found for {assay_type}_{res_label}") + logger.error(f"Cluster labels not found for {cluster_column}") return None - cluster_similarity = calculate_weighted_cluster_similarity(graph, clusters) - - k = 11 - score = [] - - for n, i in enumerate(cluster_similarity): - this_cluster_cells = np.where(clusters == n)[0] - if len(this_cluster_cells) < 2 * k: - k = int(len(this_cluster_cells) / 2) - logger.warning( - f"Warning: Cluster {n} has fewer than 22 cells. Will adjust k to {k} instead" - ) + categorical = pd.Categorical(raw_clusters) + if np.any(categorical.codes < 0): + raise ValueError(f"Cluster column {cluster_column!r} contains missing values") + clusters = np.asarray(categorical.codes, dtype=np.int64) + if hvg_data.shape[0] != len(clusters): + raise ValueError( + "Embedding data and cluster labels must contain the same cells" + ) - for n, i in tqdmbar( + if graph is not None: + if graph.shape != (len(clusters), len(clusters)): + raise ValueError("KNN graph and cluster labels must contain the same cells") + cluster_similarity = calculate_weighted_cluster_similarity(graph, clusters) + elif neighbor_indices is not None and neighbor_distances is not None: + cluster_similarity = calculate_knn_cluster_similarity( + neighbor_indices, + neighbor_distances, + clusters, + ) + else: + raise ValueError("Provide a KNN graph or neighbor indices and distances") + num_clusters = len(categorical.categories) + if num_clusters < 2: + logger.warning("Silhouette scoring requires at least two clusters") + return np.full(num_clusters, np.nan) + + order = np.argsort(clusters, kind="stable") + counts = np.bincount(clusters, minlength=num_clusters) + boundaries = np.cumsum(counts) + starts = np.concatenate(([0], boundaries[:-1])) + cluster_cells = [order[start:end] for start, end in zip(starts, boundaries)] + + metric = distance_metric or cast(NeighborMetric, ann_obj.annMetric) + if metric not in {"l2", "cosine", "ip"}: + raise ValueError(f"Unsupported neighbor metric: {metric}") + + rng = np.random.default_rng(random_seed) + score: list[float] = [] + for cluster_id, similarities in tqdmbar( enumerate(cluster_similarity), total=len(cluster_similarity), desc="Calculating Silhouette Scores", ): - this_cluster_cells = np.where(clusters == n)[0] - np.random.shuffle(this_cluster_cells) + this_cluster_cells = cluster_cells[cluster_id] + k = min(sample_size, len(this_cluster_cells) // 2) + if k < 1: + logger.warning( + f"Cluster {categorical.categories[cluster_id]!r} has fewer than two cells" + ) + score.append(np.nan) + continue + data_this_cells, data_this_cells_2 = process_cluster( - # n, this_cluster_cells, hvg_data, ann_obj, k, + rng=rng, + data_is_reduced=data_is_reduced, ) - if data_this_cells.size == 0 or data_this_cells_2.size == 0: - logger.warning(f"Warning: Reduced data for cluster {n} is empty. Skipping.") - score.append(np.nan) - continue - - k_neighbors = min(k - 1, data_this_cells_2.shape[0] - 1) - - if k_neighbors < 1: - logger.warning( - f"Warning: Not enough points in cluster {n} for comparison. Skipping." - ) - score.append(np.nan) - continue - self_dist = calculate_top_k_neighbor_distances( - data_this_cells, data_this_cells_2, k - 1 + data_this_cells, + data_this_cells_2, + min(k, len(data_this_cells_2)), + metric=metric, ).mean() - nearest_cluster = np.argsort(i)[-1] - nearest_cluster_cells = np.where(clusters == nearest_cluster)[0] - np.random.shuffle(nearest_cluster_cells) - - if len(nearest_cluster_cells) < k: - logger.warning( - f"Warning: Nearest cluster {nearest_cluster} has fewer than {k} cells. Skipping." - ) - score.append(np.nan) - continue - - data_nearest_cells, _ = process_cluster( - # nearest_cluster, + other_similarities = similarities.copy() + other_similarities[cluster_id] = -np.inf + nearest_cluster = int(np.argmax(other_similarities)) + nearest_cluster_cells = cluster_cells[nearest_cluster] + nearest_sample_size = min(k, len(nearest_cluster_cells)) + data_nearest_cells = _sample_cluster_embeddings( nearest_cluster_cells, hvg_data, ann_obj, - k, + nearest_sample_size, + rng, + data_is_reduced=data_is_reduced, ) - if data_nearest_cells.size == 0: - logger.warning( - f"Warning: Reduced data for nearest cluster {nearest_cluster} is empty. Skipping." - ) - score.append(np.nan) - continue - other_dist = calculate_top_k_neighbor_distances( - data_this_cells, data_nearest_cells, k - 1 + data_this_cells, + data_nearest_cells, + min(k, len(data_nearest_cells)), + metric=metric, ).mean() - score.append((other_dist - self_dist) / max(self_dist, other_dist)) + denominator = max(self_dist, other_dist) + if denominator <= np.finfo(np.float64).eps: + score.append(0.0) + else: + score.append(float((other_dist - self_dist) / denominator)) - return np.array(score) + return np.asarray(score) -def integration_score( - batch_labels: Sequence[np.ndarray], metric: str = "ari" -) -> Optional[float]: - """Calculate integration score between two sets of batch labels. +def label_concordance_score( + label_sets: Sequence[np.ndarray], + metric: Literal["ari", "nmi"] = "ari", +) -> float: + """Compare two label partitions using ARI or NMI. Args: - batch_labels: Sequence containing two arrays of batch labels to compare - metric: Metric to use for comparison, one of: - - 'ari': Adjusted Rand Index - - 'nmi': Normalized Mutual Information + label_sets: Two arrays of labels to compare. + metric: Either ``"ari"`` or ``"nmi"``. Returns: - Optional[float]: Integration score between 0 and 1, or None if metric - is not recognized - - Notes: - Higher scores indicate better agreement between batch labels, - suggesting more effective batch integration. + Label agreement. ARI ranges from -1 to 1 and NMI from 0 to 1. """ from sklearn.metrics import adjusted_rand_score, normalized_mutual_info_score + if len(label_sets) != 2: + raise ValueError("Exactly two label arrays are required") + + first = np.asarray(label_sets[0]) + second = np.asarray(label_sets[1]) + if first.ndim != 1 or second.ndim != 1: + raise ValueError("Label arrays must be one-dimensional") + if len(first) != len(second): + raise ValueError("Label arrays must have matching lengths") + if pd.isna(first).any() or pd.isna(second).any(): + raise ValueError("Label arrays must not contain missing values") + if metric == "ari": - return adjusted_rand_score(batch_labels[0], batch_labels[1]) - elif metric == "nmi": - return normalized_mutual_info_score(batch_labels[0], batch_labels[1]) - else: - logger.error( - f"Metric {metric} not recognized. Please choose from 'ari', 'nmi', 'calinski_harabasz', or 'davies_bouldin'." - ) - return None + return float(adjusted_rand_score(first, second)) + if metric == "nmi": + return float(normalized_mutual_info_score(first, second)) + raise ValueError(f"Metric {metric!r} is not one of 'ari' or 'nmi'") + + +def integration_score( + batch_labels: Sequence[np.ndarray], + metric: Literal["ari", "nmi"] = "ari", +) -> float: + """Backward-compatible name for :func:`label_concordance_score`.""" + return label_concordance_score(batch_labels, metric) + + +def lisi_batch_mixing_score( + lisi_scores: np.ndarray, + batch_labels: Sequence[object] | np.ndarray, +) -> float: + """Normalize mean batch LISI against the dataset's batch proportions. + + Raw batch LISI depends on how many batches are present and how unevenly + cells are split between them, so its values are hard to compare across + datasets. This score rescales the mean batch LISI onto a fixed range by + dividing the observed neighborhood mixing by the mixing that perfectly + integrated data would reach. The reference point is the inverse Simpson + index of the global batch proportions, which is the LISI a neighborhood + would show if it mirrored the whole dataset. + + Args: + lisi_scores: Per-cell batch LISI values, typically the array returned + by :func:`compute_lisi` for a batch label. + batch_labels: Batch assignment for each cell, aligned with + ``lisi_scores``. + + Returns: + A value in ``[0, 1]``. Scores near 1 mean neighborhoods mix batches as + well as the global composition allows, and scores near 0 mean batches + stay separated. + + Raises: + ValueError: If the inputs are misaligned, contain non-finite scores or + missing labels, or describe fewer than two batches. + """ + scores = np.asarray(lisi_scores, dtype=np.float64) + labels = pd.Categorical(batch_labels) + if scores.ndim != 1 or len(scores) != len(labels): + raise ValueError("LISI scores and batch labels must be aligned vectors") + if not np.all(np.isfinite(scores)): + raise ValueError("LISI scores must contain finite values") + if np.any(labels.codes < 0): + raise ValueError("Batch labels must not contain missing values") + if len(labels.categories) < 2: + raise ValueError("Batch mixing requires at least two batches") + + counts = np.bincount(labels.codes, minlength=len(labels.categories)) + proportions = counts / counts.sum() + ideal_lisi = 1 / np.square(proportions).sum() + normalized = (scores.mean() - 1) / (ideal_lisi - 1) + return float(np.clip(normalized, 0, 1)) diff --git a/scarf/parallel.py b/scarf/parallel.py new file mode 100644 index 00000000..eef93531 --- /dev/null +++ b/scarf/parallel.py @@ -0,0 +1,209 @@ +"""Generic shard-parallel processing over row-banded arrays. + +Both primitives process shards in order with a shallow read-ahead so the next +band downloads while the current one is worked on; the worker budget is spent +parallelising inner-chunk IO *within* a shard (BLAS stays single-threaded for +reproducibility) rather than fanning out over many shards at once (which only +inflates peak memory). + +- ``map_shards``: budget-aware ordered map over ``(start, end)`` row ranges, + used by ChunkedArray reductions/compute and the write pipeline. It sets Zarr + ``async.concurrency`` and per-shard BLAS threads from the plan and preserves + result order. +- ``stream_shards``: an ordered, bounded read-ahead generator used by + sequential consumers (PCA / k-means / ANN fitting) that must see blocks in + order while the next one is fetched in the background. + +Threads are the default backend: the per-shard hot paths (numpy ufuncs, BLAS +``dot``, scipy sparse, hnswlib) release the GIL, so a thread pool already uses +multiple cores without process pickling or memory blow-up. A ``serial`` backend +exists for tiny inputs and tests, and as the seam for a future process backend. + +A thread-local ``active`` flag guards against nested fan-out: a ``map_shards`` +invoked from inside another shard worker runs serially so total in-flight +requests stay bounded. +""" + +import threading +from collections import deque +from collections.abc import Callable, Iterable, Iterator +from concurrent.futures import Future, ThreadPoolExecutor +from contextlib import contextmanager, nullcontext +from typing import Any, Literal + +from threadpoolctl import threadpool_limits + +from .storage.budget import ShardPlan, shard_parallelism + +__all__ = ["map_shards", "stream_shards", "in_shard_context"] + +type Backend = Literal["thread", "serial"] +type RangeProduce = Callable[[int, int, int], Any] + +_shard_ctx = threading.local() + + +def in_shard_context() -> bool: + """True when the caller is already running inside a shard worker.""" + return bool(getattr(_shard_ctx, "active", False)) + + +@contextmanager +def _shard_context() -> Iterator[None]: + prev = getattr(_shard_ctx, "active", False) + _shard_ctx.active = True + try: + yield + finally: + _shard_ctx.active = prev + + +@contextmanager +def _io_concurrency(io: int | None) -> Iterator[None]: + if io is None: + yield + return + import zarr + + with zarr.config.set({"async.concurrency": max(1, int(io))}): + yield + + +def _blas_limit(within: int | None) -> Any: + """Process-global BLAS/OpenMP cap for the whole pool (set once, not per task). + + BLAS thread counts are process-wide, so entering ``threadpool_limits`` once + in the driving thread bounds every worker without the per-task overhead and + concurrent enter/exit races of wrapping each task. + """ + if within is None or within < 1: + return nullcontext() + return threadpool_limits(limits=within) + + +def _imap_ordered( + items: Iterable[Any], + fn: Callable[[Any], Any], + *, + workers: int, + within_block_threads: int | None, +) -> Iterator[Any]: + """Ordered map with a bounded rolling window of ``workers`` in-flight tasks.""" + + def worker(item: Any) -> Any: + _shard_ctx.active = True + return fn(item) + + iterator = iter(items) + with ( + _blas_limit(within_block_threads), + ThreadPoolExecutor(max_workers=workers) as ex, + ): + pending: deque[Future[Any]] = deque() + + def enqueue() -> bool: + try: + item = next(iterator) + except StopIteration: + return False + pending.append(ex.submit(worker, item)) + return True + + for _ in range(workers): + if not enqueue(): + break + while pending: + result = pending.popleft().result() + enqueue() + yield result + + +def _resolve_plan( + workers: int | None, n_shards: int | None, backend: Backend +) -> ShardPlan: + if backend == "serial" or in_shard_context(): + return ShardPlan(readAhead=1, ioConcurrency=1, withinBlockThreads=1) + return shard_parallelism(workers=workers, n_shards=n_shards) + + +def _progress(it: Iterator[Any], msg: str | None, total: int | None) -> Iterator[Any]: + if msg is None: + yield from it + return + from .utils import tqdmbar + + yield from tqdmbar(it, desc=msg, total=total) + + +def stream_shards( + items: Iterable[Any], + fn: Callable[[Any], Any], + *, + workers: int, + within_block_threads: int | None = None, + io_concurrency: int | None = None, + msg: str | None = None, + total: int | None = None, + backend: Backend = "thread", +) -> Iterator[Any]: + """Yield ``fn(item)`` in order with bounded read-ahead. + + Meant for ordered streaming into sequential consumers. Falls back to a + serial pass when ``workers <= 1``, the backend is ``serial``, or already + inside a shard context. ``io_concurrency`` optionally caps Zarr + ``async.concurrency`` for the lifetime of the stream so that + ``workers * io_concurrency`` in-flight requests stays bounded on a remote + store; leave it ``None`` to be config-neutral. + """ + workers = max(1, int(workers)) + if backend == "serial" or workers <= 1 or in_shard_context(): + with _io_concurrency(io_concurrency), _blas_limit(within_block_threads): + yield from _progress((fn(item) for item in items), msg, total) + return + with _io_concurrency(io_concurrency): + base = _imap_ordered( + items, fn, workers=workers, within_block_threads=within_block_threads + ) + yield from _progress(base, msg, total) + + +def map_shards( + ranges: list[tuple[int, int]], + produce: RangeProduce, + *, + workers: int | None = None, + msg: str | None = None, + backend: Backend = "thread", +) -> list[Any]: + """Map ``produce(block_idx, start, end)`` over row ranges, preserving order. + + Budget-aware: derives a :class:`ShardPlan` and, for the duration of the + run, sets Zarr ``async.concurrency`` to the plan's IO concurrency and bounds + per-shard BLAS threads. Returns results in ``ranges`` order so downstream + reductions keep their current float-summation order. + """ + n = len(ranges) + if n == 0: + return [] + plan = _resolve_plan(workers, n, backend) + indexed = list(enumerate(ranges)) + + def call(item: tuple[int, tuple[int, int]]) -> Any: + idx, (start, end) = item + return produce(idx, start, end) + + if plan.readAhead <= 1: + with _io_concurrency(plan.ioConcurrency), _blas_limit(plan.withinBlockThreads): + return list(_progress((call(it) for it in indexed), msg, n)) + + with ( + _shard_context(), + _io_concurrency(plan.ioConcurrency), + ): + stream = _imap_ordered( + indexed, + call, + workers=plan.readAhead, + within_block_threads=plan.withinBlockThreads, + ) + return list(_progress(stream, msg, n)) diff --git a/scarf/plots.py b/scarf/plots.py index 352d7799..6cf1d027 100644 --- a/scarf/plots.py +++ b/scarf/plots.py @@ -1,194 +1,56 @@ """Contains the code for plotting in Scarf.""" -from typing import Tuple, Optional, Union, List +import importlib +from collections.abc import Iterator +from typing import Any -import matplotlib as mpl -import matplotlib.pyplot as plt import numpy as np +import numpy.typing as npt import pandas as pd -import seaborn as sns -from cmocean import cm +from .plotting._style import CUSTOM_PALETTES from .utils import logger -plt.rcParams["svg.fonttype"] = "none" - - -# These palettes were lifted from scanpy.plotting.palettes -custom_palettes = { - 10: [ - "#1f77b4", - "#ff7f0e", - "#279e68", - "#d62728", - "#aa40fc", - "#8c564b", - "#e377c2", - "#7f7f7f", - "#b5bd61", - "#17becf", - ], - 20: [ - "#1f77b4", - "#aec7e8", - "#ff7f0e", - "#ffbb78", - "#2ca02c", - "#98df8a", - "#d62728", - "#ff9896", - "#9467bd", - "#c5b0d5", - "#8c564b", - "#c49c94", - "#e377c2", - "#f7b6d2", - "#7f7f7f", - "#c7c7c7", - "#bcbd22", - "#dbdb8d", - "#17becf", - "#9edae5", - ], - 28: [ - "#023fa5", - "#7d87b9", - "#bec1d4", - "#d6bcc0", - "#bb7784", - "#8e063b", - "#4a6fe3", - "#8595e1", - "#b5bbe3", - "#e6afb9", - "#e07b91", - "#d33f6a", - "#11c638", - "#8dd593", - "#c6dec7", - "#ead3c6", - "#f0b98d", - "#ef9708", - "#0fcfc0", - "#9cded6", - "#d5eae7", - "#f3e1eb", - "#f6c4e1", - "#f79cd4", - "#7f7f7f", - "#c7c7c7", - "#1CE6FF", - "#336600", - ], - 102: [ - "#FFFF00", - "#1CE6FF", - "#FF34FF", - "#FF4A46", - "#008941", - "#006FA6", - "#A30059", - "#FFDBE5", - "#7A4900", - "#0000A6", - "#63FFAC", - "#B79762", - "#004D43", - "#8FB0FF", - "#997D87", - "#5A0007", - "#809693", - "#6A3A4C", - "#1B4400", - "#4FC601", - "#3B5DFF", - "#4A3B53", - "#FF2F80", - "#61615A", - "#BA0900", - "#6B7900", - "#00C2A0", - "#FFAA92", - "#FF90C9", - "#B903AA", - "#D16100", - "#DDEFFF", - "#000035", - "#7B4F4B", - "#A1C299", - "#300018", - "#0AA6D8", - "#013349", - "#00846F", - "#372101", - "#FFB500", - "#C2FFED", - "#A079BF", - "#CC0744", - "#C0B9B2", - "#C2FF99", - "#001E09", - "#00489C", - "#6F0062", - "#0CBD66", - "#EEC3FF", - "#456D75", - "#B77B68", - "#7A87A1", - "#788D66", - "#885578", - "#FAD09F", - "#FF8A9A", - "#D157A0", - "#BEC459", - "#456648", - "#0086ED", - "#886F4C", - "#34362D", - "#B4A8BD", - "#00A6AA", - "#452C2C", - "#636375", - "#A3C8C9", - "#FF913F", - "#938A81", - "#575329", - "#00FECF", - "#B05B6F", - "#8CD0FF", - "#3B9700", - "#04F757", - "#C8A1A1", - "#1E6E00", - "#7900D7", - "#A77500", - "#6367A9", - "#A05837", - "#6B002C", - "#772600", - "#D790FF", - "#9B9700", - "#549E79", - "#FFF69F", - "#201625", - "#72418F", - "#BC23FF", - "#99ADC0", - "#3A2465", - "#922329", - "#5B4534", - "#FDE8DC", - "#404E55", - "#0089A3", - "#CB7E98", - "#A4E804", - "#324E72", - ], -} - - -def clean_axis(ax, ts=11, ga=0.4): - """Cleans a given matplotlib axis.""" + +class _LazyPlotDependency: + def __init__(self, module_name: str): + self.module_name = module_name + self.module: Any | None = None + + def _load(self) -> Any: + if self.module is None: + try: + self.module = importlib.import_module(self.module_name) + except ModuleNotFoundError as exc: + package = self.module_name.split(".", 1)[0] + raise ImportError( + f"{package} is required for plotting. Install scarf[extra]." + ) from exc + return self.module + + def __getattr__(self, name: str) -> Any: + return getattr(self._load(), name) + + +mpl = _LazyPlotDependency("matplotlib") +plt = _LazyPlotDependency("matplotlib.pyplot") +sns = _LazyPlotDependency("seaborn") + +# Back-compat alias; do not mutate process-wide rcParams on import. +custom_palettes = CUSTOM_PALETTES + + +def clean_axis(ax: Any, ts: int = 11, ga: float = 0.4) -> bool: + """Clean matplotlib axis spines and add a light grid. + + Args: + ax: Matplotlib axis. + ts: Tick label font size. + ga: Grid line alpha. + + Returns: + True + """ ax.xaxis.set_tick_params(labelsize=ts) ax.yaxis.set_tick_params(labelsize=ts) for i in ["top", "bottom", "left", "right"]: @@ -199,8 +61,12 @@ def clean_axis(ax, ts=11, ga=0.4): return True -def plot_graph_qc(g): - # TODO: add docstring description. Is this for qc of a graph, or for plotting a qc plot of a graph? +def plot_graph_qc(g: Any) -> None: + """Plot KNN graph QC: node degree distribution and edge weight histogram. + + Args: + g: Sparse adjacency matrix (CSR or COO) for the KNN graph. + """ _, axis = plt.subplots(1, 2, figsize=(12, 4)) ax = axis[0] x = np.array((g != 0).sum(axis=0))[0] @@ -231,23 +97,38 @@ def plot_qc( data: pd.DataFrame, color: str = "steelblue", cmap: str = "tab20", - fig_size: Optional[Tuple] = None, + fig_size: tuple | None = None, label_size: float = 10.0, title_size: float = 10, - sup_title: Optional[str] = None, + sup_title: str | None = None, sup_title_size: float = 12, scatter_size: float = 1.0, max_points: int = 10000, show_on_single_row: bool = True, show_fig: bool = True, -): - # TODO: add docstring description. Is this for qc of a plot, or for plotting a qc plot? +) -> Any | None: + """Plot per-metric QC violin plots grouped by ``groups`` column. + + Args: + data: DataFrame with a ``groups`` column and numeric metric columns. + color: Violin fill when a single group is shown. + cmap: Colormap when multiple groups are shown. + fig_size: Figure size tuple (auto if None). + label_size: Axis label font size. + title_size: Subplot title font size. + sup_title: Figure suptitle. + sup_title_size: Suptitle font size. + scatter_size: Unused (kept for API compatibility). + max_points: Unused (kept for API compatibility). + show_on_single_row: Lay out metrics in one row vs one column. + show_fig: Call ``plt.show()`` when True; otherwise return the figure. + """ n_plots = data.shape[1] - 1 n_groups = data["groups"].nunique() if n_groups > 5 and show_on_single_row is True: logger.info( - f"Too many groups in the plot. If you think that plot is too wide then consider turning " - f"`show_on_single_row` parameter to False" + "Too many groups in the plot. If you think that plot is too wide then consider turning " + "`show_on_single_row` parameter to False" ) if show_on_single_row is True: n_rows = 1 @@ -260,17 +141,16 @@ def plot_qc( fig_height = 1 + 2.5 * n_rows fig_size = (fig_width, fig_height) fig = plt.figure(figsize=fig_size) - grouped = data.groupby("groups") - for i in range(n_plots): - if data.columns[i] == "groups": - continue - vals = {"g": [], "v": []} + grouped = data.groupby("groups", observed=False) + metric_cols = [c for c in data.columns if c != "groups"] + for plot_i, metric_col in enumerate(metric_cols): + vals_raw: dict[str, list[Any]] = {"g": [], "v": []} for j in sorted(data["groups"].unique()): - val = grouped.get_group(j)[data.columns[i]].values - vals["g"].extend([j for _ in range(len(val))]) - vals["v"].extend(list(val)) - vals = pd.DataFrame(vals) - ax = fig.add_subplot(n_rows, n_cols, i + 1) + val = grouped.get_group(j)[metric_col].values + vals_raw["g"].extend([j for _ in range(len(val))]) + vals_raw["v"].extend(list(val)) + vals = pd.DataFrame(vals_raw) + ax = fig.add_subplot(n_rows, n_cols, plot_i + 1) if n_groups == 1: sns.violinplot( y="v", @@ -287,6 +167,7 @@ def plot_qc( sns.violinplot( y="v", x="g", + hue="g", data=vals, linewidth=1, orient="v", @@ -294,6 +175,7 @@ def plot_qc( inner=None, cut=0, palette=cmap, + legend=False, ) if len(vals) > max_points: sns.stripplot( @@ -319,7 +201,7 @@ def plot_qc( color="k", alpha=0.4, ) - ax.set_ylabel(data.columns[i], fontsize=label_size) + ax.set_ylabel(metric_col, fontsize=label_size) ax.set_xlabel("") if n_groups == 1: ax.set_xticks([]) @@ -331,12 +213,13 @@ def plot_qc( # clean_axis(ax) ax.figure.patch.set_alpha(0) ax.patch.set_alpha(0) - fig.suptitle(sup_title, fontsize=sup_title_size) + if sup_title is not None: + fig.suptitle(sup_title, fontsize=sup_title_size) plt.tight_layout() if show_fig: plt.show() - else: - return fig + return None + return fig def plot_mean_var( @@ -345,11 +228,22 @@ def plot_mean_var( n_cells: np.ndarray, hvg: np.ndarray, ax_label_fs: float = 12, - fig_size: Tuple[float, float] = (4.5, 4.0), - ss: Tuple[float, float] = (3, 30), - cmaps: Tuple[str, str] = ("winter", "magma_r"), -): - """Shows a mean-variance plot.""" + fig_size: tuple[float, float] = (4.5, 4.0), + ss: tuple[float, float] = (3, 30), + cmaps: tuple[str, str] = ("winter", "magma_r"), +) -> None: + """Show a mean-variance scatter plot with HVGs highlighted. + + Args: + nzm: Non-zero mean expression per feature. + fv: Variance (or corrected variance) per feature. + n_cells: Number of cells expressing each feature (for coloring). + hvg: Boolean mask of highly variable features. + ax_label_fs: Axis label font size. + fig_size: Figure size. + ss: Scatter sizes for non-HVG and HVG points. + cmaps: Colormaps for non-HVG and HVG points. + """ _, ax = plt.subplots(1, 1, figsize=fig_size) nzm = np.log2(nzm) fv = np.log2(fv) @@ -371,10 +265,20 @@ def plot_mean_var( plt.show() -def plot_elbow(var_exp, figsize: Tuple[float, float] = (None, 2)): - from kneed import KneeLocator +def plot_elbow( + var_exp: npt.NDArray[Any] | list[float], + figsize: tuple[float | None, float] = (None, 2), +) -> None: + """Plot PCA variance explained with an automatic elbow marker. + + Args: + var_exp: Percent variance explained per component. + figsize: Figure size; width auto-scales with component count if None. + """ + from .plotting._deps import require_kneed x = range(len(var_exp)) + KneeLocator = require_kneed() kneedle = KneeLocator(x, var_exp, S=1.0, curve="convex", direction="decreasing") if figsize[0] is None: figsize = (0.25 * len(var_exp), figsize[1]) @@ -391,18 +295,31 @@ def plot_elbow(var_exp, figsize: Tuple[float, float] = (None, 2)): def plot_heatmap( - cdf, + cdf: pd.DataFrame, fontsize: float = 10, width_factor: float = 0.03, height_factor: float = 0.02, - cmap=cm.matter_r, - savename: str = None, + cmap: Any = "magma_r", + savename: str | None = None, save_dpi: int = 300, - figsize=None, + figsize: tuple[float, float] | None = None, show_fig: bool = True, - **heatmap_kwargs, -): - """Shows a heatmap plot.""" + **heatmap_kwargs: Any, +) -> Any: + """Show a clustered heatmap of the input DataFrame. + + Args: + cdf: Data to cluster and plot. + fontsize: Base font size for auto figsize. + width_factor: Width scaling per column. + height_factor: Height scaling per row. + cmap: Colormap name or object. + savename: If set, save figure to this path. + save_dpi: DPI for saved figure. + figsize: Explicit figure size (auto if None). + show_fig: Show interactively when True. + **heatmap_kwargs: Extra kwargs passed to ``sns.clustermap``. + """ if figsize is None: figsize = ( cdf.shape[1] * fontsize * width_factor, @@ -430,54 +347,64 @@ def plot_heatmap( plt.savefig(savename, dpi=save_dpi) if show_fig: plt.show() - else: - return cgx + return None + return cgx def _scatter_fix_type(v: pd.Series, ints_as_cats: bool) -> pd.Series: vt = v.dtype if v.nunique() == 1: return pd.Series(np.ones(len(v)), index=v.index).astype(np.float64) - if vt in [np.bool_]: + if vt in [bool, np.bool]: # converting first to int to handle bool - return v.astype(np.int_).astype("category") - if vt in [str, object] or vt.name == "category": + return v.astype(int).astype("category") + if ( + vt in [str, object] + or vt.name in ("category", "string") + or pd.api.types.is_string_dtype(v) + ): return v.astype("category") elif np.issubdtype(vt.type, np.integer) and ints_as_cats: if v.nunique() > 100: logger.warning("Too many categories. set force_ints_as_cats to false") - return v.astype(np.int_).astype("category") + return v.astype(int).astype("category") else: return v.astype(np.float64) -def _scatter_fix_mask(v: pd.Series, mask_vals: list, mask_name: str) -> pd.Series: - if mask_vals is None: - mask_vals = [] - mask_vals += [np.nan] +def _scatter_fix_mask( + v: pd.Series, mask_vals: list[Any] | None, mask_name: str +) -> pd.Series: + # Copy so caller-provided lists are not mutated. + mask_list: list[Any] = list(mask_vals) if mask_vals is not None else [] + mask_list = mask_list + [np.nan] iscat = False if v.dtype.name == "category": iscat = True v = v.astype(object) # There is a bug in pandas which causes failure above 1M rows # v[v.isin(mask_vals)] = mask_name - v[np.isin(v, mask_vals)] = mask_name + v[np.isin(v, mask_list)] = mask_name if iscat: v = v.astype("category") return v def _scatter_make_colors( - v: pd.Series, cmap, color_key: Optional[dict], mask_color: str, mask_name: str -): - from matplotlib.pyplot import get_cmap + v: pd.Series, + cmap: Any, + color_key: dict[Any, Any] | None, + mask_color: str, + mask_name: str, +) -> tuple[Any | None, dict[Any, Any] | None]: + from matplotlib.pyplot import get_cmap # type: ignore[import-not-found] na_idx = v == mask_name uv = v[~na_idx].unique() if v.dtype.name != "category": if cmap is None: - return cm.deep, None + return get_cmap("viridis"), None else: return get_cmap(cmap), None else: @@ -485,6 +412,8 @@ def _scatter_make_colors( cmap = "custom" if color_key is not None: + # Copy so caller-provided dictionaries are not mutated. + color_key = dict(color_key) for i in uv: if i not in color_key: raise KeyError(f"ERROR: key {i} missing in `color_key`") @@ -512,7 +441,7 @@ def _scatter_make_colors( return None, color_key -def _scatter_cleanup(ax, sw: float, sc: str, ds: tuple) -> None: +def _scatter_cleanup(ax: Any, sw: float, sc: str, ds: tuple[str, ...]) -> None: for i in ["bottom", "left", "top", "right"]: spine = ax.spines[i] if i in ds: @@ -527,7 +456,7 @@ def _scatter_cleanup(ax, sw: float, sc: str, ds: tuple) -> None: return None -def _scatter_label_axis(df, ax, fs: float, fo: float): +def _scatter_label_axis(df: pd.DataFrame, ax: Any, fs: float, fo: float) -> None: x, y = df.columns[:2] ax.set_xlabel(x, fontsize=fs) ax.set_ylabel(y, fontsize=fs) @@ -541,14 +470,14 @@ def _scatter_label_axis(df, ax, fs: float, fo: float): def _scatter_legends( - df, - ax, - cmap, - ck, + df: pd.DataFrame, + ax: Any, + cmap: Any, + ck: dict[Any, Any] | None, ondata: bool, onside: bool, fontsize: float, - title: str, + title: str | None, title_fontsize: float, hide_title: bool, n_per_col: int, @@ -578,8 +507,8 @@ def _scatter_legends( Returns: """ - from matplotlib.colors import Normalize - from matplotlib.colorbar import ColorbarBase, make_axes_gridspec + from matplotlib.colors import Normalize # type: ignore[import-not-found] + from matplotlib.colorbar import ColorbarBase, make_axes_gridspec # type: ignore[import-not-found] x, y, vc = df.columns[:3] v = df[vc] @@ -594,7 +523,7 @@ def _scatter_legends( else: ax.title.set_text(vc) ax.title.set_fontsize(title_fontsize) - centers = df[[x, y, vc]].groupby(vc).median().T + centers = df[[x, y, vc]].groupby(vc, observed=False).median().T for i in centers: if ondata: ax.text( @@ -606,6 +535,7 @@ def _scatter_legends( va="center", ) if onside: + assert ck is not None ax.scatter( [float(centers[i][x])], [float(centers[i][y])], @@ -629,7 +559,16 @@ def _scatter_legends( ) cax.set_axis_off() else: - norm = Normalize(vmin=v.min(), vmax=v.max()) + numeric = pd.to_numeric(v, errors="coerce") + finite = numeric[np.isfinite(numeric.to_numpy(dtype=np.float64))] + if len(finite): + vmin = float(finite.min()) + vmax = float(finite.max()) + if vmax <= vmin: + vmax = vmin + 1.0 + else: + vmin, vmax = 0.0, 1.0 + norm = Normalize(vmin=vmin, vmax=vmax) cb = ColorbarBase(cax, cmap=cmap, norm=norm, orientation="horizontal") if hide_title is False: if title is not None: @@ -638,11 +577,20 @@ def _scatter_legends( cb.set_label(vc, fontsize=title_fontsize) cb.ax.xaxis.set_label_position("bottom") cb.ax.xaxis.set_ticks_position("top") - cb.outline.set_visible(False) + outline = cb.ax.spines.get("outline") + if outline is not None: + outline.set_visible(False) return None -def _make_grid(width, height, w_pad, h_pad, n_panels, n_columns): +def _make_grid( + width: float, + height: float, + w_pad: float | None, + h_pad: float | None, + n_panels: int, + n_columns: int, +) -> tuple[Any, npt.NDArray[Any]]: n_columns = np.minimum(n_panels, n_columns) n_rows = np.ceil(n_panels / n_columns).astype(int) if w_pad is None and h_pad is None: @@ -666,53 +614,70 @@ def _make_grid(width, height, w_pad, h_pad, n_panels, n_columns): return fig, axes -def _create_axes(dfs, in_ax, width, height, w_pad, h_pad, n_columns): +def _create_axes( + dfs: list[pd.DataFrame], + in_ax: npt.NDArray[Any] | Any | None, + width: float, + height: float, + w_pad: float | None, + h_pad: float | None, + n_columns: int, +) -> npt.NDArray[Any]: if len(dfs) > 1: if in_ax is not None: logger.warning( - f"'in_ax' will not be used as multiple attributes will be plotted. Using internal grid" - f"layout" + "'in_ax' will not be used as multiple attributes will be plotted. Using internal grid" + "layout" ) _, axs = _make_grid(width, height, w_pad, h_pad, len(dfs), n_columns) else: if in_ax is None: _, axs = plt.subplots(1, 1, figsize=(width, height), squeeze=False) + elif isinstance(in_ax, np.ndarray): + axs = in_ax if in_ax.ndim == 2 else in_ax.reshape(1, -1) else: - axs = in_ax + # Bare Axes from the caller + axs = np.array([[in_ax]], dtype=object) return axs -def _iter_dataframes(dfs, mask_values, mask_name, force_ints_as_cats): +def _iter_dataframes( + dfs: list[pd.DataFrame], + mask_values: list[Any] | None, + mask_name: str, + force_ints_as_cats: bool, +) -> Iterator[tuple[int, pd.DataFrame]]: for n, df in enumerate(dfs): + panel = df.copy() vc = df.columns[2] v = _scatter_fix_mask(df[vc].copy(), mask_values, mask_name) - df[vc] = _scatter_fix_type(v, force_ints_as_cats) - yield n, df + panel[vc] = _scatter_fix_type(v, force_ints_as_cats) + yield n, panel -def _handle_titles_type(titles, n_df): +def _handle_titles_type(titles: str | list[str] | None, n_df: int) -> list[str] | None: if titles is not None: if n_df > 1: - if len(titles) != n_df or type(titles) != list: + if len(titles) != n_df or not isinstance(titles, list): logger.warning( "Number of titles is not same as the the number of titles. Provided titles cannot be used" ) titles = None else: - if type(titles) == str: + if isinstance(titles, str): titles = [titles] return titles def plot_scatter( - dfs, - in_ax=None, + dfs: list[pd.DataFrame], + in_ax: npt.NDArray[Any] | Any | None = None, width: float = 6, height: float = 6, default_color: str = "steelblue", - color_map=None, - color_key: dict = None, - mask_values: list = None, + color_map: Any | None = None, + color_key: dict[Any, Any] | None = None, + mask_values: list[Any] | None = None, mask_name: str = "NA", mask_color: str = "k", point_size: float = 10, @@ -720,37 +685,72 @@ def plot_scatter( frame_offset: float = 0.05, spine_width: float = 0.5, spine_color: str = "k", - displayed_sides: tuple = ("bottom", "left"), + displayed_sides: tuple[str, ...] = ("bottom", "left"), legend_ondata: bool = True, legend_onside: bool = True, legend_size: float = 12, legends_per_col: int = 20, - titles: str = None, + titles: str | list[str] | None = None, title_size: int = 12, hide_title: bool = False, cbar_shrink: float = 0.6, marker_scale: float = 70, lspacing: float = 0.1, cspacing: float = 1, - savename: str = None, + savename: str | None = None, dpi: int = 300, force_ints_as_cats: bool = True, n_columns: int = 4, w_pad: float = 1, h_pad: float = 1, show_fig: bool = True, - scatter_kwargs: dict = None, -): - """Shows scatter plots. + scatter_kwargs: dict[str, Any] | None = None, +) -> npt.NDArray[Any] | None: + """Show one or more 2D scatter plots from annotation DataFrames. + + Each DataFrame must contain x, y, and value columns. When multiple + DataFrames are provided, plots are arranged in a grid. - If more then one dataframe is provided it will place the - scatterplots in a grid. + Args: + dfs: List of DataFrames with columns [x, y, value]. + in_ax: Existing axes array to draw into (optional). + width: Subplot width in inches. + height: Subplot height in inches. + default_color: Color for continuous values without a colormap. + color_map: Matplotlib colormap name or object. + color_key: Dict mapping category values to colors. + mask_values: Values to render with ``mask_color``. + mask_name: Label for masked values in legend. + mask_color: Color for masked points. + point_size: Scatter marker size. + ax_label_size: Axis label font size. + frame_offset: Axis limit padding fraction. + spine_width: Spine line width. + spine_color: Spine color. + displayed_sides: Tuple of spines to show. + legend_ondata: Draw category labels on data points. + legend_onside: Draw legend table beside the plot. + legend_size: Legend font size. + legends_per_col: Max legend entries per column. + titles: Subplot title or list of titles. + title_size: Title font size. + hide_title: Suppress titles when True. + cbar_shrink: Colorbar shrink factor. + marker_scale: Scale for on-data legend markers. + lspacing: Legend label spacing. + cspacing: Legend column spacing. + savename: Save path (optional). + dpi: Save DPI. + force_ints_as_cats: Treat integer columns as categorical. + n_columns: Grid columns when plotting multiple panels. + w_pad: Width padding between subplots. + h_pad: Height padding between subplots. + show_fig: Show interactively when True. + scatter_kwargs: Extra kwargs passed to ``ax.scatter`` (not ``c`` or ``s``). """ - from matplotlib.colors import to_hex - def _handle_scatter_kwargs(sk): - if sk is None: - sk = {} + def _handle_scatter_kwargs(sk: dict[str, Any] | None) -> dict[str, Any]: + sk = {} if sk is None else dict(sk) if "c" in sk: logger.warning("scatter_kwarg value `c` will be ignored") del sk["c"] @@ -772,14 +772,30 @@ def _handle_scatter_kwargs(sk): v, color_map, color_key, mask_color, mask_name ) if v.dtype.name == "category": + assert col_key is not None df["c"] = [col_key[x] for x in v] else: - if v.nunique() == 1: + if v.nunique(dropna=False) == 1: df["c"] = [default_color for _ in v] else: - v = v.copy().fillna(0) - mmv = (v - v.min()) / (v.max() - v.min()) - df["c"] = [to_hex(col_map(x)) for x in mmv] + from matplotlib.colors import to_hex # type: ignore[import-not-found] + + v_num = pd.to_numeric(v, errors="coerce") + finite = np.isfinite(v_num.to_numpy(dtype=np.float64)) + colors: list[str] = [] + if finite.any(): + vmin = float(v_num[finite].min()) + vmax = float(v_num[finite].max()) + span = vmax - vmin if vmax != vmin else 1.0 + assert col_map is not None + for val, ok in zip(v_num.to_numpy(dtype=np.float64), finite): + if not ok: + colors.append(to_hex(mask_color)) + else: + colors.append(to_hex(col_map((val - vmin) / span))) + else: + colors = [to_hex(mask_color) for _ in v] + df["c"] = colors if "s" not in df: df["s"] = [point_size for _ in df.index] scatter_kwargs = _handle_scatter_kwargs(sk=scatter_kwargs) @@ -817,62 +833,121 @@ def _handle_scatter_kwargs(sk): ) if savename: - plt.savefig(savename, dpi=dpi, bbox_inches="tight") + fig = axs.flat[0].figure + with mpl.rc_context({"svg.fonttype": "none", "pdf.fonttype": 42}): + fig.savefig(savename, dpi=dpi, bbox_inches="tight") if show_fig: - plt.show() - else: - return axs + axs.flat[0].figure.show() + return None + return axs def shade_scatter( - dfs, - in_ax=None, + dfs: list[pd.DataFrame], + in_ax: npt.NDArray[Any] | Any | None = None, figsize: float = 6, pixels: int = 1000, spread_px: int = 1, spread_threshold: float = 0.2, min_alpha: int = 10, - color_map=None, - color_key: dict = None, - mask_values: list = None, + color_map: Any | None = None, + color_key: dict[Any, Any] | None = None, + mask_values: list[Any] | None = None, mask_name: str = "NA", mask_color: str = "k", ax_label_size: float = 12, frame_offset: float = 0.05, spine_width: float = 0.5, spine_color: str = "k", - displayed_sides: tuple = ("bottom", "left"), + displayed_sides: tuple[str, ...] = ("bottom", "left"), legend_ondata: bool = True, legend_onside: bool = True, legend_size: float = 12, legends_per_col: int = 20, - titles: Union[str, List[str]] = None, + titles: str | list[str] | None = None, title_size: int = 12, hide_title: bool = False, cbar_shrink: float = 0.6, marker_scale: float = 70, lspacing: float = 0.1, cspacing: float = 1, - savename: str = None, + savename: str | None = None, dpi: int = 300, force_ints_as_cats: bool = True, n_columns: int = 4, - w_pad: float = None, - h_pad: float = None, + w_pad: float | None = None, + h_pad: float | None = None, show_fig: bool = True, -): - """Shows shaded scatter plots. +) -> npt.NDArray[Any] | None: + """Show datashader-density scatter plots for large cell embeddings. - If more then one dataframe is provided it will place the - scatterplots in a grid. + Args: + dfs: List of DataFrames with columns [x, y, value]. + in_ax: Existing axes to draw into. + figsize: Subplot width and height in inches. + pixels: Canvas resolution for datashader aggregation. + spread_px: Pixel spread for categorical shading. + spread_threshold: Minimum fraction of pixels to apply spread. + min_alpha: Minimum alpha for rendered pixels. + color_map: Colormap for continuous values. + color_key: Dict mapping categories to colors. + mask_values: Values to treat as masked. + mask_name: Label for masked category. + mask_color: Color for masked values. + ax_label_size: Axis label font size. + frame_offset: Axis limit padding. + spine_width: Spine line width. + spine_color: Spine color. + displayed_sides: Visible spines. + legend_ondata: Draw labels on data. + legend_onside: Draw side legend table. + legend_size: Legend font size. + legends_per_col: Legend entries per column. + titles: Subplot title(s). + title_size: Title font size. + hide_title: Suppress titles. + cbar_shrink: Colorbar shrink factor. + marker_scale: On-data legend marker scale. + lspacing: Legend label spacing. + cspacing: Legend column spacing. + savename: Save path (optional). + dpi: Save DPI. + force_ints_as_cats: Treat integers as categorical. + n_columns: Grid columns for multiple panels. + w_pad: Width padding between subplots. + h_pad: Height padding between subplots. + show_fig: Show interactively when True. """ - import datashader as dsh - from datashader.mpl_ext import dsshow - import datashader.transfer_functions as tf from functools import partial + from .plotting._deps import require_datashader + + dsh, dsshow, tf = require_datashader() titles = _handle_titles_type(titles, len(dfs)) axs = _create_axes(dfs, in_ax, figsize, figsize, w_pad, h_pad, n_columns) + + # Shared continuous limits across panels so multi-panel shading is comparable. + # Prefer linear / percentile limits over per-panel eq_hist (Milestone C). + shared_vmin: float | None = None + shared_vmax: float | None = None + cont_vals: list[Any] = [] + for n, df in _iter_dataframes(dfs, mask_values, mask_name, force_ints_as_cats): + v = df[df.columns[2]] + if v.dtype.name != "category" and v.nunique() > 1: + cont_vals.append(v.to_numpy(dtype=float)) + if cont_vals: + import numpy as np + + all_c = np.concatenate(cont_vals) + finite = np.isfinite(all_c) + if finite.any(): + shared_vmin = float(np.nanpercentile(all_c[finite], 1)) + shared_vmax = float(np.nanpercentile(all_c[finite], 99)) + if shared_vmax <= shared_vmin: + shared_vmin = float(np.nanmin(all_c[finite])) + shared_vmax = float(np.nanmax(all_c[finite])) + + # Rewind iterator by rebuilding from dfs for n, df in _iter_dataframes(dfs, mask_values, mask_name, force_ints_as_cats): dim1, dim2, vc = df.columns[:3] v = df[vc] @@ -881,18 +956,26 @@ def shade_scatter( ) if v.dtype.name == "category": agg = dsh.count_cat(vc) + how = "eq_hist" + limits: dict[str, float] = {} else: if v.nunique() == 1: agg = dsh.count(vc) + how = "eq_hist" + limits = {} else: agg = dsh.mean(vc) + how = "linear" + limits = {} + if shared_vmin is not None and shared_vmax is not None: + limits = {"vmin": shared_vmin, "vmax": shared_vmax} ax = axs[int(n / n_columns), n % n_columns] - artist = dsshow( + dsshow( df, dsh.Point(dim1, dim2), aggregator=agg, - norm="eq_hist", + norm=how, color_key=col_key, cmap=col_map, alpha_range=(min_alpha, 255), @@ -905,6 +988,7 @@ def shade_scatter( width_scale=1, height_scale=1, ax=ax, + **limits, ) _scatter_label_axis(df, ax, ax_label_size, frame_offset) @@ -932,14 +1016,23 @@ def shade_scatter( ) if savename: - plt.savefig(savename, dpi=dpi, bbox_inches="tight") + fig = axs.flat[0].figure + with mpl.rc_context({"svg.fonttype": "none", "pdf.fonttype": 42}): + fig.savefig(savename, dpi=dpi, bbox_inches="tight") if show_fig: - plt.show() - else: - return axs + axs.flat[0].figure.show() + return None + return axs -def _draw_pie(ax, dist, colors, xpos, ypos, size): +def _draw_pie( + ax: Any, + dist: npt.NDArray[Any], + colors: list[Any], + xpos: float, + ypos: float, + size: float, +) -> None: # https://stackoverflow.com/questions/56337732/how-to-plot-scatter-pie-chart-using-matplotlib cumsum = np.cumsum(dist) cumsum = cumsum / cumsum[-1] @@ -953,8 +1046,13 @@ def _draw_pie(ax, dist, colors, xpos, ypos, size): def hierarchy_pos( - g, root=None, width=1.0, vert_gap=0.2, vert_loc=0, leaf_vs_root_factor=0.5 -): + g: Any, + root: Any | None = None, + width: float = 1.0, + vert_gap: float = 0.2, + vert_loc: float = 0, + leaf_vs_root_factor: float = 0.5, +) -> dict[Any, tuple[float, float]]: """This function was lifted from here: https://github.com/springer- math/Mathematics-of-Epidemics-on- Networks/blob/80c8accbe0c6b7710c0a189df17529696ac31bf9/EoN/auxiliary.py. @@ -1011,18 +1109,18 @@ def hierarchy_pos( root = np.random.choice(list(g.nodes)) def _hierarchy_pos( - g, - root, - leftmost, - width, - leafdx=0.2, - vert_gap=0.2, - vert_loc=0, - xcenter=0.5, - rootpos=None, - leafpos=None, - parent=None, - ): + g: Any, + root: Any, + leftmost: float, + width: float, + leafdx: float = 0.2, + vert_gap: float = 0.2, + vert_loc: float = 0, + xcenter: float = 0.5, + rootpos: dict[Any, tuple[float, float]] | None = None, + leafpos: dict[Any, tuple[float, float]] | None = None, + parent: Any | None = None, + ) -> tuple[dict[Any, tuple[float, float]], dict[Any, tuple[float, float]], int]: """ see hierarchy_pos docstring for most arguments pos: a dict saying where all nodes go if they have been assigned @@ -1106,9 +1204,9 @@ def _hierarchy_pos( def plot_cluster_hierarchy( - sg, - clusts, - color_values=None, + sg: Any, + clusts: Any, + color_values: Any | None = None, force_ints_as_cats: bool = True, width: float = 2, lvr_factor: float = 0.5, @@ -1119,29 +1217,56 @@ def plot_cluster_hierarchy( root_size: float = 100, non_leaf_size: float = 10, show_labels: bool = False, - fontsize=10, + fontsize: float = 10, root_color: str = "#C0C0C0", non_leaf_color: str = "k", - cmap: str = None, - color_key: bool = None, + cmap: str | None = None, + color_key: dict[Any, Any] | None = None, edgecolors: str = "k", edgewidth: float = 1, alpha: float = 0.7, - figsize=(5, 5), - ax=None, + figsize: tuple[float, float] = (5, 5), + ax: Any | None = None, show_fig: bool = True, - savename: str = None, - save_dpi=300, -): - """Shows a plot showing cluster hierarchy. + savename: str | None = None, + save_dpi: int = 300, +) -> Any | None: + """Plot a cluster hierarchy tree with colored leaf nodes. + + Args: + sg: NetworkX graph of the cluster hierarchy. + clusts: Cluster id per leaf cell. + color_values: Values for leaf coloring (default: cluster ids). + force_ints_as_cats: Treat integer color values as categorical. + width: Horizontal layout width for hierarchy positioning. + lvr_factor: Blend between leaf-only and root-based layout (0-1). + vert_gap: Vertical gap between hierarchy levels. + min_node_size: Minimum node marker size. + node_size_multiplier: Scale factor for node sizes. + node_power: Exponent applied to node leaf counts for sizing. + root_size: Marker size for root node. + non_leaf_size: Marker size for internal nodes. + show_labels: Draw cluster labels on internal nodes. + fontsize: Label font size. + root_color: Root node color. + non_leaf_color: Internal node color. + cmap: Colormap for continuous color values. + color_key: Dict mapping categories to colors. + edgecolors: Node edge color. + edgewidth: Node edge width. + alpha: Node alpha. + figsize: Figure size when ``ax`` is None. + ax: Existing axis to draw into. + show_fig: Show interactively when True. + savename: Save path (optional). + save_dpi: Save DPI. Returns: - If requested (with parameter `show_fig`) a matplotlib Axes object containing the plot - (which is the modified `ax` parameter if given). + Matplotlib Axes when ``show_fig`` is False. """ import networkx as nx import math - from matplotlib.colors import to_hex + from matplotlib.colors import to_hex # type: ignore[import-not-found] if color_values is None: color_values = pd.Series(clusts) @@ -1150,7 +1275,7 @@ def plot_cluster_hierarchy( color_values = pd.Series(color_values) using_clust_for_colors = False color_values = _scatter_fix_type(color_values, force_ints_as_cats) - cmap, color_key = _scatter_make_colors( + colormap, color_key = _scatter_make_colors( color_values, cmap, color_key, "k", "longdummyvaluesofh3489hfpiqehdcbla" ) pos = hierarchy_pos( @@ -1163,16 +1288,19 @@ def plot_cluster_hierarchy( if color_key is None: cluster_values = ( pd.DataFrame({"clusters": clusts, "v": color_values}) - .groupby("clusters") + .groupby("clusters", observed=False) .mean()["v"] ) mmv: pd.Series = (cluster_values - cluster_values.min()) / ( cluster_values.max() - cluster_values.min() ) - color_key = {k: to_hex(cmap(v)) for k, v in mmv.to_dict().items()} + assert colormap is not None + color_key = {k: to_hex(colormap(v)) for k, v in mmv.to_dict().items()} else: cluster_values = None + assert color_key is not None + cs = pd.Series(clusts).value_counts() cs = (node_size_multiplier * ((cs / cs.sum()) ** node_power)).to_dict() nc, ns = [], [] @@ -1237,31 +1365,53 @@ def plot_cluster_hierarchy( plt.savefig(savename, dpi=save_dpi) if show_fig: plt.show() - else: - return ax + return None + return ax def plot_annotated_heatmap( - df: np.array, - xbar_values: np.ndarray, - ybar_values: np.ndarray, - display_row_labels: list = None, - row_labels: list = None, + df: npt.NDArray[Any], + xbar_values: npt.NDArray[Any], + ybar_values: npt.NDArray[Any], + display_row_labels: list[str] | None = None, + row_labels: list[str] | None = None, width: int = 5, height: int = 10, vmin: float = -2.0, vmax: float = 2.0, - heatmap_cmap: str = None, - xbar_cmap: str = None, - ybar_cmap: str = None, + heatmap_cmap: str | None = None, + xbar_cmap: Any | None = None, + ybar_cmap: str | None = None, tick_fontsize: int = 10, axis_fontsize: int = 12, row_label_fontsize: int = 12, - savename: str = None, + savename: str | None = None, save_dpi: int = 300, show_fig: bool = True, -): - import matplotlib.ticker as mticker +) -> None: + """Plot a heatmap with pseudotime and cluster annotation bars. + + Args: + df: 2D expression matrix (features x ordering bins). + xbar_values: Values for the bottom pseudotime bar. + ybar_values: Values for the right cluster color bar. + display_row_labels: Subset of row labels to show on the heatmap. + row_labels: Labels for all rows (default: index strings). + width: Figure width in inches. + height: Figure height in inches. + vmin: Heatmap color scale minimum. + vmax: Heatmap color scale maximum. + heatmap_cmap: Colormap for the main heatmap. + xbar_cmap: Colormap for the pseudotime bar. + ybar_cmap: Colormap for the cluster bar. + tick_fontsize: Colorbar tick font size. + axis_fontsize: Title font size. + row_label_fontsize: Row label font size. + savename: Save path (optional). + save_dpi: Save DPI. + show_fig: Show interactively when True. + """ + import matplotlib.ticker as mticker # type: ignore[import-not-found] if display_row_labels is None: display_row_labels = [] @@ -1295,9 +1445,11 @@ def plot_annotated_heatmap( ) if len(display_row_labels) > 0: - row_labels = {x.lower(): n for n, x in enumerate(row_labels)} - display_row_labels = [x for x in display_row_labels if x.lower() in row_labels] - heatmap_ax.set_yticks([row_labels[x.lower()] for x in display_row_labels]) + row_label_index = {x.lower(): n for n, x in enumerate(row_labels)} + display_row_labels = [ + x for x in display_row_labels if x.lower() in row_label_index + ] + heatmap_ax.set_yticks([row_label_index[x.lower()] for x in display_row_labels]) heatmap_ax.set_yticklabels(display_row_labels, fontsize=row_label_fontsize) heatmap_ax.set_title(f"{df.shape[0]} features", fontsize=axis_fontsize) @@ -1324,7 +1476,7 @@ def plot_annotated_heatmap( binned_ptime = [x.mean() for x in np.array_split(sorted(xbar_values), df.shape[1])] if xbar_cmap is None: - xbar_cmap = cm.deep + xbar_cmap = "viridis" ptime_ax.imshow([binned_ptime], aspect="auto", cmap=xbar_cmap) ptime_ax.set_xticks([]) ptime_ax.set_yticks([]) diff --git a/scarf/plotting/__init__.py b/scarf/plotting/__init__.py new file mode 100644 index 00000000..23316c47 --- /dev/null +++ b/scarf/plotting/__init__.py @@ -0,0 +1,51 @@ +from ._contracts import ( + CategoricalScale, + CellField, + ColorScale, + FeatureRef, + FeatureSummary, + NormalizationSpec, + PlotProvenance, + SizeScale, + StudyDesign, +) +from ._figure import LegendSpec, PlotResult, collect_legends, label_panels +from ._style import THEMES, theme_context +from .composition import composition +from .diagnostics import elbow, graph_qc, highly_variable_features, qc +from .distribution import distribution +from .embedding import embedding +from .embedding_raster import embedding_raster +from .heatmaps import cluster_tree, marker_heatmap, pseudotime_heatmap +from .summary import dotplot, matrixplot + +__all__ = [ + "CategoricalScale", + "CellField", + "ColorScale", + "FeatureRef", + "FeatureSummary", + "LegendSpec", + "NormalizationSpec", + "PlotProvenance", + "PlotResult", + "SizeScale", + "StudyDesign", + "THEMES", + "cluster_tree", + "collect_legends", + "composition", + "distribution", + "dotplot", + "elbow", + "embedding", + "embedding_raster", + "graph_qc", + "highly_variable_features", + "label_panels", + "marker_heatmap", + "matrixplot", + "pseudotime_heatmap", + "qc", + "theme_context", +] diff --git a/scarf/plotting/_contracts.py b/scarf/plotting/_contracts.py new file mode 100644 index 00000000..c1bb7d48 --- /dev/null +++ b/scarf/plotting/_contracts.py @@ -0,0 +1,180 @@ +"""Public contracts for scarf.plotting.""" + +from dataclasses import dataclass, field +from typing import Any, Literal + +import numpy as np +import pandas as pd + +LookupBy = Literal["name", "id", "index"] +FeatureReduction = Literal["mean", "sum"] +CellFieldKind = Literal["auto", "categorical", "continuous"] +NormSource = Literal["assay", "raw"] +NormTransform = Literal["none", "log1p"] +Standardize = Literal["none", "feature"] + + +@dataclass(frozen=True, slots=True) +class FeatureRef: + """Reference to one assay feature. + + Parameters: + value: Feature name, id, or physical index (see ``by``). + assay: Assay name. Defaults to the store default assay when omitted. + by: How to look up ``value``: ``name``, ``id``, or ``index``. + label: Optional display label. + reduction: Required when multiple features match; ``mean`` or ``sum``. + """ + + value: str | int + assay: str | None = None + by: LookupBy = "name" + label: str | None = None + reduction: FeatureReduction | None = None + + def __post_init__(self) -> None: + if self.by not in ("name", "id", "index"): + raise ValueError("by must be 'name', 'id', or 'index'") + if self.reduction not in (None, "mean", "sum"): + raise ValueError("reduction must be 'mean', 'sum', or None") + + +@dataclass(frozen=True, slots=True) +class CellField: + """Reference to a cell-metadata column.""" + + key: str + kind: CellFieldKind = "auto" + label: str | None = None + + def __post_init__(self) -> None: + if self.kind not in ("auto", "categorical", "continuous"): + raise ValueError("kind must be 'auto', 'categorical', or 'continuous'") + + +@dataclass(frozen=True, slots=True) +class StudyDesign: + """How cells relate to biological samples and conditions. + + Supports ``sample_by`` and optional ``condition_by``. Composition pairing + uses ``condition_by`` with ``subject_by`` or ``pair_by``. Technical-replicate + collapse is deferred. + """ + + sample_by: str + condition_by: str | None = None + subject_by: str | None = None + pair_by: str | None = None + technical_replicate_by: str | None = None + technical_replicate_reduction: Literal["sum", "mean"] | None = None + + def __post_init__(self) -> None: + unsupported = [ + name + for name, value in ( + ("technical_replicate_by", self.technical_replicate_by), + ( + "technical_replicate_reduction", + self.technical_replicate_reduction, + ), + ) + if value is not None + ] + if unsupported: + raise NotImplementedError( + "These StudyDesign fields are not supported yet: " + + ", ".join(unsupported) + + ". Collapse technical replicates into sample_by first, " + "or omit them." + ) + + +@dataclass(frozen=True, slots=True) +class NormalizationSpec: + source: NormSource = "assay" + transform: NormTransform = "none" + + def __post_init__(self) -> None: + if self.source not in ("assay", "raw"): + raise ValueError("source must be 'assay' or 'raw'") + if self.transform not in ("none", "log1p"): + raise ValueError("transform must be 'none' or 'log1p'") + + +@dataclass(frozen=True, slots=True) +class ColorScale: + cmap: str | None = None + vmin: float | None = None + vmax: float | None = None + vcenter: float | None = None + quantiles: tuple[float, float] | None = None + missing_color: str = "#bdbdbd" + scope: Literal["feature", "panel", "shared"] = "feature" + + def __post_init__(self) -> None: + if self.quantiles is not None: + low, high = self.quantiles + if not (0.0 <= low < high <= 1.0): + raise ValueError("quantiles must satisfy 0 <= low < high <= 1") + if self.vmin is not None and self.vmax is not None and self.vmax <= self.vmin: + raise ValueError("vmax must be greater than vmin") + if ( + self.vcenter is not None + and self.vmin is not None + and self.vmax is not None + and not self.vmin < self.vcenter < self.vmax + ): + raise ValueError("vcenter must be strictly between vmin and vmax") + if self.scope not in ("feature", "panel", "shared"): + raise ValueError("scope must be 'feature', 'panel', or 'shared'") + + +@dataclass(frozen=True, slots=True) +class CategoricalScale: + order: tuple[Any, ...] | None = None + palette: dict[Any, str] | None = None + missing_color: str = "#bdbdbd" + missing_label: str = "NA" + + +@dataclass(frozen=True, slots=True) +class SizeScale: + """Maps numeric values to marker area. Detection fraction uses domain [0, 1].""" + + vmin: float = 0.0 + vmax: float = 1.0 + size_min: float = 10.0 + size_max: float = 200.0 + + def __post_init__(self) -> None: + if self.size_min < 0 or self.size_max < self.size_min: + raise ValueError("size range must satisfy 0 <= size_min <= size_max") + + def areas(self, values: np.ndarray) -> np.ndarray: + v = np.asarray(values, dtype=np.float64) + span = self.vmax - self.vmin + if span <= 0: + return np.full(v.shape, self.size_min, dtype=np.float64) + t = np.clip((v - self.vmin) / span, 0.0, 1.0) + return self.size_min + t * (self.size_max - self.size_min) + + +@dataclass(frozen=True, slots=True) +class PlotProvenance: + scarf_version: str + schema_version: str = "1" + assay: str | None = None + cell_key: str | None = None + n_cells: int = 0 + n_samples: int | None = None + renderer: str = "matplotlib" + notes: tuple[str, ...] = () + extras: dict[str, Any] = field(default_factory=dict) + + +@dataclass(slots=True) +class FeatureSummary: + """Bounded tables behind summary plots.""" + + aggregate: pd.DataFrame + per_sample: pd.DataFrame | None = None diff --git a/scarf/plotting/_data.py b/scarf/plotting/_data.py new file mode 100644 index 00000000..66aa1416 --- /dev/null +++ b/scarf/plotting/_data.py @@ -0,0 +1,346 @@ +"""Feature resolution and bounded group reducers.""" + +from collections.abc import Mapping, Sequence +from dataclasses import dataclass +from typing import Any + +import numpy as np +import pandas as pd + +from ._contracts import ( + FeatureRef, + FeatureReduction, + LookupBy, + NormalizationSpec, + Standardize, + StudyDesign, +) + + +@dataclass(frozen=True, slots=True) +class ResolvedFeature: + assay: str + by: LookupBy + indices: tuple[int, ...] + ids: tuple[str, ...] + names: tuple[str, ...] + label: str + reduction: FeatureReduction | None + raw: FeatureRef | str + + def scale_key( + self, + normalization: NormalizationSpec, + standardize: Standardize = "none", + ) -> tuple[Any, ...]: + return ( + self.assay, + self.by, + self.ids, + self.reduction, + normalization.source, + normalization.transform, + standardize, + ) + + +def coerce_feature_list( + features: Sequence[str | FeatureRef] | Mapping[str, Sequence[str | FeatureRef]], +) -> list[tuple[str | None, str | FeatureRef]]: + """Return (group_label, feature) pairs preserving order.""" + if isinstance(features, Mapping): + out: list[tuple[str | None, str | FeatureRef]] = [] + for group, items in features.items(): + for item in items: + out.append((str(group), item)) + return out + return [(None, item) for item in features] + + +def assert_assay_supported_for_plotting(assay: Any) -> None: + """Reject assay transformations that the plotting adapter cannot reproduce.""" + from ..assay import ADTassay, ATACassay + + if isinstance(assay, (ADTassay, ATACassay)): + raise NotImplementedError( + f"Plotting feature values from {type(assay).__name__} is not " + "supported yet. Use RNA-like assays for now, or color by a " + "cell-metadata column." + ) + + +def resolve_feature( + store: Any, + feature: str | FeatureRef, + *, + from_assay: str | None = None, +) -> ResolvedFeature: + """Resolve a feature against one assay. Case-sensitive. No silent averaging.""" + if isinstance(feature, FeatureRef): + ref = feature + else: + ref = FeatureRef(value=feature, assay=from_assay) + + assay_name = ref.assay or from_assay or store._defaultAssay + assay = store._get_assay(assay_name) + + if ref.by == "index": + idx = int(ref.value) + if idx < 0 or idx >= assay.feats.N: + raise KeyError( + f"Feature index {idx} out of range for assay {assay_name!r} " + f"(N={assay.feats.N})" + ) + indices = [idx] + elif ref.by == "id": + indices = list(assay.feats.get_index_by([str(ref.value)], "ids")) + else: + indices = list(assay.feats.get_index_by([str(ref.value)], "names")) + + if len(indices) == 0: + raise KeyError( + f"Feature {ref.value!r} not found in assay {assay_name!r} by {ref.by!r}" + ) + if len(indices) > 1 and ref.reduction is None: + raise ValueError( + f"Feature {ref.value!r} matches {len(indices)} entries in assay " + f"{assay_name!r} at indices {indices}. Pass reduction='mean' or " + f"reduction='sum', or look up by id/index." + ) + + idx_arr = np.asarray(indices) + names = tuple(str(x) for x in assay.feats.fetch_all("names")[idx_arr]) + ids = tuple(str(x) for x in assay.feats.fetch_all("ids")[idx_arr]) + label = ref.label or ( + names[0] if len(names) == 1 else f"{ref.value}:{ref.reduction}" + ) + return ResolvedFeature( + assay=assay_name, + by=ref.by, + indices=tuple(int(i) for i in indices), + ids=ids, + names=names, + label=label, + reduction=ref.reduction, + raw=ref if isinstance(feature, FeatureRef) else feature, + ) + + +def fetch_normalized_feature_matrix( + store: Any, + resolved: Sequence[ResolvedFeature], + cell_idx: np.ndarray, + normalization: NormalizationSpec | None = None, +) -> np.ndarray: + """Return normalized values without mutating assay normalization state.""" + from ..assay import norm_dummy, norm_lib_size, norm_lib_size_log + from ..utils import controlled_compute + + normalization = normalization or NormalizationSpec() + if not resolved: + return np.empty((len(cell_idx), 0), dtype=np.float64) + + output = np.empty((len(cell_idx), len(resolved)), dtype=np.float64) + assay_slots: dict[str, list[int]] = {} + for slot, feat in enumerate(resolved): + assay_slots.setdefault(feat.assay, []).append(slot) + + for assay_name, slots in assay_slots.items(): + assay = store._get_assay(assay_name) + if normalization.source != "raw": + assert_assay_supported_for_plotting(assay) + physical_indices = np.unique( + np.concatenate( + [np.asarray(resolved[slot].indices, dtype=np.int64) for slot in slots] + ) + ) + counts = controlled_compute( + assay.rawData[:, physical_indices][cell_idx, :], + store.nthreads, + ).astype(np.float64) + if counts.ndim == 1: + counts = counts.reshape(-1, 1) + + if normalization.source == "raw": + normalized = counts + elif assay.normMethod is norm_dummy: + normalized = counts + elif assay.normMethod in (norm_lib_size, norm_lib_size_log): + if assay.sf is None: + raise ValueError( + f"Assay {assay_name!r} requires a size factor for " + "library-size normalization" + ) + scalar = np.asarray( + assay.cells.fetch_all(f"{assay.name}_nCounts")[cell_idx], + dtype=np.float64, + ).copy() + scalar[scalar == 0] = 1.0 + normalized = float(assay.sf) * counts / scalar[:, None] + else: + raise NotImplementedError( + f"Plotting does not yet support normalization method " + f"{assay.normMethod.__name__!r} for assay {assay_name!r}" + ) + if normalization.transform == "log1p": + normalized = np.log1p(normalized) + + for slot in slots: + feat = resolved[slot] + local = np.searchsorted( + physical_indices, np.asarray(feat.indices, dtype=np.int64) + ) + values = normalized[:, local] + if values.shape[1] == 1: + output[:, slot] = values[:, 0] + elif feat.reduction == "sum": + output[:, slot] = values.sum(axis=1) + else: + output[:, slot] = values.mean(axis=1) + return output + + +def summarize_features_by_group( + store: Any, + *, + features: Sequence[str | FeatureRef] | Mapping[str, Sequence[str | FeatureRef]], + group_by: str | tuple[str, ...], + cell_key: str = "I", + from_assay: str | None = None, + sample_by: str | None = None, + study_design: StudyDesign | None = None, + normalization: NormalizationSpec | None = None, + expression_cutoff: float = 0.0, + max_groups: int = 500, + max_features: int = 2000, + max_samples: int = 500, +) -> tuple[pd.DataFrame, pd.DataFrame | None]: + """Aggregate features by group. With sample_by, samples get equal weight. + + Missing group combinations are omitted (not filled with zeros). + """ + condition_by: str | None = None + if study_design is not None: + sample_by = study_design.sample_by + condition_by = study_design.condition_by + + pairs = coerce_feature_list(features) + if len(pairs) > max_features: + raise ValueError( + f"Too many features ({len(pairs)} > {max_features}). " + "Raise max_features explicitly if intentional." + ) + resolved = [ + resolve_feature(store, feat, from_assay=from_assay) for _, feat in pairs + ] + group_labels = [g for g, _ in pairs] + feature_labels = [r.label for r in resolved] + + if isinstance(group_by, str): + group_keys: tuple[str, ...] = (group_by,) + else: + group_keys = tuple(group_by) + if len(group_keys) == 0 or len(group_keys) > 2: + raise ValueError("group_by must have 1 or 2 keys") + + cells = store.cells + cell_idx = cells.active_index(cell_key) + group_cols = [cells.fetch(k, key=cell_key) for k in group_keys] + n_groups = int( + pd.DataFrame({k: c for k, c in zip(group_keys, group_cols)}) + .drop_duplicates() + .shape[0] + ) + if n_groups > max_groups: + raise ValueError( + f"Too many groups ({n_groups} > {max_groups}). " + "Raise max_groups explicitly if intentional." + ) + + expr = fetch_normalized_feature_matrix( + store, + resolved, + cell_idx, + normalization=normalization, + ) + frac_mask = expr > expression_cutoff + base = pd.DataFrame({gk: col for gk, col in zip(group_keys, group_cols)}) + + if sample_by is not None: + samples = cells.fetch(sample_by, key=cell_key) + if condition_by is not None: + conditions = cells.fetch(condition_by, key=cell_key) + check = pd.DataFrame({"sample": samples, "condition": conditions}) + nunique = check.groupby("sample", observed=False)["condition"].nunique() + bad = nunique[nunique > 1] + if len(bad): + raise ValueError( + "condition_by is not constant within sample(s): " + + ", ".join(map(str, list(bad.index[:10]))) + ) + valid = pd.notna(samples) & (np.asarray(samples, dtype=object) != "") + if int(valid.sum()) == 0: + raise ValueError("No cells with valid sample_by values") + uniq_samples = pd.unique(np.asarray(samples)[valid]) + if len(uniq_samples) > max_samples: + raise ValueError( + f"Too many samples ({len(uniq_samples)} > {max_samples}). " + "Raise max_samples explicitly if intentional." + ) + parts: list[pd.DataFrame] = [] + base_v = base.loc[valid].copy() + base_v["sample"] = np.asarray(samples)[valid] + for j in range(len(resolved)): + part = base_v.copy() + part["feature"] = feature_labels[j] + part["feature_group"] = group_labels[j] + part["value"] = expr[valid, j] + part["detected"] = frac_mask[valid, j] + parts.append(part) + long = pd.concat(parts, ignore_index=True) + gb_keys = ["sample", *group_keys, "feature", "feature_group"] + per_sample = ( + long.groupby(gb_keys, observed=False, dropna=False) + .agg( + mean=("value", "mean"), + fraction=("detected", "mean"), + n_cells=("value", "size"), + variance=("value", "var"), + ) + .reset_index() + ) + agg_keys = [*group_keys, "feature", "feature_group"] + aggregate = ( + per_sample.groupby(agg_keys, observed=False, dropna=False) + .agg( + mean=("mean", "mean"), + fraction=("fraction", "mean"), + n_cells=("n_cells", "sum"), + n_samples=("sample", "nunique"), + variance=("variance", "mean"), + ) + .reset_index() + ) + return aggregate, per_sample + + parts = [] + for j in range(len(resolved)): + part = base.copy() + part["feature"] = feature_labels[j] + part["feature_group"] = group_labels[j] + part["value"] = expr[:, j] + part["detected"] = frac_mask[:, j] + parts.append(part) + long = pd.concat(parts, ignore_index=True) + agg_keys = [*group_keys, "feature", "feature_group"] + aggregate = ( + long.groupby(agg_keys, observed=False, dropna=False) + .agg( + mean=("value", "mean"), + fraction=("detected", "mean"), + n_cells=("value", "size"), + variance=("value", "var"), + ) + .reset_index() + ) + return aggregate, None diff --git a/scarf/plotting/_deps.py b/scarf/plotting/_deps.py new file mode 100644 index 00000000..2a20028f --- /dev/null +++ b/scarf/plotting/_deps.py @@ -0,0 +1,46 @@ +"""Lazy loaders for optional plotting dependencies.""" + +from typing import Any + + +def require_matplotlib() -> tuple[Any, Any]: + try: + import matplotlib as mpl + import matplotlib.pyplot as plt + except ImportError as exc: + raise ImportError( + "Scarf plotting requires matplotlib. Install with: pip install 'scarf[extra]'" + ) from exc + return plt, mpl + + +def require_seaborn() -> Any: + try: + import seaborn as sns + except ImportError as exc: + raise ImportError( + "Scarf plotting requires seaborn. Install with: pip install 'scarf[extra]'" + ) from exc + return sns + + +def require_datashader() -> tuple[Any, Any, Any]: + try: + import datashader as ds + import datashader.transfer_functions as tf + from datashader.mpl_ext import dsshow + except ImportError as exc: + raise ImportError( + "Scarf shading requires datashader. Install with: pip install 'scarf[extra]'" + ) from exc + return ds, dsshow, tf + + +def require_kneed() -> Any: + try: + from kneed import KneeLocator + except ImportError as exc: + raise ImportError( + "Scarf elbow detection requires kneed. Install with: pip install 'scarf[extra]'" + ) from exc + return KneeLocator diff --git a/scarf/plotting/_figure.py b/scarf/plotting/_figure.py new file mode 100644 index 00000000..63968aca --- /dev/null +++ b/scarf/plotting/_figure.py @@ -0,0 +1,286 @@ +"""PlotResult and figure ownership helpers.""" + +import json +from collections.abc import Mapping, Sequence +from dataclasses import asdict, dataclass, field, is_dataclass +from pathlib import Path +from typing import Any, Hashable, cast + +import numpy as np +import pandas as pd + +from ._contracts import PlotProvenance +from ._deps import require_matplotlib +from ._style import theme_context + + +def _json_ready(value: Any) -> Any: + if not isinstance(value, type) and is_dataclass(value): + return _json_ready(asdict(cast(Any, value))) + if isinstance(value, Mapping): + return {str(key): _json_ready(item) for key, item in value.items()} + if isinstance(value, (list, tuple, set)): + return [_json_ready(item) for item in value] + if isinstance(value, np.ndarray): + return _json_ready(value.tolist()) + if isinstance(value, np.generic): + return _json_ready(value.item()) + if isinstance(value, Path): + return str(value) + if isinstance(value, float): + return value if np.isfinite(value) else None + if value is None or isinstance(value, (str, int, bool)): + return value + raise TypeError(f"Value of type {type(value).__name__} is not JSON serializable") + + +@dataclass(slots=True) +class LegendSpec: + """Description of a legend or colorbar attached to a plot.""" + + kind: str + label: str | None = None + scale_key: Hashable | None = None + extras: dict[str, Any] = field(default_factory=dict) + + +@dataclass(slots=True) +class PlotResult: + figure: Any + axes: dict[Hashable, Any] + tables: dict[str, pd.DataFrame] + legends: tuple[LegendSpec, ...] + scales: tuple[Any, ...] + provenance: PlotProvenance + owns_figure: bool + theme: str = "notebook" + + def show(self) -> None: + self.figure.show() + + def close(self) -> None: + if not self.owns_figure: + return + plt, _ = require_matplotlib() + plt.close(self.figure) + + def save_provenance( + self, + path: str | Path, + *, + figure_path: str | Path | None = None, + dpi: float | None = None, + ) -> Path: + """Write a JSON sidecar describing this plot result.""" + out = Path(path) + out.parent.mkdir(parents=True, exist_ok=True) + width, height = self.figure.get_size_inches() + payload = { + "provenance": self.provenance, + "figure": { + "width_inches": float(width), + "height_inches": float(height), + "dpi": float(self.figure.dpi), + }, + "legends": self.legends, + "scales": [ + { + "type": type(scale).__name__, + "values": scale, + } + for scale in self.scales + ], + "tables": { + name: { + "rows": len(table), + "columns": [str(column) for column in table.columns], + } + for name, table in self.tables.items() + }, + } + if figure_path is not None: + exported = Path(figure_path) + payload["export"] = { + "filename": exported.name, + "format": exported.suffix.lower().lstrip("."), + "dpi": float(dpi if dpi is not None else self.figure.dpi), + } + out.write_text( + json.dumps( + _json_ready(payload), + indent=2, + sort_keys=True, + allow_nan=False, + ) + + "\n", + encoding="utf-8", + ) + return out + + def save( + self, + path: str | Path, + *, + dpi: int | None = None, + transparent: bool = False, + exact_size: bool = True, + tiff_compression: str = "tiff_lzw", + provenance_sidecar: bool | str | Path = False, + ) -> Path: + out = Path(path) + if not out.suffix: + raise ValueError("Export path must include a file extension") + if dpi is not None and dpi <= 0: + raise ValueError("dpi must be positive") + file_type = out.suffix.lower().lstrip(".") + supported = self.figure.canvas.get_supported_filetypes() + if file_type not in supported: + raise ValueError( + f"Unsupported export format {out.suffix!r}; choose from " + f"{sorted(supported)}" + ) + out.parent.mkdir(parents=True, exist_ok=True) + kwargs: dict[str, Any] = {"transparent": transparent} + if dpi is not None: + kwargs["dpi"] = dpi + elif file_type in ("tif", "tiff"): + kwargs["dpi"] = 300 + if file_type in ("tif", "tiff"): + kwargs["pil_kwargs"] = {"compression": tiff_compression} + # Exact-size export must not crop; tight bbox changes physical size. + kwargs["bbox_inches"] = None if exact_size else "tight" + _, mpl = require_matplotlib() + export_rc = {"savefig.bbox": None} if exact_size else {} + with theme_context(self.theme), mpl.rc_context(export_rc): + self.figure.savefig(out, **kwargs) + if provenance_sidecar: + sidecar = ( + out.with_suffix(out.suffix + ".json") + if provenance_sidecar is True + else Path(provenance_sidecar) + ) + if sidecar.resolve() == out.resolve(): + raise ValueError("Provenance sidecar path must differ from figure path") + self.save_provenance( + sidecar, + figure_path=out, + dpi=float(kwargs.get("dpi", self.figure.dpi)), + ) + return out + + +def normalize_axes_target( + target: Any | None, + *, + panel_keys: Sequence[Hashable], + figsize: tuple[float, float] | None, + n_columns: int | None = None, +) -> tuple[Any, dict[Hashable, Any], bool]: + """Return (figure, axes_map, owns_figure).""" + plt, _ = require_matplotlib() + keys = list(panel_keys) + if not keys: + raise ValueError("panel_keys must be non-empty") + + if target is None: + if figsize is None: + figsize = (4.0 * len(keys), 4.0) if len(keys) > 1 else (5.0, 5.0) + if len(keys) == 1: + fig, ax = plt.subplots(1, 1, figsize=figsize) + return fig, {keys[0]: ax}, True + ncols = n_columns if n_columns is not None else min(len(keys), 4) + ncols = max(1, min(ncols, len(keys))) + nrows = int(np.ceil(len(keys) / ncols)) + fig, axs = plt.subplots(nrows, ncols, figsize=figsize, squeeze=False) + mapping: dict[Hashable, Any] = {} + for i, key in enumerate(keys): + mapping[key] = axs[i // ncols, i % ncols] + for j in range(len(keys), nrows * ncols): + fig.delaxes(axs[j // ncols, j % ncols]) + return fig, mapping, True + + if figsize is not None: + raise ValueError("figsize is invalid when a caller-owned target is provided") + + if isinstance(target, Mapping): + missing = [k for k in keys if k not in target] + if missing: + raise KeyError(f"target mapping missing panel keys: {missing}") + mapping = {k: target[k] for k in keys} + figures = {id(ax.figure): ax.figure for ax in mapping.values()} + if len(figures) != 1: + raise ValueError("All target axes must belong to the same figure") + return next(iter(figures.values())), mapping, False + + if isinstance(target, (list, tuple)) or ( + isinstance(target, np.ndarray) and target.dtype == object + ): + arr = np.asarray(target, dtype=object).ravel() + if len(arr) != len(keys): + raise ValueError(f"Expected {len(keys)} axes for panels, got {len(arr)}") + figures = {id(ax.figure): ax.figure for ax in arr} + if len(figures) != 1: + raise ValueError("All target axes must belong to the same figure") + fig = next(iter(figures.values())) + return fig, {k: ax for k, ax in zip(keys, arr)}, False + + if len(keys) != 1: + raise TypeError( + "A single Axes target is only valid for one-panel plots; " + "pass a sequence or mapping of axes for faceted plots" + ) + return target.figure, {keys[0]: target}, False + + +def label_panels( + axes: Mapping[Hashable, Any] | Sequence[Any], + *, + labels: Sequence[str] | None = None, + fontsize: float = 11, + fontweight: str = "bold", +) -> None: + """Add A/B/C panel labels to axes in order.""" + if isinstance(axes, Mapping): + ax_list = list(axes.values()) + else: + ax_list = list(axes) + if labels is None: + labels = [chr(ord("A") + i) for i in range(len(ax_list))] + if len(labels) != len(ax_list): + raise ValueError("labels length must match number of axes") + for ax, lab in zip(ax_list, labels): + ax.text( + 0.02, + 0.98, + lab, + transform=ax.transAxes, + ha="left", + va="top", + fontsize=fontsize, + fontweight=fontweight, + ) + + +def collect_legends( + figure: Any, + results: Sequence[PlotResult], +) -> tuple[LegendSpec, ...]: + """Combine legend/colorbar descriptors from several plot results.""" + legends: list[LegendSpec] = [] + for result in results: + legends.extend(result.legends) + out = tuple(legends) + figure._scarf_legends = out # type: ignore[attr-defined] + return out + + +def as_2d_axes_array(in_ax: Any, n_columns: int = 1) -> np.ndarray: + """Normalize legacy in_ax inputs to a 2D object array (rows, cols).""" + if in_ax is None: + raise ValueError("in_ax is None") + if isinstance(in_ax, np.ndarray): + if in_ax.ndim == 2: + return in_ax + if in_ax.ndim == 1: + return in_ax.reshape(1, -1) + return np.array([[in_ax]], dtype=object) diff --git a/scarf/plotting/_legacy.py b/scarf/plotting/_legacy.py new file mode 100644 index 00000000..e7b4ec9f --- /dev/null +++ b/scarf/plotting/_legacy.py @@ -0,0 +1,265 @@ +"""Helpers for legacy DataStore / scarf.plots callers. + +These do not change legacy public behavior by default. They provide safe +argument handling and an explicit eligibility check for opt-in bridging. +""" + +import logging +from copy import deepcopy +from typing import Any + +logger = logging.getLogger("scarf") + + +def copy_plot_mutables( + *, + color_key: dict[Any, Any] | None = None, + mask_values: list[Any] | None = None, + scatter_kwargs: dict[str, Any] | None = None, +) -> tuple[dict[Any, Any] | None, list[Any] | None, dict[str, Any] | None]: + """Return deep copies so legacy helpers never mutate caller inputs.""" + return ( + None if color_key is None else dict(color_key), + None if mask_values is None else list(mask_values), + None if scatter_kwargs is None else deepcopy(scatter_kwargs), + ) + + +def plot_layout_bridge_blockers( + *, + layout_key: str | list[str] | None, + color_by: str | list[str] | None, + do_shading: bool, + mask_values: list[Any] | None, + subset_by: str | None, + shuffle_df: bool, + legend_ondata: bool, + legend_onside: bool, + force_ints_as_cats: bool, + clip_fraction: float, + ax: Any, + use_plotting: bool = False, + title: str | list[str] | None = None, + scatter_kwargs: dict[str, Any] | None = None, +) -> tuple[str, ...]: + """Return reasons ``plot_layout`` must stay on the legacy renderer. + + With ``use_plotting=False`` (default), bridging is always blocked. + With ``use_plotting=True``, only hard incompatibilities block the bridge. + Soft differences (legacy on-data legends, integer-as-category defaults) + are allowed; ``scarf.plotting.embedding`` uses its own legend and type rules. + """ + if not use_plotting: + return ("bridge_not_enabled",) + + blockers: list[str] = [] + if do_shading: + blockers.append("do_shading") + if isinstance(layout_key, list) and len(layout_key) > 1: + blockers.append("multiple_layout_keys") + if mask_values: + blockers.append("mask_values") + if shuffle_df: + blockers.append("shuffle_df") + if title is not None: + blockers.append("title") + if scatter_kwargs: + blockers.append("scatter_kwargs") + # subset_by, clip_fraction, and ax are supported by embedding. + _ = (subset_by, legend_ondata, legend_onside, force_ints_as_cats, clip_fraction, ax) + return tuple(dict.fromkeys(blockers)) + + +def embedding_kwargs_from_plot_layout( + *, + layout_key: str, + color_by: Any, + cell_key: str, + from_assay: str | None, + point_size: float, + point_sizes: Any, + sort_values: bool, + cmap: str | None, + show_fig: bool, + clip_fraction: float = 0.0, + subset_by: str | None = None, + default_color: str = "steelblue", + missing_color: str = "k", + target: Any | None = None, + figsize: tuple[float, float] | None = None, + n_columns: int | None = None, + color_key: dict[Any, Any] | None = None, +) -> dict[str, Any]: + """Map a subset of ``plot_layout`` args to ``embedding`` kwargs.""" + from ._contracts import CategoricalScale, ColorScale + + return { + "layout_key": layout_key if isinstance(layout_key, str) else layout_key[0], + "color_by": color_by, + "cell_key": cell_key, + "from_assay": from_assay, + "point_size": point_size, + "point_sizes": point_sizes, + "sort_values": sort_values, + "color_scale": ColorScale(cmap=cmap) if cmap is not None else None, + "categorical_scale": ( + CategoricalScale(palette=dict(color_key)) if color_key is not None else None + ), + "clip_fraction": clip_fraction, + "subset_by": subset_by, + "default_color": default_color, + "missing_color": missing_color, + "target": target, + "figsize": figsize, + "n_columns": n_columns, + "show": show_fig, + } + + +def try_bridge_plot_layout( + store: Any, + *, + use_plotting: bool, + layout_key: str | list[str] | None, + color_by: str | list[str] | None, + do_shading: bool, + mask_values: list[Any] | None, + subselection_key: str | None, + shuffle_df: bool, + legend_ondata: bool, + legend_onside: bool, + force_ints_as_cats: bool, + clip_fraction: float, + ax: Any, + cell_key: str, + from_assay: str | None, + point_size: float, + size_vals: Any, + sort_values: bool, + cmap: str | None, + default_color: str, + mask_color: str, + width: float, + height: float, + n_columns: int, + show_fig: bool, + savename: str | None, + save_dpi: int, + color_key: dict[Any, Any] | None = None, + title: str | list[str] | None = None, + scatter_kwargs: dict[str, Any] | None = None, +) -> tuple[bool, Any]: + """Attempt opt-in bridge to ``scarf.plotting.embedding``. + + Returns ``(handled, result)``. When ``handled`` is False, callers should use + the legacy renderer. When True, ``result`` is a ``PlotResult`` or ``None`` + (after ``show_fig``). + """ + blockers = plot_layout_bridge_blockers( + layout_key=layout_key, + color_by=color_by, + do_shading=do_shading, + mask_values=mask_values, + subset_by=subselection_key, + shuffle_df=shuffle_df, + legend_ondata=legend_ondata, + legend_onside=legend_onside, + force_ints_as_cats=force_ints_as_cats, + clip_fraction=clip_fraction, + ax=ax, + use_plotting=use_plotting, + title=title, + scatter_kwargs=scatter_kwargs, + ) + if blockers: + if use_plotting: + logger.warning( + "plot_layout(use_plotting=True) fell back to the legacy renderer " + "because: %s", + ", ".join(blockers), + ) + return False, None + + if layout_key is None: + raise ValueError("Please provide a value for `layout_key` parameter.") + if isinstance(layout_key, list): + layout_key = layout_key[0] + + color_names = [color_by] if isinstance(color_by, str) else color_by or [] + if cmap is not None and color_key is None: + categorical_cmap = False + for color in color_names: + if color not in store.cells.columns: + continue + dtype_kind = getattr(store.cells.get_dtype(color), "kind", None) + if dtype_kind in ("b", "O", "S", "U", "T") or ( + dtype_kind in ("i", "u") and force_ints_as_cats + ): + categorical_cmap = True + break + if categorical_cmap: + logger.warning( + "plot_layout(use_plotting=True) fell back to the legacy renderer " + "because categorical cmap translation is not exact" + ) + return False, None + + if legend_ondata or legend_onside: + logger.info( + "plot_layout(use_plotting=True): on-data / side legends from the " + "legacy API are not drawn; scarf.plotting.embedding uses its own " + "colorbars and categorical styling." + ) + + from .embedding import embedding + + from ._contracts import CellField + + if isinstance(color_by, str): + bridged_colors: Any = [color_by] + unwrap_single = True + elif color_by is None: + bridged_colors = None + unwrap_single = False + else: + bridged_colors = list(color_by) + unwrap_single = False + if bridged_colors is not None: + for index, color in enumerate(bridged_colors): + if color not in store.cells.columns: + continue + dtype_kind = getattr(store.cells.get_dtype(color), "kind", None) + if dtype_kind in ("i", "u"): + bridged_colors[index] = CellField( + color, + kind=("categorical" if force_ints_as_cats else "continuous"), + ) + if unwrap_single: + bridged_colors = bridged_colors[0] + + kwargs = embedding_kwargs_from_plot_layout( + layout_key=layout_key, + color_by=bridged_colors, + cell_key=cell_key, + from_assay=from_assay, + point_size=point_size, + point_sizes=size_vals, + sort_values=sort_values, + cmap=cmap, + show_fig=False, + clip_fraction=clip_fraction, + subset_by=subselection_key, + default_color=default_color, + missing_color=mask_color, + target=ax, + figsize=None if ax is not None else (width, height), + n_columns=n_columns, + color_key=color_key, + ) + result = embedding(store, **kwargs) + if savename is not None: + result.save(savename, dpi=save_dpi) + if show_fig: + result.show() + return True, None + return True, result diff --git a/scarf/plotting/_raster.py b/scarf/plotting/_raster.py new file mode 100644 index 00000000..38a85342 --- /dev/null +++ b/scarf/plotting/_raster.py @@ -0,0 +1,259 @@ +"""Blockwise embedding raster (two-pass; no full-column materialization).""" + +from dataclasses import dataclass +from typing import Any + +import numpy as np + +from ._deps import require_matplotlib +from ._style import continuous_norm + + +@dataclass(frozen=True, slots=True) +class RasterCanvas: + """Rasterized embedding panel.""" + + image: np.ndarray # float (H, W), NaN where empty + counts: np.ndarray # int (H, W) + extent: tuple[float, float, float, float] # xmin, xmax, ymin, ymax + vmin: float + vmax: float + n_cells: int + n_blocks: int + + +def _finite_minmax(values: np.ndarray) -> tuple[float, float] | None: + v = values[np.isfinite(values)] + if len(v) == 0: + return None + return float(v.min()), float(v.max()) + + +def _priority_sample_update( + sample_values: np.ndarray, + sample_priorities: np.ndarray, + n_sampled: int, + values: np.ndarray, + *, + capacity: int, + rng: np.random.Generator, +) -> tuple[np.ndarray, np.ndarray, int]: + """Update an exact uniform sample using independent random priorities.""" + vals = values[np.isfinite(values)] + if len(vals) == 0: + return sample_values, sample_priorities, n_sampled + + new_priorities = rng.random(len(vals)) + combined_values = np.concatenate((sample_values[:n_sampled], vals)) + combined_priorities = np.concatenate( + (sample_priorities[:n_sampled], new_priorities) + ) + keep = min(capacity, len(combined_values)) + if len(combined_values) > keep: + selected = np.argpartition(combined_priorities, -keep)[-keep:] + combined_values = combined_values[selected] + combined_priorities = combined_priorities[selected] + sample_values[:keep] = combined_values + sample_priorities[:keep] = combined_priorities + return sample_values, sample_priorities, keep + + +def raster_from_metadata( + cells: Any, + *, + x_key: str, + y_key: str, + color_key: str | None = None, + cell_key: str = "I", + pixels: int = 400, + block_rows: int | None = None, + quantiles: tuple[float, float] | None = (0.01, 0.99), + seed: int = 0, + sample_capacity: int = 50_000, +) -> RasterCanvas: + """Two-pass raster of metadata columns via ``MetaData.iter_row_blocks``. + + Pass 1: bounds and color limits (exact min/max, or approximate quantiles via + reservoir sampling). Pass 2: accumulate mean color per pixel. + """ + if pixels < 8: + raise ValueError("pixels must be >= 8") + if sample_capacity < 1: + raise ValueError("sample_capacity must be >= 1") + if quantiles is not None: + q0, q1 = quantiles + if not (0.0 <= q0 < q1 <= 1.0): + raise ValueError("quantiles must satisfy 0 <= low < high <= 1") + cols = [x_key, y_key] + ([color_key] if color_key is not None else []) + rng = np.random.default_rng(seed) + + # --- Pass 1: bounds + color scale --- + xmin = ymin = np.inf + xmax = ymax = -np.inf + cmin = np.inf + cmax = -np.inf + sample_values = np.empty(sample_capacity, dtype=np.float64) + sample_priorities = np.empty(sample_capacity, dtype=np.float64) + n_sampled = 0 + n_cells = 0 + n_blocks = 0 + for block in cells.iter_row_blocks( + cell_key=cell_key, columns=cols, block_rows=block_rows + ): + n_blocks += 1 + if len(block.active_global_indices) == 0: + continue + x = np.asarray(block.values[x_key], dtype=np.float64) + y = np.asarray(block.values[y_key], dtype=np.float64) + finite = np.isfinite(x) & np.isfinite(y) + if not finite.any(): + continue + n_cells += int(finite.sum()) + xmin = min(xmin, float(x[finite].min())) + xmax = max(xmax, float(x[finite].max())) + ymin = min(ymin, float(y[finite].min())) + ymax = max(ymax, float(y[finite].max())) + if color_key is not None: + c = np.asarray(block.values[color_key], dtype=np.float64)[finite] + mm = _finite_minmax(c) + if mm is not None: + cmin = min(cmin, mm[0]) + cmax = max(cmax, mm[1]) + if quantiles is not None: + sample_values, sample_priorities, n_sampled = _priority_sample_update( + sample_values, + sample_priorities, + n_sampled, + c, + capacity=sample_capacity, + rng=rng, + ) + + if n_cells == 0 or not np.isfinite(xmin): + empty = np.full((pixels, pixels), np.nan, dtype=np.float64) + return RasterCanvas( + image=empty, + counts=np.zeros((pixels, pixels), dtype=np.int64), + extent=(0.0, 1.0, 0.0, 1.0), + vmin=0.0, + vmax=1.0, + n_cells=0, + n_blocks=n_blocks, + ) + + if color_key is None: + vmin, vmax = 0.0, 1.0 + elif not np.isfinite(cmin): + vmin, vmax = 0.0, 1.0 + elif quantiles is not None and n_sampled > 0: + sample = sample_values[:n_sampled] + q0, q1 = quantiles + vmin = float(np.quantile(sample, q0)) + vmax = float(np.quantile(sample, q1)) + if vmax <= vmin: + vmin, vmax = float(cmin), float(cmax if cmax > cmin else cmin + 1.0) + else: + vmin, vmax = float(cmin), float(cmax if cmax > cmin else cmin + 1.0) + + # Pad extent slightly so edge points land inside bins. + dx = xmax - xmin + dy = ymax - ymin + pad_x = 0.01 * dx if dx > 0 else 0.5 + pad_y = 0.01 * dy if dy > 0 else 0.5 + xmin -= pad_x + xmax += pad_x + ymin -= pad_y + ymax += pad_y + if xmax == xmin: + xmax = xmin + 1.0 + if ymax == ymin: + ymax = ymin + 1.0 + + sums = np.zeros((pixels, pixels), dtype=np.float64) + counts = np.zeros((pixels, pixels), dtype=np.int64) + + # --- Pass 2: accumulate --- + for block in cells.iter_row_blocks( + cell_key=cell_key, columns=cols, block_rows=block_rows + ): + if len(block.active_global_indices) == 0: + continue + x = np.asarray(block.values[x_key], dtype=np.float64) + y = np.asarray(block.values[y_key], dtype=np.float64) + finite = np.isfinite(x) & np.isfinite(y) + if not finite.any(): + continue + x = x[finite] + y = y[finite] + ix = np.clip( + ((x - xmin) / (xmax - xmin) * (pixels - 1e-9)).astype(np.int64), + 0, + pixels - 1, + ) + iy = np.clip( + ((y - ymin) / (ymax - ymin) * (pixels - 1e-9)).astype(np.int64), + 0, + pixels - 1, + ) + # Image row 0 is top; flip y for display extent mapping. + iy_img = pixels - 1 - iy + if color_key is None: + np.add.at(counts, (iy_img, ix), 1) + else: + c = np.asarray(block.values[color_key], dtype=np.float64)[finite] + finite_color = np.isfinite(c) + np.add.at(sums, (iy_img[finite_color], ix[finite_color]), c[finite_color]) + np.add.at(counts, (iy_img[finite_color], ix[finite_color]), 1) + + image = np.full((pixels, pixels), np.nan, dtype=np.float64) + nonzero = counts > 0 + if color_key is None: + image[nonzero] = np.log1p(counts[nonzero]) + vmin = 0.0 + vmax = float(image[nonzero].max()) if nonzero.any() else 1.0 + else: + image[nonzero] = sums[nonzero] / counts[nonzero] + return RasterCanvas( + image=image, + counts=counts, + extent=(xmin, xmax, ymin, ymax), + vmin=vmin, + vmax=vmax, + n_cells=n_cells, + n_blocks=n_blocks, + ) + + +def draw_raster_canvas( + ax: Any, + canvas: RasterCanvas, + *, + cmap: str = "viridis", + missing_color: str = "#f0f0f0", + vcenter: float | None = None, +) -> Any: + """Draw a ``RasterCanvas`` onto a matplotlib axes; return the mappable.""" + _, mpl = require_matplotlib() + data = canvas.image.copy() + cmap_obj = mpl.colormaps.get_cmap(cmap).with_extremes(bad=missing_color) + norm = continuous_norm( + mpl, + vmin=canvas.vmin, + vmax=canvas.vmax, + vcenter=vcenter, + ) + im = ax.imshow( + data, + origin="upper", + extent=[ + canvas.extent[0], + canvas.extent[1], + canvas.extent[2], + canvas.extent[3], + ], + cmap=cmap_obj, + norm=norm, + aspect="equal", + interpolation="nearest", + ) + return im diff --git a/scarf/plotting/_style.py b/scarf/plotting/_style.py new file mode 100644 index 00000000..df77fca8 --- /dev/null +++ b/scarf/plotting/_style.py @@ -0,0 +1,277 @@ +"""Themes and categorical palettes for scarf.plotting.""" + +from collections.abc import Iterator, Mapping +from contextlib import contextmanager +from typing import Any + +# Lifted from scanpy.plotting.palettes (also used by legacy scarf.plots). +CUSTOM_PALETTES: dict[int, list[str]] = { + 10: [ + "#1f77b4", + "#ff7f0e", + "#279e68", + "#d62728", + "#aa40fc", + "#8c564b", + "#e377c2", + "#7f7f7f", + "#b5bd61", + "#17becf", + ], + 20: [ + "#1f77b4", + "#aec7e8", + "#ff7f0e", + "#ffbb78", + "#2ca02c", + "#98df8a", + "#d62728", + "#ff9896", + "#9467bd", + "#c5b0d5", + "#8c564b", + "#c49c94", + "#e377c2", + "#f7b6d2", + "#7f7f7f", + "#c7c7c7", + "#bcbd22", + "#dbdb8d", + "#17becf", + "#9edae5", + ], + 28: [ + "#023fa5", + "#7d87b9", + "#bec1d4", + "#d6bcc0", + "#bb7784", + "#8e063b", + "#4a6fe3", + "#8595e1", + "#b5bbe3", + "#e6afb9", + "#e07b91", + "#d33f6a", + "#11c638", + "#8dd593", + "#c6dec7", + "#ead3c6", + "#f0b98d", + "#ef9708", + "#0fcfc0", + "#9cded6", + "#d5eae7", + "#f3e1eb", + "#f6c4e1", + "#f79cd4", + "#7f7f7f", + "#c7c7c7", + "#1CE6FF", + "#336600", + ], + 102: [ + "#FFFF00", + "#1CE6FF", + "#FF34FF", + "#FF4A46", + "#008941", + "#006FA6", + "#A30059", + "#FFDBE5", + "#7A4900", + "#0000A6", + "#63FFAC", + "#B79762", + "#004D43", + "#8FB0FF", + "#997D87", + "#5A0007", + "#809693", + "#6A3A4C", + "#1B4400", + "#4FC601", + "#3B5DFF", + "#4A3B53", + "#FF2F80", + "#61615A", + "#BA0900", + "#6B7900", + "#00C2A0", + "#FFAA92", + "#FF90C9", + "#B903AA", + "#D16100", + "#DDEFFF", + "#000035", + "#7B4F4B", + "#A1C299", + "#300018", + "#0AA6D8", + "#013349", + "#00846F", + "#372101", + "#FFB500", + "#C2FFED", + "#A079BF", + "#CC0744", + "#C0B9B2", + "#C2FF99", + "#001E09", + "#00489C", + "#6F0062", + "#0CBD66", + "#EEC3FF", + "#456D75", + "#B77B68", + "#7A87A1", + "#788D66", + "#885578", + "#FAD09F", + "#FF8A9A", + "#D157A0", + "#BEC459", + "#456648", + "#0086ED", + "#886F4C", + "#34362D", + "#B4A8BD", + "#00A6AA", + "#452C2C", + "#636375", + "#A3C8C9", + "#FF913F", + "#938A81", + "#575329", + "#00FECF", + "#B05B6F", + "#8CD0FF", + "#3B9700", + "#04F757", + "#C8A1A1", + "#1E6E00", + "#7900D7", + "#A77500", + "#6367A9", + "#A05837", + "#6B002C", + "#772600", + "#D790FF", + "#9B9700", + "#549E79", + "#FFF69F", + "#201625", + "#72418F", + "#BC23FF", + "#99ADC0", + "#3A2465", + "#922329", + "#5B4534", + "#FDE8DC", + "#404E55", + "#0089A3", + "#CB7E98", + "#A4E804", + "#324E72", + ], +} + +THEMES: dict[str, dict[str, Any]] = { + "paper": { + "font.size": 8, + "axes.titlesize": 9, + "axes.labelsize": 8, + "xtick.labelsize": 7, + "ytick.labelsize": 7, + "legend.fontsize": 7, + "axes.linewidth": 0.6, + "lines.linewidth": 0.8, + "svg.fonttype": "none", + "pdf.fonttype": 42, + "savefig.dpi": 300, + "figure.dpi": 150, + }, + "notebook": { + "font.size": 10, + "axes.titlesize": 11, + "axes.labelsize": 10, + "xtick.labelsize": 9, + "ytick.labelsize": 9, + "legend.fontsize": 9, + "axes.linewidth": 0.8, + "svg.fonttype": "none", + "pdf.fonttype": 42, + "savefig.dpi": 150, + "figure.dpi": 100, + }, + "minimal": { + "font.size": 9, + "axes.spines.top": False, + "axes.spines.right": False, + "svg.fonttype": "none", + "pdf.fonttype": 42, + }, +} + + +def palette_for_n(n: int) -> list[str]: + if n <= 10: + return list(CUSTOM_PALETTES[10][:n]) + if n <= 20: + return list(CUSTOM_PALETTES[20][:n]) + if n <= 28: + return list(CUSTOM_PALETTES[28][:n]) + if n <= 102: + return list(CUSTOM_PALETTES[102][:n]) + from ._deps import require_seaborn + + sns = require_seaborn() + return list(sns.color_palette(n_colors=n).as_hex()) + + +def categorical_color_map( + categories: list[Any], + *, + palette: Mapping[Any, str] | None = None, + missing_label: str | None = None, + missing_color: str = "#bdbdbd", +) -> dict[Any, str]: + cats = list(categories) + if palette is not None: + out = dict(palette) + for cat in cats: + if cat not in out: + raise KeyError(f"Category {cat!r} missing from palette") + else: + colors = palette_for_n(len(cats)) + out = dict(zip(cats, colors)) + if missing_label is not None: + out[missing_label] = missing_color + return out + + +def continuous_norm( + mpl: Any, + *, + vmin: float, + vmax: float, + vcenter: float | None, +) -> Any: + if vmax <= vmin: + vmax = vmin + 1.0 + if vcenter is None: + return mpl.colors.Normalize(vmin=vmin, vmax=vmax) + if not vmin < vcenter < vmax: + raise ValueError("vcenter must be strictly between the color limits") + return mpl.colors.TwoSlopeNorm(vmin=vmin, vcenter=vcenter, vmax=vmax) + + +@contextmanager +def theme_context(name: str = "notebook") -> Iterator[None]: + if name not in THEMES: + raise KeyError(f"Unknown theme {name!r}. Choose from: {sorted(THEMES)}") + from ._deps import require_matplotlib + + _, mpl = require_matplotlib() + with mpl.rc_context(THEMES[name]): + yield diff --git a/scarf/plotting/composition.py b/scarf/plotting/composition.py new file mode 100644 index 00000000..681849ec --- /dev/null +++ b/scarf/plotting/composition.py @@ -0,0 +1,438 @@ +"""Sample-level composition figures, including paired subject lines.""" + +from typing import Any, Hashable, Literal + +import numpy as np +import pandas as pd + +from ._contracts import CategoricalScale, PlotProvenance, StudyDesign +from ._deps import require_matplotlib +from ._figure import LegendSpec, PlotResult, normalize_axes_target +from ._style import categorical_color_map, theme_context + + +def _constant_within_sample( + samples: np.ndarray, + values: np.ndarray, + *, + field_name: str, +) -> pd.Series: + """Return one value per sample; raise if a sample has multiple values.""" + df = pd.DataFrame({"sample": samples, "value": values}) + nunique = df.groupby("sample", observed=False)["value"].nunique(dropna=False) + bad = nunique[nunique > 1] + if len(bad): + raise ValueError( + f"{field_name} is not constant within sample(s): " + + ", ".join(map(str, list(bad.index[:10]))) + ) + return df.groupby("sample", observed=False)["value"].first() + + +def _attach_sample_meta( + per_sample: pd.DataFrame, + *, + samples: np.ndarray, + subject_vals: np.ndarray | None, + pair_vals: np.ndarray | None, + condition_vals: np.ndarray | None, +) -> pd.DataFrame: + meta_parts: list[pd.Series] = [] + if subject_vals is not None: + meta_parts.append( + _constant_within_sample( + samples, subject_vals, field_name="subject_by" + ).rename("subject") + ) + if pair_vals is not None: + meta_parts.append( + _constant_within_sample(samples, pair_vals, field_name="pair_by").rename( + "pair" + ) + ) + if condition_vals is not None: + meta_parts.append( + _constant_within_sample( + samples, condition_vals, field_name="condition_by" + ).rename("condition") + ) + if not meta_parts: + return per_sample + meta = pd.concat(meta_parts, axis=1).reset_index() + return per_sample.merge(meta, on="sample", how="left") + + +def _draw_pair_lines( + ax: Any, + per_sample: pd.DataFrame, + cat_order: list[Any], + condition_order: list[Any], + pair_col: str, +) -> int: + """Draw one line per category and pair across conditions.""" + n_lines = 0 + positions = { + (cat, condition): float(index) + for index, (cat, condition) in enumerate( + (cat, condition) for cat in cat_order for condition in condition_order + ) + } + for cat in cat_order: + category_rows = per_sample[per_sample["category"] == cat] + valid_pair = pd.notna(category_rows[pair_col]) & ( + category_rows[pair_col].astype(str) != "" + ) + category_rows = category_rows[valid_pair] + for _, group in category_rows.groupby( + pair_col, + observed=False, + dropna=True, + ): + xs: list[float] = [] + ys: list[float] = [] + for condition in condition_order: + rows = group[group["condition"] == condition] + values = rows["proportion"].to_numpy(dtype=np.float64) + finite = values[np.isfinite(values)] + if len(finite) == 0: + continue + xs.append(positions[(cat, condition)]) + ys.append(float(np.mean(finite))) + if len(xs) >= 2: + ax.plot( + xs, + ys, + color="#757575", + alpha=0.45, + linewidth=0.9, + zorder=1, + solid_capstyle="round", + ) + n_lines += 1 + return n_lines + + +def composition( + store: Any, + *, + category_by: str, + cell_key: str = "I", + sample_by: str | None = None, + subject_by: str | None = None, + pair_by: str | None = None, + condition_by: str | None = None, + study_design: StudyDesign | None = None, + kind: Literal["stacked", "per_sample"] = "stacked", + categorical_scale: CategoricalScale | None = None, + target: Any | None = None, + figsize: tuple[float, float] | None = None, + theme: str = "notebook", + show: bool = False, +) -> PlotResult: + """Cell-type / cluster composition across samples. + + - ``kind='per_sample'``: one point per sample (requires sample_by) + - ``kind='stacked'``: stacked bars (by sample if sample_by set, else overall) + + With ``condition_by`` and ``subject_by`` or ``pair_by``, paired lines connect + the same subject or pair across conditions within each category. Replicate + samples for one pair and condition are averaged for the line. + """ + require_matplotlib() + if kind not in ("stacked", "per_sample"): + raise ValueError("kind must be 'stacked' or 'per_sample'") + if study_design is not None: + sample_by = study_design.sample_by + subject_by = study_design.subject_by or subject_by + pair_by = study_design.pair_by or pair_by + condition_by = study_design.condition_by or condition_by + if (subject_by is not None or pair_by is not None) and condition_by is None: + raise ValueError( + "Paired composition requires condition_by together with " + "subject_by or pair_by" + ) + + cats = np.asarray( + store.cells.fetch(category_by, key=cell_key), + dtype=object, + ).copy() + if len(cats) == 0: + raise ValueError(f"No cells selected by cell_key {cell_key!r}") + missing_label = ( + categorical_scale.missing_label if categorical_scale is not None else "NA" + ) + cats[pd.isna(cats)] = missing_label + observed_categories = list(pd.unique(cats)) + if categorical_scale and categorical_scale.order is not None: + cat_order = list(categorical_scale.order) + unlisted = [ + category for category in observed_categories if category not in cat_order + ] + if unlisted: + raise ValueError( + "categorical_scale.order is missing observed values: " + + ", ".join(map(str, unlisted[:10])) + ) + else: + cat_order = sorted(observed_categories, key=lambda value: str(value)) + + pair_col: str | None = None + n_pair_lines = 0 + n_unpaired_samples = 0 + dropped_sample_cells = 0 + + if sample_by is None: + if kind == "per_sample": + raise ValueError("kind='per_sample' requires sample_by or StudyDesign") + if subject_by is not None or pair_by is not None: + raise ValueError("subject_by / pair_by require sample_by or StudyDesign") + counts = pd.Series(cats).value_counts() + props = counts.reindex(cat_order).fillna(0) / max(counts.sum(), 1) + aggregate = pd.DataFrame( + { + "category": cat_order, + "proportion": [props.get(c, 0.0) for c in cat_order], + } + ) + per_sample = None + props_mat = None + else: + samples = store.cells.fetch(sample_by, key=cell_key) + valid = pd.notna(samples) & (np.asarray(samples, dtype=object) != "") + if not valid.any(): + raise ValueError(f"No cells have valid values for sample_by {sample_by!r}") + dropped_sample_cells = int((~valid).sum()) + sample_vals_valid = np.asarray(samples)[valid] + df = pd.DataFrame( + { + "sample": sample_vals_valid, + "category": np.asarray(cats)[valid], + } + ) + ct = pd.crosstab(df["sample"], df["category"]) + ct = ct.reindex(columns=cat_order, fill_value=0) + props_mat = ct.div(ct.sum(axis=1).replace(0, np.nan), axis=0) + cell_counts = ct.stack() + cell_counts.index = cell_counts.index.set_names(["sample", "category"]) + cell_counts = cell_counts.rename("n_cells").reset_index() + per_sample = props_mat.reset_index().melt( + id_vars="sample", var_name="category", value_name="proportion" + ) + per_sample = per_sample.merge( + cell_counts, on=["sample", "category"], how="left" + ) + + subject_vals = ( + np.asarray(store.cells.fetch(subject_by, key=cell_key))[valid] + if subject_by is not None + else None + ) + pair_vals = ( + np.asarray(store.cells.fetch(pair_by, key=cell_key))[valid] + if pair_by is not None + else None + ) + condition_vals = ( + np.asarray(store.cells.fetch(condition_by, key=cell_key))[valid] + if condition_by is not None + else None + ) + per_sample = _attach_sample_meta( + per_sample, + samples=sample_vals_valid, + subject_vals=subject_vals, + pair_vals=pair_vals, + condition_vals=condition_vals, + ) + if pair_by is not None: + pair_col = "pair" + elif subject_by is not None: + pair_col = "subject" + if pair_col is not None: + sample_pairs = per_sample[["sample", pair_col]].drop_duplicates() + missing_pair = pd.isna(sample_pairs[pair_col]) | ( + sample_pairs[pair_col].astype(str) == "" + ) + n_unpaired_samples = int(missing_pair.sum()) + + aggregate = ( + per_sample.groupby("category", observed=False)["proportion"] + .mean() + .reindex(cat_order) + .reset_index() + ) + + palette = categorical_color_map( + cat_order, + palette=categorical_scale.palette if categorical_scale else None, + ) + + panel_key: Hashable = "composition" + resolved_figsize = figsize + if resolved_figsize is None and target is None: + resolved_figsize = (6.0, 4.0) + fig, axes, owns = normalize_axes_target( + target, + panel_keys=[panel_key], + figsize=resolved_figsize, + ) + ax = axes[panel_key] + + with theme_context(theme): + if kind == "stacked": + if sample_by is None: + bottom = 0.0 + for cat in cat_order: + val = float( + aggregate.loc[aggregate["category"] == cat, "proportion"].iloc[ + 0 + ] + ) + ax.bar( + 0, + val, + bottom=bottom, + color=palette[cat], + label=str(cat), + width=0.6, + ) + bottom += val + ax.set_xticks([]) + ax.set_ylabel("proportion") + else: + assert per_sample is not None and props_mat is not None + samples_order = list(props_mat.index) + bottoms = np.zeros(len(samples_order)) + x = np.arange(len(samples_order)) + for cat in cat_order: + heights = props_mat[cat].to_numpy(dtype=np.float64) + heights = np.nan_to_num(heights, nan=0.0) + ax.bar( + x, + heights, + bottom=bottoms, + color=palette[cat], + label=str(cat), + width=0.8, + ) + bottoms += heights + ax.set_xticks(x) + ax.set_xticklabels( + [str(s) for s in samples_order], rotation=45, ha="right" + ) + ax.set_ylabel("proportion") + ax.legend(frameon=False, bbox_to_anchor=(1.02, 1), loc="upper left") + else: + assert per_sample is not None + if pair_col is not None: + valid_conditions = per_sample["condition"].dropna() + valid_conditions = valid_conditions[valid_conditions.astype(str) != ""] + condition_order = sorted( + valid_conditions.unique(), + key=lambda value: str(value), + ) + if len(condition_order) < 2: + raise ValueError( + "Paired composition requires at least two condition values" + ) + n_pair_lines = _draw_pair_lines( + ax, + per_sample, + cat_order, + condition_order, + pair_col, + ) + plot_groups = [ + (category, condition) + for category in cat_order + for condition in condition_order + ] + for index, (category, condition) in enumerate(plot_groups): + rows = per_sample[ + (per_sample["category"] == category) + & (per_sample["condition"] == condition) + ] + jitter = (np.arange(len(rows)) - (len(rows) - 1) / 2) * 0.02 + ax.scatter( + np.full(len(rows), index) + jitter, + rows["proportion"], + c=palette[category], + s=40, + edgecolors="k", + linewidths=0.3, + zorder=2, + ) + ax.set_xticks(range(len(plot_groups))) + ax.set_xticklabels( + [f"{category}\n{condition}" for category, condition in plot_groups], + rotation=45, + ha="right", + ) + else: + for i, cat in enumerate(cat_order): + sub = per_sample[per_sample["category"] == cat] + jitter = (np.arange(len(sub)) - (len(sub) - 1) / 2) * 0.02 + ax.scatter( + np.full(len(sub), i) + jitter, + sub["proportion"], + c=palette[cat], + s=40, + edgecolors="k", + linewidths=0.3, + label=str(cat), + zorder=2, + ) + ax.set_xticks(range(len(cat_order))) + ax.set_xticklabels( + [str(c) for c in cat_order], + rotation=45, + ha="right", + ) + ax.set_ylabel("proportion") + ax.set_ylim(-0.02, 1.02) + + tables = {"aggregate": aggregate} + if per_sample is not None: + tables["per_sample"] = per_sample + + from importlib.metadata import version + + try: + scarf_version = version("scarf") + except Exception: + scarf_version = "unknown" + + notes = ["composition", kind] + if pair_col is not None: + notes.append(f"paired_by={pair_col}") + + result = PlotResult( + figure=fig, + axes=axes, + tables=tables, + legends=(LegendSpec(kind="categorical", label=category_by),), + scales=(CategoricalScale(order=tuple(cat_order), palette=palette),), + provenance=PlotProvenance( + scarf_version=scarf_version, + cell_key=cell_key, + n_cells=int(len(cats)), + n_samples=int(per_sample["sample"].nunique()) + if per_sample is not None + else None, + renderer="matplotlib", + notes=tuple(notes), + extras={ + "subject_by": subject_by, + "pair_by": pair_by, + "condition_by": condition_by, + "n_pair_lines": n_pair_lines, + "n_unpaired_samples": n_unpaired_samples, + "dropped_sample_cells": dropped_sample_cells, + }, + ), + owns_figure=owns, + theme=theme, + ) + if show: + result.show() + return result diff --git a/scarf/plotting/diagnostics.py b/scarf/plotting/diagnostics.py new file mode 100644 index 00000000..dfe341b9 --- /dev/null +++ b/scarf/plotting/diagnostics.py @@ -0,0 +1,82 @@ +"""Diagnostic plot compatibility wrappers.""" + +from typing import Any + +import numpy as np +import pandas as pd + + +def qc( + data: pd.DataFrame, + color: str = "steelblue", + cmap: str = "tab20", + figsize: tuple[float, float] | None = None, + label_size: float = 10.0, + title_size: float = 10, + sup_title: str | None = None, + sup_title_size: float = 12, + scatter_size: float = 1.0, + max_points: int = 10_000, + show_on_single_row: bool = True, + show: bool = True, +) -> Any | None: + """Facade for ``scarf.plots.plot_qc``.""" + from ..plots import plot_qc + + return plot_qc( + data=data, + color=color, + cmap=cmap, + fig_size=figsize, + label_size=label_size, + title_size=title_size, + sup_title=sup_title, + sup_title_size=sup_title_size, + scatter_size=scatter_size, + max_points=max_points, + show_on_single_row=show_on_single_row, + show_fig=show, + ) + + +def elbow( + variance_explained: np.ndarray | list[float], + figsize: tuple[float | None, float] = (None, 2), +) -> None: + """Facade for ``scarf.plots.plot_elbow``.""" + from ..plots import plot_elbow + + return plot_elbow(variance_explained, figsize=figsize) + + +def graph_qc(graph: Any) -> None: + """Facade for ``scarf.plots.plot_graph_qc``.""" + from ..plots import plot_graph_qc + + return plot_graph_qc(graph) + + +def highly_variable_features( + mean_nonzero: np.ndarray, + corrected_variance: np.ndarray, + n_cells: np.ndarray, + selected: np.ndarray, + *, + label_size: float = 12, + figsize: tuple[float, float] = (4.5, 4.0), + point_sizes: tuple[float, float] = (3, 30), + colormaps: tuple[str, str] = ("winter", "magma_r"), +) -> None: + """Plot diagnostics for highly variable feature selection.""" + from ..plots import plot_mean_var + + plot_mean_var( + nzm=mean_nonzero, + fv=corrected_variance, + n_cells=n_cells, + hvg=selected, + ax_label_fs=label_size, + fig_size=figsize, + ss=point_sizes, + cmaps=colormaps, + ) diff --git a/scarf/plotting/distribution.py b/scarf/plotting/distribution.py new file mode 100644 index 00000000..368682f6 --- /dev/null +++ b/scarf/plotting/distribution.py @@ -0,0 +1,358 @@ +"""Distribution plots for metadata and feature values.""" + +from collections.abc import Sequence +from typing import Any, Hashable, Literal + +import numpy as np +import pandas as pd + +from ._contracts import CellField, FeatureRef, NormalizationSpec, PlotProvenance +from ._data import fetch_normalized_feature_matrix, resolve_feature +from ._deps import require_matplotlib, require_seaborn +from ._figure import LegendSpec, PlotResult, normalize_axes_target +from ._style import theme_context + +DistKind = Literal["violin", "box", "hist", "ecdf"] + + +def _scarf_version() -> str: + try: + from importlib.metadata import version + + return version("scarf") + except Exception: + return "unknown" + + +def _fetch_series( + store: Any, + key: str | CellField | FeatureRef, + *, + cell_key: str, + from_assay: str | None, + normalization: NormalizationSpec, +) -> tuple[np.ndarray, str]: + if isinstance(key, CellField): + return np.asarray( + store.cells.fetch(key.key, key=cell_key) + ), key.label or key.key + if isinstance(key, FeatureRef) or ( + isinstance(key, str) and key not in store.cells.columns + ): + resolved = resolve_feature(store, key, from_assay=from_assay) + cell_idx = store.cells.active_index(cell_key) + mat = fetch_normalized_feature_matrix( + store, + [resolved], + cell_idx, + normalization=normalization, + ) + return mat[:, 0], resolved.label + return np.asarray(store.cells.fetch(str(key), key=cell_key)), str(key) + + +def _subsample_frame( + df: pd.DataFrame, + *, + max_points: int, + rng: np.random.Generator, +) -> tuple[pd.DataFrame, bool]: + """Return (frame, was_subsampled).""" + if max_points <= 0 or len(df) <= max_points: + return df, False + idx = rng.choice(len(df), size=max_points, replace=False) + return df.iloc[np.sort(idx)], True + + +def _draw_violin_or_box( + ax: Any, + sns: Any, + df: pd.DataFrame, + *, + kind: Literal["violin", "box"], + color: str, + max_points: int, + point_size: float, + rng: np.random.Generator, +) -> bool: + if kind == "violin": + sns.violinplot( + data=df, + x="group", + y="value", + ax=ax, + color=color, + inner=None, + cut=0, + linewidth=1, + ) + else: + sns.boxplot(data=df, x="group", y="value", ax=ax, color=color) + + subsampled = False + if max_points > 0 and len(df) > 0: + pts, subsampled = _subsample_frame(df, max_points=max_points, rng=rng) + sns.stripplot( + data=pts, + x="group", + y="value", + ax=ax, + color="k", + size=point_size, + jitter=0.35, + alpha=0.4, + ) + return subsampled + + +def _draw_hist( + ax: Any, + df: pd.DataFrame, + *, + color: str, + bins: int, + group_by: str | None, +) -> None: + if group_by is None: + vals = df["value"].to_numpy(dtype=np.float64) + vals = vals[np.isfinite(vals)] + ax.hist(vals, bins=bins, color=color, edgecolor="white", linewidth=0.4) + return + all_values = df["value"].to_numpy(dtype=np.float64) + all_values = all_values[np.isfinite(all_values)] + shared_bins = ( + np.histogram_bin_edges(all_values, bins=bins) if len(all_values) else bins + ) + for g, sub in df.groupby("group", observed=False, sort=True): + vals = sub["value"].to_numpy(dtype=np.float64) + vals = vals[np.isfinite(vals)] + if len(vals) == 0: + continue + ax.hist( + vals, + bins=shared_bins, + alpha=0.45, + label=str(g), + edgecolor="white", + linewidth=0.3, + ) + ax.legend(frameon=False, fontsize=8) + + +def _ecdf_xy(values: np.ndarray) -> tuple[np.ndarray, np.ndarray]: + v = np.sort(values[np.isfinite(values)]) + if len(v) == 0: + return np.array([]), np.array([]) + y = np.arange(1, len(v) + 1, dtype=np.float64) / len(v) + return v, y + + +def _draw_ecdf( + ax: Any, + df: pd.DataFrame, + *, + color: str, + max_points: int, + rng: np.random.Generator, + group_by: str | None, +) -> bool: + """Draw ECDF. May subsample values for display; returns whether subsampled.""" + subsampled = False + if group_by is None: + vals = df["value"].to_numpy(dtype=np.float64) + if max_points > 0 and len(vals) > max_points: + vals = vals[rng.choice(len(vals), size=max_points, replace=False)] + subsampled = True + x, y = _ecdf_xy(vals) + if len(x): + ax.step(x, y, where="post", color=color, linewidth=1.5) + return subsampled + + for g, sub in df.groupby("group", observed=False, sort=True): + vals = sub["value"].to_numpy(dtype=np.float64) + if max_points > 0 and len(vals) > max_points: + vals = vals[rng.choice(len(vals), size=max_points, replace=False)] + subsampled = True + x, y = _ecdf_xy(vals) + if len(x): + ax.step(x, y, where="post", linewidth=1.2, label=str(g)) + ax.legend(frameon=False, fontsize=8) + ax.set_ylim(-0.02, 1.02) + return subsampled + + +def distribution( + store: Any, + keys: str | CellField | FeatureRef | Sequence[str | CellField | FeatureRef], + *, + group_by: str | None = None, + cell_key: str = "I", + from_assay: str | None = None, + normalization: NormalizationSpec | None = None, + kind: DistKind = "violin", + bins: int = 40, + max_points: int = 10000, + point_size: float = 1.0, + seed: int = 0, + color: str = "steelblue", + target: Any | None = None, + figsize: tuple[float, float] | None = None, + theme: str = "notebook", + show: bool = False, +) -> PlotResult: + """Violin, box, histogram, or ECDF for metadata columns and/or features. + + For ``violin`` / ``box``, overlay points are a deterministic subsample when + ``max_points`` is below the cell count. For ``ecdf``, values may be + subsampled the same way for display. Both cases are recorded in provenance + as approximate when subsampling occurs. Histograms use all cells. + """ + require_matplotlib() + normalization = normalization or NormalizationSpec() + if kind not in ("violin", "box", "hist", "ecdf"): + raise ValueError("kind must be 'violin', 'box', 'hist', or 'ecdf'") + if kind in ("violin", "box"): + sns = require_seaborn() + else: + sns = None + if bins < 1: + raise ValueError("bins must be >= 1") + + if isinstance(keys, (str, CellField, FeatureRef)): + key_list: list[str | CellField | FeatureRef] = [keys] + else: + key_list = list(keys) + if not key_list: + raise ValueError("keys must be non-empty") + feature_assays: set[str] = set() + for key in key_list: + if not ( + isinstance(key, FeatureRef) + or (isinstance(key, str) and key not in store.cells.columns) + ): + continue + assay_name = ( + key.assay + if isinstance(key, FeatureRef) and key.assay is not None + else from_assay or store._defaultAssay + ) + feature_assays.add(assay_name) + + series_list = [ + _fetch_series( + store, + k, + cell_key=cell_key, + from_assay=from_assay, + normalization=normalization, + ) + for k in key_list + ] + n = len(series_list[0][0]) + if group_by is not None: + groups = np.asarray(store.cells.fetch(group_by, key=cell_key)) + if len(groups) != n: + raise ValueError("group_by length does not match selected cells") + else: + groups = np.zeros(n, dtype=int) + + panel_keys: list[Hashable] = [label for _, label in series_list] + if len(set(panel_keys)) != len(panel_keys): + panel_keys = list(range(len(panel_keys))) + + if figsize is None and target is None: + n_groups = int(pd.Series(groups).nunique()) + figsize = (max(3.0, 1.2 * n_groups + 1.5) * len(panel_keys), 3.5) + + fig, axes, owns = normalize_axes_target( + target, + panel_keys=panel_keys, + figsize=figsize, + n_columns=len(panel_keys), + ) + + rng = np.random.default_rng(seed) + any_subsampled = False + with theme_context(theme): + for (vals, label), panel_key in zip(series_list, panel_keys): + ax = axes[panel_key] + df = pd.DataFrame({"value": vals, "group": groups}) + if kind in ("violin", "box"): + assert sns is not None + subsampled = _draw_violin_or_box( + ax, + sns, + df, + kind=kind, # type: ignore[arg-type] + color=color, + max_points=max_points, + point_size=point_size, + rng=rng, + ) + any_subsampled = any_subsampled or subsampled + if group_by is None: + ax.set_xticks([]) + elif kind == "hist": + _draw_hist(ax, df, color=color, bins=bins, group_by=group_by) + else: + subsampled = _draw_ecdf( + ax, + df, + color=color, + max_points=max_points, + rng=rng, + group_by=group_by, + ) + any_subsampled = any_subsampled or subsampled + ax.set_ylabel("ECDF") + + ax.set_title(label) + if kind in ("hist", "ecdf"): + ax.set_xlabel(label) + if kind == "hist": + ax.set_ylabel("count") + else: + ax.set_xlabel(group_by or "") + ax.set_ylabel(label) + + label_counts = pd.Series([label for _, label in series_list]).value_counts() + tables = {} + for index, (vals, label) in enumerate(series_list): + table_name = label if label_counts[label] == 1 else f"{index}:{label}" + tables[table_name] = pd.DataFrame({"value": vals, "group": groups}) + notes = ["distribution", kind] + if any_subsampled: + notes.append("subsampled_display") + + result = PlotResult( + figure=fig, + axes=axes, + tables=tables, + legends=(LegendSpec(kind="distribution", label=kind),), + scales=(), + provenance=PlotProvenance( + scarf_version=_scarf_version(), + assay=(next(iter(feature_assays)) if len(feature_assays) == 1 else None), + cell_key=cell_key, + n_cells=n, + renderer="matplotlib", + notes=tuple(notes), + extras={ + "max_points": max_points, + "seed": seed, + "group_by": group_by, + "bins": bins if kind == "hist" else None, + "approximate": any_subsampled, + "normalization": { + "source": normalization.source, + "transform": normalization.transform, + }, + "assays": sorted(feature_assays), + }, + ), + owns_figure=owns, + theme=theme, + ) + if show: + result.show() + return result diff --git a/scarf/plotting/embedding.py b/scarf/plotting/embedding.py new file mode 100644 index 00000000..7cdc2736 --- /dev/null +++ b/scarf/plotting/embedding.py @@ -0,0 +1,699 @@ +"""Embedding scatter plots.""" + +from collections.abc import Sequence +from typing import Any, Hashable + +import numpy as np +import pandas as pd + +from ._contracts import ( + CategoricalScale, + CellField, + ColorScale, + FeatureRef, + NormalizationSpec, + PlotProvenance, +) +from ._data import fetch_normalized_feature_matrix, resolve_feature +from ._deps import require_matplotlib +from ._figure import LegendSpec, PlotResult, normalize_axes_target +from ._style import categorical_color_map, continuous_norm, theme_context + + +def _is_categorical(values: pd.Series, kind: str) -> bool: + if kind == "categorical": + return True + if kind == "continuous": + return False + if values.dtype.name in ( + "category", + "object", + "bool", + "string", + ) or pd.api.types.is_string_dtype(values): + return True + if pd.api.types.is_integer_dtype(values) and values.nunique(dropna=True) <= 100: + return True + return False + + +def _scarf_version() -> str: + try: + from importlib.metadata import version + + return version("scarf") + except Exception: + return "unknown" + + +def _coerce_color_items( + color_by: str + | FeatureRef + | CellField + | Sequence[str | FeatureRef | CellField] + | None, +) -> list[str | FeatureRef | CellField | None]: + if color_by is None: + return [None] + if isinstance(color_by, (str, FeatureRef, CellField)): + return [color_by] + return list(color_by) + + +def _prefetch_colors( + store: Any, + color_items: Sequence[str | FeatureRef | CellField | None], + *, + from_assay: str | None, + cell_key: str, + n_cells: int, + normalization: NormalizationSpec, +) -> list[tuple[np.ndarray, str, bool, bool]]: + """Return list of (values, label, is_categorical, is_uniform).""" + out: list[tuple[np.ndarray, str, bool, bool]] = [] + + # Batch RNA-like feature refs / gene strings for one matrix read. + feature_slots: list[tuple[int, Any]] = [] + for i, item in enumerate(color_items): + if item is None: + out.append((np.ones(n_cells), "cells", False, True)) + continue + if isinstance(item, CellField): + vals = store.cells.fetch(item.key, key=cell_key) + series = pd.Series(vals) + out.append( + ( + np.asarray(vals), + item.label or item.key, + _is_categorical(series, item.kind), + False, + ) + ) + continue + if isinstance(item, str) and item in store.cells.columns: + vals = store.cells.fetch(item, key=cell_key) + series = pd.Series(vals) + out.append((np.asarray(vals), item, _is_categorical(series, "auto"), False)) + continue + # Feature path: placeholder, fill after batch resolve + out.append((np.zeros(n_cells), "", False, False)) + feature_slots.append((i, item)) + + if feature_slots: + resolved = [ + resolve_feature(store, item, from_assay=from_assay) + for _, item in feature_slots + ] + cell_idx = store.cells.active_index(cell_key) + mat = fetch_normalized_feature_matrix( + store, + resolved, + cell_idx, + normalization=normalization, + ) + for col_i, (slot_i, _) in enumerate(feature_slots): + feat = resolved[col_i] + out[slot_i] = (mat[:, col_i], feat.label, False, False) + return out + + +def _continuous_limits( + values: np.ndarray, + color_scale: ColorScale, +) -> tuple[float, float]: + v = np.asarray(values, dtype=np.float64) + finite = np.isfinite(v) + if not finite.any(): + return 0.0, 1.0 + if color_scale.quantiles is not None: + q0, q1 = color_scale.quantiles + vmin = float(np.nanquantile(v[finite], q0)) + vmax = float(np.nanquantile(v[finite], q1)) + else: + vmin = float(np.nanmin(v[finite])) + vmax = float(np.nanmax(v[finite])) + if color_scale.vmin is not None: + vmin = color_scale.vmin + if color_scale.vmax is not None: + vmax = color_scale.vmax + if vmax <= vmin: + if color_scale.vmin is not None or color_scale.vmax is not None: + raise ValueError("Color limits must satisfy vmin < vmax") + vmax = vmin + 1.0 + return vmin, vmax + + +def _draw_categorical( + ax: Any, + xx: np.ndarray, + yy: np.ndarray, + vv: np.ndarray, + ss: np.ndarray, + *, + order: list[Any], + palette: dict[Any, str], + missing_color: str, + rasterized: bool, +) -> None: + colors = [ + missing_color if pd.isna(val) or val not in palette else palette[val] + for val in vv + ] + ax.scatter( + xx, + yy, + c=colors, + s=ss, + linewidths=0.1, + edgecolors="k", + rasterized=rasterized, + ) + + +def _add_categorical_legend( + ax: Any, + mpl: Any, + *, + order: list[Any], + palette: dict[Any, str], + label: str, + missing: bool, + missing_color: str, + missing_label: str, +) -> None: + handles = [ + mpl.lines.Line2D( + [], + [], + marker="o", + linestyle="", + markerfacecolor=palette[value], + markeredgecolor="k", + markeredgewidth=0.3, + markersize=5, + label=str(value), + ) + for value in order + ] + if missing: + handles.append( + mpl.lines.Line2D( + [], + [], + marker="o", + linestyle="", + markerfacecolor=missing_color, + markeredgecolor="k", + markeredgewidth=0.3, + markersize=5, + label=missing_label, + ) + ) + ax.legend( + handles=handles, + title=label or None, + frameon=False, + bbox_to_anchor=(1.02, 1.0), + loc="upper left", + borderaxespad=0, + ) + + +def _draw_continuous( + ax: Any, + fig: Any, + xx: np.ndarray, + yy: np.ndarray, + vnum: np.ndarray, + ss: np.ndarray, + *, + limits: tuple[float, float], + cmap_name: str | None, + vcenter: float | None, + missing_color: str, + default_color: str, + label: str, + is_uniform: bool, + sort_values: bool, + rng: np.random.Generator | None, + add_colorbar: bool, + rasterized: bool, + plt: Any, + mpl: Any, +) -> None: + finite = np.isfinite(vnum) + order_idx = np.arange(len(vnum)) + if sort_values and finite.any(): + order_idx = np.argsort(np.where(finite, vnum, -np.inf)) + elif rng is not None: + order_idx = rng.permutation(len(vnum)) + xx = xx[order_idx] + yy = yy[order_idx] + vnum = vnum[order_idx] + ss = ss[order_idx] + finite = finite[order_idx] + + if is_uniform or len(xx) == 0: + ax.scatter( + xx, + yy, + c=[default_color] * len(xx), + s=ss if len(ss) else 10, + linewidths=0.1, + edgecolors="k", + rasterized=rasterized, + ) + return + + vmin, vmax = limits + if vmax == vmin: + vmax = vmin + 1.0 + norm = continuous_norm(mpl, vmin=vmin, vmax=vmax, vcenter=vcenter) + cmap = plt.get_cmap(cmap_name or "viridis") + face = np.empty((len(vnum), 4)) + face[:] = mpl.colors.to_rgba(missing_color) + if finite.any(): + face[finite] = cmap(norm(vnum[finite])) + ax.scatter( + xx, + yy, + c=face, + s=ss, + linewidths=0.1, + edgecolors="k", + rasterized=rasterized, + ) + if add_colorbar: + sm = plt.cm.ScalarMappable(cmap=cmap, norm=norm) + sm.set_array([]) + cb = fig.colorbar(sm, ax=ax, shrink=0.6, fraction=0.05, pad=0.02) + if label: + cb.set_label(label) + + +def _soft_clip(values: np.ndarray, clip_fraction: float) -> np.ndarray: + if clip_fraction <= 0: + return values + if clip_fraction >= 0.5: + raise ValueError("clip_fraction must be in [0, 0.5)") + v = np.asarray(values, dtype=np.float64).copy() + finite = np.isfinite(v) + if not finite.any(): + return v + lo = float(np.percentile(v[finite], 100 * clip_fraction)) + hi = float(np.percentile(v[finite], 100 - 100 * clip_fraction)) + v[finite & (v < lo)] = lo + v[finite & (v > hi)] = hi + return v + + +def embedding( + store: Any, + *, + layout_key: str, + color_by: str + | FeatureRef + | CellField + | Sequence[str | FeatureRef | CellField] + | None = None, + facet_by: str | None = None, + facet_order: Sequence[Any] | None = None, + cell_key: str = "I", + from_assay: str | None = None, + normalization: NormalizationSpec | None = None, + point_size: float = 10, + point_sizes: np.ndarray | Sequence[float] | None = None, + sort_values: bool = False, + color_scale: ColorScale | None = None, + categorical_scale: CategoricalScale | None = None, + default_color: str = "steelblue", + missing_color: str = "#bdbdbd", + clip_fraction: float = 0.0, + subset_by: str | None = None, + n_columns: int | None = None, + target: Any | None = None, + figsize: tuple[float, float] | None = None, + theme: str = "notebook", + seed: int | None = None, + rasterize_threshold: int = 50_000, + show: bool = False, +) -> PlotResult: + """2D embedding scatter with shared per-feature color scales across facets. + + Multi-gene × condition layouts use one row per color value and one column + per facet by default. Color limits and categorical palettes are computed on + the full selected population so panels stay comparable. + + Preserves useful ``DataStore.plot_layout`` behaviors: + - ``sort_values=True`` draws higher continuous values on top + - ``point_sizes`` sets per-point marker areas (e.g. mapping confidence) + """ + plt, mpl = require_matplotlib() + if rasterize_threshold < 0: + raise ValueError("rasterize_threshold must be >= 0") + normalization = normalization or NormalizationSpec() + color_scale = color_scale or ColorScale(cmap="viridis", scope="feature") + missing = ( + categorical_scale.missing_color + if categorical_scale is not None + else missing_color + ) + + x = np.asarray(store.cells.fetch(f"{layout_key}1", key=cell_key), dtype=np.float64) + y = np.asarray(store.cells.fetch(f"{layout_key}2", key=cell_key), dtype=np.float64) + n = len(x) + if n == 0: + raise ValueError(f"No cells selected by cell_key {cell_key!r}") + finite_coordinates = np.isfinite(x) & np.isfinite(y) + if not finite_coordinates.any(): + raise ValueError(f"Layout {layout_key!r} has no finite coordinates") + if point_sizes is not None and len(point_sizes) != n: + raise ValueError("point_sizes length must match number of selected cells") + size_arr = ( + np.asarray(point_sizes, dtype=np.float64) + if point_sizes is not None + else np.full(n, point_size, dtype=np.float64) + ) + + color_items = _coerce_color_items(color_by) + color_cache = _prefetch_colors( + store, + color_items, + from_assay=from_assay, + cell_key=cell_key, + n_cells=n, + normalization=normalization, + ) + if clip_fraction > 0: + clipped: list[tuple[np.ndarray, str, bool, bool]] = [] + for vals, label, is_cat, is_uniform in color_cache: + if is_cat or is_uniform: + clipped.append((vals, label, is_cat, is_uniform)) + else: + clipped.append( + (_soft_clip(vals, clip_fraction), label, is_cat, is_uniform) + ) + color_cache = clipped + + # Optional boolean cell subselection (legacy plot_layout behavior) + base_mask = finite_coordinates.copy() + if subset_by is not None: + sub = np.asarray(store.cells.fetch(subset_by, key=cell_key)) + if sub.dtype != bool: + raise TypeError(f"subset_by {subset_by!r} must be boolean; got {sub.dtype}") + if len(sub) != n: + raise ValueError("subset_by length must match selected cells") + base_mask &= sub + if not base_mask.any(): + raise ValueError("No cells remain after applying layout/subset filters") + + if facet_by is not None: + facet_values = np.asarray(store.cells.fetch(facet_by, key=cell_key)) + if facet_order is not None: + facets = list(facet_order) + else: + facets = sorted(pd.unique(facet_values), key=lambda v: (pd.isna(v), str(v))) + else: + facet_values = None + facets = [None] + + # Stable panel keys: (color_label, facet) when faceting, else color_label + panel_keys: list[Hashable] = [] + for _, label, _, _ in color_cache: + for fac in facets: + if fac is None: + panel_keys.append(label) + else: + panel_keys.append((label, fac)) + if len(set(panel_keys)) != len(panel_keys): + panel_keys = [(i, k) for i, k in enumerate(panel_keys)] + + n_colors = len(color_cache) + n_facets = len(facets) + if n_columns is None: + n_columns = n_facets if facet_by is not None else min(n_colors, 4) + n_columns = max(1, min(n_columns, len(panel_keys))) + + if figsize is None and target is None: + nrows = int(np.ceil(len(panel_keys) / n_columns)) + figsize = (3.6 * n_columns, 3.6 * nrows) + + fig, axes, owns = normalize_axes_target( + target, panel_keys=panel_keys, figsize=figsize, n_columns=n_columns + ) + + selected_x = x[base_mask] + selected_y = y[base_mask] + xpad = 0.05 * (float(selected_x.max() - selected_x.min()) or 1.0) + ypad = 0.05 * (float(selected_y.max() - selected_y.min()) or 1.0) + xlim = (float(selected_x.min() - xpad), float(selected_x.max() + xpad)) + ylim = (float(selected_y.min() - ypad), float(selected_y.max() + ypad)) + + labels = [label for _, label, _, _ in color_cache] + label_counts = pd.Series(labels).value_counts() + + def display_key(index: int, label: str) -> str: + return label if label_counts[label] == 1 else f"{index}:{label}" + + limit_map: dict[int, tuple[float, float]] = {} + categorical_maps: dict[int, tuple[list[Any], dict[Any, str]]] = {} + shared_limits: tuple[float, float] | None = None + if color_scale.scope == "shared": + shared_values = [ + np.asarray(values, dtype=np.float64)[base_mask] + for values, _, is_categorical, is_uniform in color_cache + if not is_categorical and not is_uniform + ] + if shared_values: + shared_limits = _continuous_limits( + np.concatenate(shared_values), + color_scale, + ) + + for color_index, (vals, _, is_cat, is_uniform) in enumerate(color_cache): + if is_uniform: + continue + vals_sel = np.asarray(vals)[base_mask] + if is_cat: + observed = list(pd.Series(vals_sel).dropna().unique()) + if categorical_scale and categorical_scale.order is not None: + order = list(categorical_scale.order) + unlisted = [value for value in observed if value not in order] + if unlisted: + raise ValueError( + "categorical_scale.order is missing observed values: " + + ", ".join(map(str, unlisted[:10])) + ) + else: + order = sorted(observed, key=lambda v: str(v)) + palette = categorical_color_map( + order, + palette=categorical_scale.palette if categorical_scale else None, + missing_label=None, + ) + categorical_maps[color_index] = (order, palette) + elif color_scale.scope != "panel": + limit_map[color_index] = ( + shared_limits + if shared_limits is not None + else _continuous_limits(vals_sel, color_scale) + ) + + legends: list[LegendSpec] = [] + scales_out: list[Any] = [color_scale] + for color_index, (order, palette) in categorical_maps.items(): + label = labels[color_index] + scales_out.append(CategoricalScale(order=tuple(order), palette=dict(palette))) + legends.append(LegendSpec(kind="categorical", label=label)) + for color_index, (_, label, is_categorical, is_uniform) in enumerate(color_cache): + if is_categorical or is_uniform: + continue + limits = limit_map.get(color_index) + legends.append( + LegendSpec( + kind="colorbar", + label=label, + extras=( + {"vmin": limits[0], "vmax": limits[1]} + if limits is not None + else {"scope": "panel"} + ), + ) + ) + + rng = np.random.default_rng(seed) if seed is not None else None + panel_limit_map: dict[str, tuple[float, float]] = {} + + with theme_context(theme): + panel_i = 0 + for color_index, (vals, label, is_cat, is_uniform) in enumerate(color_cache): + for fac_i, fac in enumerate(facets): + panel_key = panel_keys[panel_i] + ax = axes[panel_key] + if facet_values is None: + mask = base_mask.copy() + elif pd.isna(fac): + mask = base_mask & pd.isna(facet_values) + else: + mask = base_mask & (facet_values == fac) + + xx = x[mask] + yy = y[mask] + vv = np.asarray(vals)[mask] + ss = size_arr[mask] + rasterized = len(xx) >= rasterize_threshold + + if mask.sum() == 0: + ax.set_axis_off() + ax.set_title( + f"{label} | {facet_by}={fac} (empty)" + if fac is not None + else f"{label} (empty)" + ) + panel_i += 1 + continue + + if is_cat: + order, palette = categorical_maps[color_index] + _draw_categorical( + ax, + xx, + yy, + vv, + ss, + order=order, + palette=palette, + missing_color=missing, + rasterized=rasterized, + ) + if fac_i == n_facets - 1: + _add_categorical_legend( + ax, + mpl, + order=order, + palette=palette, + label=label, + missing=bool(pd.isna(np.asarray(vals)[base_mask]).any()), + missing_color=missing, + missing_label=( + categorical_scale.missing_label + if categorical_scale is not None + else "NA" + ), + ) + else: + vnum = pd.to_numeric(pd.Series(vv), errors="coerce").to_numpy( + dtype=np.float64 + ) + if is_uniform: + limits = (0.0, 1.0) + elif color_scale.scope == "panel": + limits = _continuous_limits(vnum, color_scale) + panel_limit_map[str(panel_key)] = limits + else: + limits = limit_map[color_index] + add_cb = (not is_uniform) and ( + color_scale.scope == "panel" + or facet_by is None + or fac_i == n_facets - 1 + ) + _draw_continuous( + ax, + fig, + xx, + yy, + vnum, + ss, + limits=limits, + cmap_name=color_scale.cmap, + vcenter=color_scale.vcenter, + missing_color=color_scale.missing_color, + default_color=default_color, + label=label, + is_uniform=is_uniform, + sort_values=sort_values, + rng=rng, + add_colorbar=add_cb, + rasterized=rasterized, + plt=plt, + mpl=mpl, + ) + + ax.set_xlim(xlim) + ax.set_ylim(ylim) + ax.set_aspect("equal", adjustable="box") + ax.set_xticks([]) + ax.set_yticks([]) + if fac is None: + title = label + else: + title = ( + f"{label} | {facet_by}={fac}" if label else f"{facet_by}={fac}" + ) + if title: + ax.set_title(title) + ax.set_xlabel(f"{layout_key}1") + ax.set_ylabel(f"{layout_key}2") + panel_i += 1 + + if color_scale.scope == "panel": + color_limits = panel_limit_map + else: + color_limits = { + display_key(index, labels[index]): limits + for index, limits in limit_map.items() + } + feature_assays: set[str] = set() + for item in color_items: + if not ( + isinstance(item, FeatureRef) + or (isinstance(item, str) and item not in store.cells.columns) + ): + continue + assay_name = ( + item.assay + if isinstance(item, FeatureRef) and item.assay is not None + else from_assay or getattr(store, "_defaultAssay", None) + ) + if assay_name is not None: + feature_assays.add(assay_name) + + result = PlotResult( + figure=fig, + axes=axes, + tables={}, + legends=tuple(legends), + scales=tuple(scales_out), + provenance=PlotProvenance( + scarf_version=_scarf_version(), + assay=next(iter(feature_assays)) if len(feature_assays) == 1 else None, + cell_key=cell_key, + n_cells=int(base_mask.sum()), + renderer="matplotlib", + notes=("embedding", "materialized", f"layout={layout_key}"), + extras={ + "sort_values": sort_values, + "color_scale_scope": color_scale.scope, + "color_limits": color_limits, + "facet_by": facet_by, + "n_colors": n_colors, + "n_facets": n_facets, + "panel_keys": [str(k) for k in panel_keys], + "clip_fraction": clip_fraction, + "subset_by": subset_by, + "input_n_cells": n, + "invalid_coordinate_cells": int((~finite_coordinates).sum()), + "rasterize_threshold": rasterize_threshold, + "normalization": { + "source": normalization.source, + "transform": normalization.transform, + }, + "assays": sorted(feature_assays), + }, + ), + owns_figure=owns, + theme=theme, + ) + if show: + result.show() + return result diff --git a/scarf/plotting/embedding_raster.py b/scarf/plotting/embedding_raster.py new file mode 100644 index 00000000..ef3c1a29 --- /dev/null +++ b/scarf/plotting/embedding_raster.py @@ -0,0 +1,204 @@ +"""Blockwise raster embedding for large cell counts.""" + +from typing import Any, Hashable + +import numpy as np + +from ._contracts import CellField, ColorScale, PlotProvenance +from ._deps import require_matplotlib +from ._figure import LegendSpec, PlotResult, normalize_axes_target +from ._raster import draw_raster_canvas, raster_from_metadata +from ._style import theme_context + + +def _scarf_version() -> str: + try: + from importlib.metadata import version + + return version("scarf") + except Exception: + return "unknown" + + +def _is_categorical_column( + cells: Any, + *, + key: str, + cell_key: str, + block_rows: int | None, + kind: str, + max_categories: int = 100, +) -> bool: + if kind == "categorical": + return True + if kind == "continuous": + return False + dtype = cells.get_dtype(key) + dtype_kind = getattr(dtype, "kind", None) + if dtype_kind in ("b", "O", "S", "U", "T"): + return True + if dtype_kind not in ("i", "u"): + return False + + categories: set[Any] = set() + for block in cells.iter_row_blocks( + cell_key=cell_key, + columns=[key], + block_rows=block_rows, + ): + categories.update(np.unique(block.values[key]).tolist()) + if len(categories) > max_categories: + return False + return True + + +def embedding_raster( + store: Any, + *, + layout_key: str, + color_by: str | CellField | None = None, + cell_key: str = "I", + pixels: int = 400, + block_rows: int | None = None, + color_scale: ColorScale | None = None, + missing_color: str = "#f0f0f0", + target: Any | None = None, + figsize: tuple[float, float] | None = None, + theme: str = "notebook", + seed: int = 0, + show: bool = False, +) -> PlotResult: + """Rasterize a 2D layout from cell-metadata columns via row blocks. + + ``color_by`` must be a continuous cell-metadata column (not a gene). + Use ``CellField(key, kind="continuous")`` to explicitly treat an integer + measurement as continuous. Categorical blockwise raster is not supported. + """ + require_matplotlib() + color_scale = color_scale or ColorScale(cmap="viridis", quantiles=(0.01, 0.99)) + x_key = f"{layout_key}1" + y_key = f"{layout_key}2" + for key in (x_key, y_key): + if key not in store.cells.columns: + raise KeyError(f"Layout column {key!r} not found in cell metadata") + + color_key: str | None + color_label: str | None + if isinstance(color_by, CellField): + color_key = color_by.key + color_label = color_by.label or color_by.key + color_kind = color_by.kind + else: + color_key = color_by + color_label = color_by + color_kind = "auto" + if color_key is not None and color_key not in store.cells.columns: + raise KeyError( + f"color_by {color_key!r} must be a cell-metadata column for " + "embedding_raster (gene coloring uses embedding() for now)" + ) + if color_key is not None and _is_categorical_column( + store.cells, + key=color_key, + cell_key=cell_key, + block_rows=block_rows, + kind=color_kind, + ): + raise NotImplementedError( + "embedding_raster supports continuous color values only; use " + "embedding() for categorical cell metadata" + ) + + quantiles = color_scale.quantiles + canvas = raster_from_metadata( + store.cells, + x_key=x_key, + y_key=y_key, + color_key=color_key, + cell_key=cell_key, + pixels=pixels, + block_rows=block_rows, + quantiles=quantiles, + seed=seed, + ) + if color_scale.vmin is not None or color_scale.vmax is not None: + from dataclasses import replace + + canvas = replace( + canvas, + vmin=( + float(color_scale.vmin) if color_scale.vmin is not None else canvas.vmin + ), + vmax=( + float(color_scale.vmax) if color_scale.vmax is not None else canvas.vmax + ), + ) + if canvas.vmax <= canvas.vmin: + raise ValueError("Color limits must satisfy vmin < vmax") + + panel_key: Hashable = color_label or layout_key + resolved_figsize = figsize + if resolved_figsize is None and target is None: + resolved_figsize = (5.0, 5.0) + fig, axes, owns = normalize_axes_target( + target, + panel_keys=[panel_key], + figsize=resolved_figsize, + ) + ax = axes[panel_key] + with theme_context(theme): + im = draw_raster_canvas( + ax, + canvas, + cmap=color_scale.cmap or "viridis", + missing_color=missing_color, + vcenter=color_scale.vcenter, + ) + ax.set_xlabel(f"{layout_key}1") + ax.set_ylabel(f"{layout_key}2") + cb = fig.colorbar(im, ax=ax, shrink=0.7, pad=0.02) + cb.set_label(color_label or "log1p cell count") + ax.set_aspect("equal") + + result = PlotResult( + figure=fig, + axes=axes, + tables={}, + legends=( + LegendSpec( + kind="colorbar", + label=color_label or "log1p cell count", + ), + ), + scales=(color_scale,), + provenance=PlotProvenance( + scarf_version=_scarf_version(), + cell_key=cell_key, + n_cells=canvas.n_cells, + renderer="matplotlib-raster", + notes=( + "embedding_raster", + "two_pass", + f"layout={layout_key}", + *( + ("approximate_quantiles",) + if color_key is not None and quantiles is not None + else () + ), + ), + extras={ + "pixels": pixels, + "block_rows": block_rows, + "n_blocks": canvas.n_blocks, + "vmin": canvas.vmin, + "vmax": canvas.vmax, + "color_by": color_key, + "color_mode": "continuous" if color_key is not None else "density", + }, + ), + owns_figure=owns, + theme=theme, + ) + if show: + result.show() + return result diff --git a/scarf/plotting/heatmaps.py b/scarf/plotting/heatmaps.py new file mode 100644 index 00000000..dce6d57b --- /dev/null +++ b/scarf/plotting/heatmaps.py @@ -0,0 +1,146 @@ +"""Heatmap, tree, and pseudotime compatibility wrappers.""" + +from typing import Any + + +def marker_heatmap( + store: Any, + *, + from_assay: str | None = None, + group_key: str | None = None, + cell_key: str | None = None, + topn: int = 5, + log_transform: bool = True, + vmin: float = -1, + vmax: float = 2, + savename: str | None = None, + save_dpi: int = 300, + show_fig: bool = True, + **heatmap_kwargs: Any, +) -> None: + """Facade for ``DataStore.plot_marker_heatmap``.""" + store.plot_marker_heatmap( + from_assay=from_assay, + group_key=group_key, + cell_key=cell_key, + topn=topn, + log_transform=log_transform, + vmin=vmin, + vmax=vmax, + savename=savename, + save_dpi=save_dpi, + show_fig=show_fig, + **heatmap_kwargs, + ) + + +def cluster_tree( + store: Any, + *, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + cluster_key: str | None = None, + fill_by_value: str | None = None, + force_ints_as_cats: bool = True, + width: float = 1, + lvr_factor: float = 0.5, + vert_gap: float = 0.2, + min_node_size: float = 10, + node_size_multiplier: float = 10_000.0, + node_power: float = 1.2, + root_size: float = 100, + non_leaf_size: float = 10, + show_labels: bool = True, + fontsize: float = 10, + root_color: str = "#C0C0C0", + non_leaf_color: str = "k", + cmap: str = "tab20", + color_key: dict[str, str] | None = None, + edgecolors: str = "k", + edgewidth: float = 1, + alpha: float = 0.7, + figsize: tuple[float, float] = (5, 5), + ax: Any = None, + show_fig: bool = True, + savename: str | None = None, + save_dpi: int = 300, +) -> None: + """Facade for ``DataStore.plot_cluster_tree``.""" + store.plot_cluster_tree( + from_assay=from_assay, + cell_key=cell_key, + feat_key=feat_key, + cluster_key=cluster_key, + fill_by_value=fill_by_value, + force_ints_as_cats=force_ints_as_cats, + width=width, + lvr_factor=lvr_factor, + vert_gap=vert_gap, + min_node_size=min_node_size, + node_size_multiplier=node_size_multiplier, + node_power=node_power, + root_size=root_size, + non_leaf_size=non_leaf_size, + show_labels=show_labels, + fontsize=fontsize, + root_color=root_color, + non_leaf_color=non_leaf_color, + cmap=cmap, + color_key=color_key, + edgecolors=edgecolors, + edgewidth=edgewidth, + alpha=alpha, + figsize=figsize, + ax=ax, + show_fig=show_fig, + savename=savename, + save_dpi=save_dpi, + ) + + +def pseudotime_heatmap( + store: Any, + *, + from_assay: str | None = None, + cell_key: str | None = None, + feat_key: str | None = None, + feature_cluster_key: str | None = None, + pseudotime_key: str | None = None, + show_features: list[str] | None = None, + width: int = 5, + height: int = 10, + vmin: float = -2.0, + vmax: float = 2.0, + heatmap_cmap: str | None = None, + pseudotime_cmap: str | None = None, + clusterbar_cmap: str | None = None, + tick_fontsize: int = 10, + axis_fontsize: int = 12, + feature_label_fontsize: int = 12, + savename: str | None = None, + save_dpi: int = 300, + show_fig: bool = True, +) -> None: + """Facade for ``DataStore.plot_pseudotime_heatmap``.""" + store.plot_pseudotime_heatmap( + from_assay=from_assay, + cell_key=cell_key, + feat_key=feat_key, + feature_cluster_key=feature_cluster_key, + pseudotime_key=pseudotime_key, + show_features=show_features, + width=width, + height=height, + vmin=vmin, + vmax=vmax, + heatmap_cmap=heatmap_cmap, + pseudotime_cmap=pseudotime_cmap, + clusterbar_cmap=clusterbar_cmap, + tick_fontsize=tick_fontsize, + axis_fontsize=axis_fontsize, + feature_label_fontsize=feature_label_fontsize, + savename=savename, + save_dpi=save_dpi, + show_fig=show_fig, + ) diff --git a/scarf/plotting/summary.py b/scarf/plotting/summary.py new file mode 100644 index 00000000..f55da679 --- /dev/null +++ b/scarf/plotting/summary.py @@ -0,0 +1,419 @@ +"""Dotplot and matrixplot.""" + +from collections.abc import Mapping, Sequence +from typing import Any, Hashable + +import numpy as np +import pandas as pd + +from ._contracts import ( + CategoricalScale, + ColorScale, + FeatureRef, + NormalizationSpec, + PlotProvenance, + SizeScale, + StudyDesign, +) +from ._data import coerce_feature_list, summarize_features_by_group +from ._deps import require_matplotlib +from ._figure import LegendSpec, PlotResult, normalize_axes_target +from ._style import continuous_norm, theme_context + + +def _standardize_feature(df: pd.DataFrame, value_col: str = "mean") -> pd.DataFrame: + out = df.copy() + means = out.groupby("feature", observed=False)[value_col].transform("mean") + stds = out.groupby("feature", observed=False)[value_col].transform("std") + stds = stds.replace(0, np.nan) + out[value_col] = (out[value_col] - means) / stds + return out + + +def _group_axis_labels(df: pd.DataFrame, group_keys: tuple[str, ...]) -> pd.Series: + if len(group_keys) == 1: + return df[group_keys[0]].astype(str) + return df[list(group_keys)].astype(str).agg(" | ".join, axis=1) + + +def _color_limits(values: np.ndarray, scale: ColorScale) -> tuple[float, float]: + finite = np.isfinite(values) + if finite.any(): + if scale.quantiles is not None: + low, high = scale.quantiles + vmin = float(np.nanquantile(values[finite], low)) + vmax = float(np.nanquantile(values[finite], high)) + else: + vmin = float(np.nanmin(values[finite])) + vmax = float(np.nanmax(values[finite])) + else: + vmin, vmax = 0.0, 1.0 + if scale.vmin is not None: + vmin = scale.vmin + if scale.vmax is not None: + vmax = scale.vmax + if vmax <= vmin: + if scale.vmin is not None or scale.vmax is not None: + raise ValueError("Color limits must satisfy vmin < vmax") + vmax = vmin + 1.0 + return vmin, vmax + + +def _sample_counts( + store: Any, + *, + cell_key: str, + sample_by: str | None, + study_design: StudyDesign | None, +) -> tuple[int | None, int]: + sample_key = study_design.sample_by if study_design is not None else sample_by + if sample_key is None: + return None, 0 + values = np.asarray(store.cells.fetch(sample_key, key=cell_key), dtype=object) + valid = pd.notna(values) & (values != "") + return int(pd.Series(values[valid]).nunique()), int((~valid).sum()) + + +def _feature_assays( + store: Any, + features: Sequence[str | FeatureRef] | Mapping[str, Sequence[str | FeatureRef]], + from_assay: str | None, +) -> set[str]: + assays: set[str] = set() + for _, feature in coerce_feature_list(features): + assay = ( + feature.assay + if isinstance(feature, FeatureRef) and feature.assay is not None + else from_assay or store._defaultAssay + ) + assays.add(assay) + return assays + + +def dotplot( + store: Any, + *, + features: Sequence[str | FeatureRef] | Mapping[str, Sequence[str | FeatureRef]], + group_by: str | tuple[str, ...], + cell_key: str = "I", + from_assay: str | None = None, + sample_by: str | None = None, + study_design: StudyDesign | None = None, + normalization: NormalizationSpec | None = None, + expression_cutoff: float = 0.0, + standardize: str = "none", + color_scale: ColorScale | None = None, + size_scale: SizeScale | None = None, + target: Any | None = None, + figsize: tuple[float, float] | None = None, + theme: str = "notebook", + show: bool = False, +) -> PlotResult: + """Mean expression (color) and fraction expressing (size) by group.""" + _, mpl = require_matplotlib() + color_scale = color_scale or ColorScale(cmap="viridis") + size_scale = size_scale or SizeScale() + normalization = normalization or NormalizationSpec() + + aggregate, per_sample = summarize_features_by_group( + store, + features=features, + group_by=group_by, + cell_key=cell_key, + from_assay=from_assay, + sample_by=sample_by, + study_design=study_design, + normalization=normalization, + expression_cutoff=expression_cutoff, + ) + if standardize == "feature": + aggregate = _standardize_feature(aggregate, "mean") + elif standardize not in ("none", "feature"): + raise ValueError("standardize must be 'none' or 'feature'") + + group_keys = (group_by,) if isinstance(group_by, str) else tuple(group_by) + plot_df = aggregate.copy() + plot_df["group_label"] = _group_axis_labels(plot_df, group_keys) + # Preserve feature order from input + feature_order = list(dict.fromkeys(plot_df["feature"].tolist())) + group_order = list(dict.fromkeys(plot_df["group_label"].tolist())) + plot_df["feature"] = pd.Categorical( + plot_df["feature"], categories=feature_order, ordered=True + ) + plot_df["group_label"] = pd.Categorical( + plot_df["group_label"], categories=group_order, ordered=True + ) + + panel_key: Hashable = "dotplot" + resolved_figsize = figsize + if resolved_figsize is None and target is None: + resolved_figsize = ( + max(4.0, 0.35 * len(group_order) + 2), + max(3.0, 0.3 * len(feature_order) + 1.5), + ) + fig, axes, owns = normalize_axes_target( + target, + panel_keys=[panel_key], + figsize=resolved_figsize, + ) + ax = axes[panel_key] + + vals = plot_df["mean"].to_numpy(dtype=np.float64) + vmin, vmax = _color_limits(vals, color_scale) + norm = continuous_norm( + mpl, + vmin=vmin, + vmax=vmax, + vcenter=color_scale.vcenter, + ) + + areas = size_scale.areas(plot_df["fraction"].to_numpy(dtype=np.float64)) + x = plot_df["group_label"].cat.codes.to_numpy() + y = plot_df["feature"].cat.codes.to_numpy() + + with theme_context(theme): + sc = ax.scatter( + x, + y, + c=vals, + s=areas, + cmap=color_scale.cmap or "viridis", + norm=norm, + edgecolors="k", + linewidths=0.2, + rasterized=False, + ) + ax.set_xticks(range(len(group_order))) + ax.set_xticklabels(group_order, rotation=45, ha="right") + ax.set_yticks(range(len(feature_order))) + ax.set_yticklabels(feature_order) + ax.set_xlim(-0.5, len(group_order) - 0.5) + ax.set_ylim(-0.5, len(feature_order) - 0.5) + ax.invert_yaxis() + cb = fig.colorbar(sc, ax=ax, shrink=0.6, pad=0.02) + cb.set_label("mean" if standardize == "none" else "standardized mean") + legend_values = np.array([0.25, 0.5, 0.75, 1.0]) + legend_areas = size_scale.areas(legend_values) + handles = [ + ax.scatter( + [], + [], + s=area, + facecolor="#bdbdbd", + edgecolor="k", + linewidth=0.2, + ) + for area in legend_areas + ] + ax.legend( + handles, + [f"{value:g}" for value in legend_values], + title="fraction", + frameon=False, + bbox_to_anchor=(1.02, 0), + loc="lower left", + borderaxespad=0, + ) + ax.set_xlabel(" / ".join(group_keys)) + ax.set_ylabel("feature") + + tables = {"aggregate": aggregate} + if per_sample is not None: + tables["per_sample"] = per_sample + n_samples, dropped_sample_cells = _sample_counts( + store, + cell_key=cell_key, + sample_by=sample_by, + study_design=study_design, + ) + assays = _feature_assays(store, features, from_assay) + + from importlib.metadata import version + + try: + scarf_version = version("scarf") + except Exception: + scarf_version = "unknown" + + result = PlotResult( + figure=fig, + axes=axes, + tables=tables, + legends=( + LegendSpec(kind="colorbar", label="mean"), + LegendSpec(kind="size", label="fraction", extras={"domain": [0.0, 1.0]}), + ), + scales=(color_scale, size_scale, CategoricalScale(order=tuple(group_order))), + provenance=PlotProvenance( + scarf_version=scarf_version, + assay=next(iter(assays)) if len(assays) == 1 else None, + cell_key=cell_key, + n_cells=len(store.cells.active_index(cell_key)), + n_samples=n_samples, + renderer="matplotlib", + notes=("dotplot",), + extras={ + "group_by": list(group_keys), + "sample_by": ( + study_design.sample_by if study_design is not None else sample_by + ), + "expression_cutoff": expression_cutoff, + "dropped_sample_cells": dropped_sample_cells, + "normalization": { + "source": normalization.source, + "transform": normalization.transform, + }, + "assays": sorted(assays), + }, + ), + owns_figure=owns, + theme=theme, + ) + if show: + result.show() + return result + + +def matrixplot( + store: Any, + *, + features: Sequence[str | FeatureRef] | Mapping[str, Sequence[str | FeatureRef]], + group_by: str | tuple[str, ...], + cell_key: str = "I", + from_assay: str | None = None, + sample_by: str | None = None, + study_design: StudyDesign | None = None, + normalization: NormalizationSpec | None = None, + expression_cutoff: float = 0.0, + value: str = "mean", + standardize: str = "none", + color_scale: ColorScale | None = None, + target: Any | None = None, + figsize: tuple[float, float] | None = None, + theme: str = "notebook", + show: bool = False, +) -> PlotResult: + """Feature-by-group matrix of mean or fraction (no forced clustering).""" + _, mpl = require_matplotlib() + if value not in ("mean", "fraction"): + raise ValueError("value must be 'mean' or 'fraction'") + color_scale = color_scale or ColorScale(cmap="viridis") + normalization = normalization or NormalizationSpec() + + aggregate, per_sample = summarize_features_by_group( + store, + features=features, + group_by=group_by, + cell_key=cell_key, + from_assay=from_assay, + sample_by=sample_by, + study_design=study_design, + normalization=normalization, + expression_cutoff=expression_cutoff, + ) + plot_df = aggregate.copy() + if value == "mean" and standardize == "feature": + plot_df = _standardize_feature(plot_df, "mean") + elif standardize not in ("none", "feature"): + raise ValueError("standardize must be 'none' or 'feature'") + + group_keys = (group_by,) if isinstance(group_by, str) else tuple(group_by) + plot_df["group_label"] = _group_axis_labels(plot_df, group_keys) + feature_order = list(dict.fromkeys(plot_df["feature"].tolist())) + group_order = list(dict.fromkeys(plot_df["group_label"].tolist())) + mat = plot_df.pivot_table( + index="feature", + columns="group_label", + values=value, + observed=False, + ).reindex(index=feature_order, columns=group_order) + + panel_key: Hashable = "matrixplot" + resolved_figsize = figsize + if resolved_figsize is None and target is None: + resolved_figsize = ( + max(4.0, 0.4 * len(group_order) + 2), + max(3.0, 0.35 * len(feature_order) + 1.5), + ) + fig, axes, owns = normalize_axes_target( + target, + panel_keys=[panel_key], + figsize=resolved_figsize, + ) + ax = axes[panel_key] + data = mat.to_numpy(dtype=np.float64) + vmin, vmax = _color_limits(data, color_scale) + norm = continuous_norm( + mpl, + vmin=vmin, + vmax=vmax, + vcenter=color_scale.vcenter, + ) + + with theme_context(theme): + im = ax.imshow( + data, + aspect="auto", + cmap=color_scale.cmap or "viridis", + norm=norm, + interpolation="nearest", + ) + ax.set_xticks(range(len(group_order))) + ax.set_xticklabels(group_order, rotation=45, ha="right") + ax.set_yticks(range(len(feature_order))) + ax.set_yticklabels(feature_order) + cb = fig.colorbar(im, ax=ax, shrink=0.6, pad=0.02) + cb.set_label(value) + + tables = {"aggregate": aggregate, "matrix": mat.reset_index()} + if per_sample is not None: + tables["per_sample"] = per_sample + n_samples, dropped_sample_cells = _sample_counts( + store, + cell_key=cell_key, + sample_by=sample_by, + study_design=study_design, + ) + assays = _feature_assays(store, features, from_assay) + + from importlib.metadata import version + + try: + scarf_version = version("scarf") + except Exception: + scarf_version = "unknown" + + result = PlotResult( + figure=fig, + axes=axes, + tables=tables, + legends=(LegendSpec(kind="colorbar", label=value),), + scales=(color_scale,), + provenance=PlotProvenance( + scarf_version=scarf_version, + assay=next(iter(assays)) if len(assays) == 1 else None, + cell_key=cell_key, + n_cells=len(store.cells.active_index(cell_key)), + n_samples=n_samples, + renderer="matplotlib", + notes=("matrixplot", value), + extras={ + "group_by": list(group_keys), + "sample_by": ( + study_design.sample_by if study_design is not None else sample_by + ), + "expression_cutoff": expression_cutoff, + "dropped_sample_cells": dropped_sample_cells, + "normalization": { + "source": normalization.source, + "transform": normalization.transform, + }, + "assays": sorted(assays), + }, + ), + owns_figure=owns, + theme=theme, + ) + if show: + result.show() + return result diff --git a/scarf/readers.py b/scarf/readers.py index e1618c7f..6b50e1ff 100644 --- a/scarf/readers.py +++ b/scarf/readers.py @@ -12,12 +12,13 @@ import math import os from abc import ABC, abstractmethod -from typing import IO, Dict, Generator, List, Optional, Tuple, Union +from typing import IO, Any +from collections.abc import Generator import h5py import numpy as np import pandas as pd -import polars as pl +from numpy.typing import DTypeLike from scipy.sparse import coo_matrix from .utils import logger, tqdmbar @@ -50,15 +51,18 @@ def get_file_handle(fn: str) -> IO: raise FileNotFoundError("ERROR: FILE NOT FOUND: %s" % fn) -def read_file(fn: str): +def read_file(fn: str) -> Generator[str, None, None]: """Yields the lines from the file the given file name points to. Args: fn: The path to the file (file name). """ fh = get_file_handle(fn) - for line in fh: - yield line.rstrip() + try: + for line in fh: + yield line.rstrip() + finally: + fh.close() class CrReader(ABC): @@ -75,8 +79,8 @@ class CrReader(ABC): assayFeats: A DataFrame with information about the features in the assay. """ - def __init__(self, grp_names): - self.autoNames = { + def __init__(self, grp_names: dict[str, Any]) -> None: + self.autoNames: dict[str, str] = { "Gene Expression": "RNA", "Peaks": "ATAC", "Antibody Capture": "ADT", @@ -84,32 +88,42 @@ def __init__(self, grp_names): "ADT": "ADT", "HTO": "HTO", } - self.grpNames: Dict = grp_names + self.grpNames: dict[str, Any] = grp_names self.nFeatures: int = len(self.feature_names()) self.nCells: int = len(self.cell_names()) self.assayFeats = self._make_feat_table() self._auto_rename_assay_names() @abstractmethod - def _handle_version(self): + def _handle_version(self) -> dict[str, Any]: pass @abstractmethod - def _read_dataset(self, key: Optional[str] = None) -> List: + def _read_dataset(self, key: str | None = None) -> list[Any] | None: pass @abstractmethod - def consume(self, batch_size: int, lines_in_mem: int): - """Returns a generator that yield chunks of data.""" + def consume( + self, batch_size: int, lines_in_mem: int + ) -> Generator[coo_matrix, None, None]: + """Yield CSR matrix chunks of cell rows. + + Args: + batch_size: Number of cells per yielded chunk. + lines_in_mem: MTX lines buffered in memory (CrDirReader only). + + Yields: + scipy.sparse.coo_matrix chunks. + """ pass - def _subset_by_assay(self, v, assay) -> List: + def _subset_by_assay(self, v: list[Any], assay: str | None) -> list[Any]: if assay is None: return v elif assay not in self.assayFeats: raise ValueError(f"ERROR: Assay ID {assay} is not valid") if len(self.assayFeats[assay].shape) == 2: - ret_val = [] + ret_val: list[Any] = [] for i in self.assayFeats[assay].values[1:3].T: ret_val.extend(list(v[i[0] : i[1]])) return ret_val @@ -123,7 +137,7 @@ def _subset_by_assay(self, v, assay) -> List: def _make_feat_table(self) -> pd.DataFrame: s = self.feature_types() - span: List[Tuple] = [] + span: list[tuple] = [] last = s[0] last_n: int = 0 for n, i in enumerate(s[1:], 1): @@ -138,7 +152,7 @@ def _make_feat_table(self) -> pd.DataFrame: df["nFeatures"] = df.end - df.start return df.T - def _auto_rename_assay_names(self): + def _auto_rename_assay_names(self) -> None: new_names = [] for k, v in self.assayFeats.T["type"].to_dict().items(): if v in self.autoNames: @@ -147,7 +161,7 @@ def _auto_rename_assay_names(self): new_names.append(k) self.assayFeats.columns = new_names - def rename_assays(self, name_map: Dict[str, str]) -> None: + def rename_assays(self, name_map: dict[str, str]) -> None: """Renames specified assays in the Reader. Args: @@ -155,15 +169,18 @@ def rename_assays(self, name_map: Dict[str, str]) -> None: """ self.assayFeats.rename(columns=name_map, inplace=True) - def feature_ids(self, assay: str = None) -> List[str]: + def feature_ids(self, assay: str | None = None) -> list[str]: """Returns a list of feature IDs in a specified assay. Args: assay: Select which assay to retrieve feature IDs from. """ - return self._subset_by_assay(self._read_dataset("feature_ids"), assay) + vals = self._read_dataset("feature_ids") + if vals is None: + return [] + return self._subset_by_assay(vals, assay) - def feature_names(self, assay: str = None) -> List[str]: + def feature_names(self, assay: str | None = None) -> list[str]: """Returns a list of features in the dataset. Args: @@ -173,9 +190,11 @@ def feature_names(self, assay: str = None) -> List[str]: if vals is None: logger.warning("Feature names extraction failed using feature IDs") vals = self._read_dataset("feature_ids") + if vals is None: + return [] return self._subset_by_assay(vals, assay) - def feature_types(self) -> List[str]: + def feature_types(self) -> list[str]: """Returns a list of feature types in the dataset.""" if self.grpNames["feature_types"] is not None: ret_val = self._read_dataset("feature_types") @@ -184,9 +203,12 @@ def feature_types(self) -> List[str]: default_name = list(self.autoNames.keys())[0] return [default_name for _ in range(self.nFeatures)] - def cell_names(self) -> List[str]: + def cell_names(self) -> list[str]: """Returns a list of names of the cells in the dataset.""" - return self._read_dataset("cell_names") + vals = self._read_dataset("cell_names") + if vals is None: + return [] + return vals class CrH5Reader(CrReader): @@ -208,10 +230,15 @@ class CrH5Reader(CrReader): grp: Current active group in the hierarchy. """ - def __init__(self, h5_fn, is_filtered: bool = True, filtering_cutoff: int = 500): - self.h5obj = h5py.File(h5_fn, mode="r") - self.grp = None - self.validBarcodeIdx = None + def __init__( + self, + h5_fn: str, + is_filtered: bool = True, + filtering_cutoff: int = 500, + ) -> None: + self.h5obj: h5py.File = h5py.File(h5_fn, mode="r") + self.grp: h5py.Group + self.validBarcodeIdx: np.ndarray | None = None super().__init__(self._handle_version()) if is_filtered: self.validBarcodeIdx = np.array(range(self.nCells)) @@ -219,11 +246,11 @@ def __init__(self, h5_fn, is_filtered: bool = True, filtering_cutoff: int = 500) self.validBarcodeIdx = self._get_valid_barcodes(filtering_cutoff) self.nCells = len(self.validBarcodeIdx) - def _handle_version(self): + def _handle_version(self) -> dict[str, str | None]: root_key = list(self.h5obj.keys())[0] self.grp = self.h5obj[root_key] if root_key == "matrix": - grps = { + grps: dict[str, str | None] = { "feature_ids": "features/id", "feature_names": "features/name", "feature_types": "features/feature_type", @@ -261,10 +288,13 @@ def _get_valid_barcodes( assert len(indptr) == (s + len(idx)) return np.where(np.hstack(valid_idx))[0] - def _read_dataset(self, key: Optional[str] = None): - return [x.decode("UTF-8") for x in self.grp[self.grpNames[key]][:]] + def _read_dataset(self, key: str | None = None) -> list[str]: + if key is None: + raise ValueError("Dataset key must be provided") + grp_key = self.grpNames[key] + return [x.decode("UTF-8") for x in self.grp[grp_key][:]] - def cell_names(self) -> List[str]: + def cell_names(self) -> list[str]: """Returns a list of names of the cells in the dataset.""" vals = np.array(self._read_dataset("cell_names")) if self.validBarcodeIdx is not None: @@ -273,18 +303,34 @@ def cell_names(self) -> List[str]: # noinspection DuplicatedCode def consume( - self, batch_size: int, lines_in_mem: int = None + self, batch_size: int, lines_in_mem: int | None = None ) -> Generator[coo_matrix, None, None]: + """Yield CSR chunks from the Cell Ranger H5 matrix. + + Args: + batch_size: Number of cells per chunk. + lines_in_mem: Unused; kept for CrReader API compatibility. + """ + valid_idx = self.validBarcodeIdx + assert valid_idx is not None indptr = self.grp["indptr"][:] - for s in range(0, len(self.validBarcodeIdx), batch_size): - v_pos = self.validBarcodeIdx[s : s + batch_size] - idx = [np.arange(x, y) for x, y in zip(indptr[v_pos], indptr[v_pos + 1])] - cell_idx = np.repeat(np.arange(len(idx)), [len(x) for x in idx]) - idx = np.hstack(idx) - data = self.grp["data"][idx[0] : idx[-1] + 1] - data = data[idx - idx[0]] - indices = self.grp["indices"][idx[0] : idx[-1] + 1] - indices = indices[idx - idx[0]] + for s in range(0, len(valid_idx), batch_size): + v_pos = valid_idx[s : s + batch_size] + row_ranges = [ + np.arange(x, y) for x, y in zip(indptr[v_pos], indptr[v_pos + 1]) + ] + cell_idx = np.repeat( + np.arange(len(row_ranges)), [len(x) for x in row_ranges] + ) + idx = np.hstack(row_ranges) if row_ranges else np.array([], dtype=np.int64) + if idx.size == 0: + yield coo_matrix( + ([], ([], [])), + shape=(len(v_pos), self.nFeatures), + ) + continue + data = np.asarray(self.grp["data"][idx]) + indices = np.asarray(self.grp["indices"][idx]) yield coo_matrix( (data, (cell_idx, indices)), shape=(len(v_pos), self.nFeatures) ) @@ -313,17 +359,17 @@ class CrDirReader(CrReader): def __init__( self, - loc, + loc: str, mtx_separator: str = " ", index_offset: int = -1, is_filtered: bool = True, filtering_cutoff: int = 500, - ): + ) -> None: self.loc: str = loc.rstrip("/") + "/" - self.matFn = None + self.matFn: str self.sep = mtx_separator self.indexOffset = index_offset - self.validBarcodeIdx = None + self.validBarcodeIdx: np.ndarray | None = None super().__init__(self._handle_version()) if is_filtered: self.validBarcodeIdx = np.array(range(self.nCells)) @@ -332,12 +378,15 @@ def __init__( self.validBarcodeIdx = self._get_valid_barcodes(filtering_cutoff) self.nCells = len(self.validBarcodeIdx) - def _handle_version(self): + def _handle_version(self) -> dict[str, tuple[str, int] | None]: show_error = False + mat_fn: str | None = None + feat_fn: str | None = None + cell_fn: str | None = None if os.path.isfile(self.loc + "matrix.mtx.gz"): - self.matFn = self.loc + "matrix.mtx.gz" + mat_fn = self.loc + "matrix.mtx.gz" elif os.path.isfile(self.loc + "matrix.mtx"): - self.matFn = self.loc + "matrix.mtx" + mat_fn = self.loc + "matrix.mtx" else: show_error = True if os.path.isfile(self.loc + "features.tsv.gz"): @@ -362,14 +411,15 @@ def _handle_version(self): else: cell_fn = None show_error = True - if show_error: - raise IOError( + if show_error or mat_fn is None or feat_fn is None or cell_fn is None: + raise OSError( "ERROR: Couldn't find either of these expected combinations of files:\n" "\t- matrix.mtx, barcodes.tsv and genes.tsv\n" "\t- matrix.mtx.gz, barcodes.tsv.gz and features.tsv.gz\n" "Please make sure that you have not compressed or uncompressed the Cellranger output files " "manually" ) + self.matFn = mat_fn return { "feature_ids": (feat_fn, 0), "feature_names": (feat_fn, 1), @@ -377,16 +427,17 @@ def _handle_version(self): "cell_names": (cell_fn, 0), } - def _read_dataset(self, key: Optional[str] = None): + def _read_dataset(self, key: str | None = None) -> list[str] | None: + if key is None: + raise ValueError("Dataset key must be provided") + grp_entry = self.grpNames[key] try: vals = [ - x.split("\t")[self.grpNames[key][1]] - for x in read_file(self.loc + self.grpNames[key][0]) + x.split("\t")[grp_entry[1]] for x in read_file(self.loc + grp_entry[0]) ] except IndexError: logger.warning( - f"{key} extraction failed from {self.grpNames[key][0]} " - f"in column {self.grpNames[key][1]}", + f"{key} extraction failed from {grp_entry[0]} in column {grp_entry[1]}", flush=True, ) vals = None @@ -415,18 +466,19 @@ def read_header(self) -> pd.DataFrame: ) return header - def process_batch(self, dfs: List[pd.DataFrame], filtering_cutoff: int) -> np.array: + def process_batch( + self, dfs: list[pd.DataFrame], filtering_cutoff: int + ) -> np.ndarray: """Returns a list of valid barcodes after filtering out background barcodes for a given batch. Args: dfs: A Polar DataFrame containing a chunk of data from the MTX file. filtering_cutoff: The cutoff value for filtering out background barcodes """ - pl_dfs = [pl.DataFrame(df) for df in dfs] - pl_dfs = pl.concat(pl_dfs) - dfs_ = pl_dfs.group_by("barcode").agg(pl.sum("count")) - dfs_ = dfs_.filter(pl.col("count") > filtering_cutoff) - return np.sort(dfs_["barcode"]) + merged = pd.concat(dfs, ignore_index=True) + summed = merged.groupby("barcode")["count"].sum() + valid = summed[summed > filtering_cutoff].index.to_numpy() + return np.sort(valid) def _get_valid_barcodes( self, @@ -497,7 +549,7 @@ def _get_valid_barcodes( assert test_counter == header["nCounts"][0] return np.sort(np.unique(np.hstack(valid_idx))) - def to_sparse(self, a: np.ndarray, dtype) -> coo_matrix: + def to_sparse(self, a: np.ndarray, dtype: DTypeLike) -> coo_matrix: """Returns the input data as a sparse (COO) matrix. Args: @@ -517,22 +569,22 @@ def to_sparse(self, a: np.ndarray, dtype) -> coo_matrix: dtype=dtype, ) - def cell_names(self) -> List[str]: + def cell_names(self) -> list[str]: """Returns a list of names of the cells in the dataset.""" vals = np.array(self._read_dataset("cell_names")) if self.validBarcodeIdx is not None: vals = vals[(self.validBarcodeIdx + self.indexOffset)] return list(vals) - def rename_batches(self, collect: List[pd.DataFrame]) -> List: - collect = [pl.DataFrame(df) for df in collect] - df = pl.concat(collect) - barcodes = np.array(df["barcode"]) + def rename_batches(self, collect: list[pd.DataFrame]) -> np.ndarray: + df = pd.concat(collect, ignore_index=True) + barcodes = df["barcode"].to_numpy() count_hash = {} for i, x in enumerate(np.unique(barcodes)): count_hash[x] = i cell_idx = np.array([count_hash[x] for x in barcodes]) - df = df.with_columns([pl.Series("barcode", cell_idx)]) + df = df.copy() + df["barcode"] = cell_idx return np.array(df) # noinspection DuplicatedCode @@ -540,7 +592,7 @@ def consume( self, batch_size: int, lines_in_mem: int = int(1e5), - dtype=np.uint32, + dtype: DTypeLike = np.uint32, ) -> Generator[coo_matrix, None, None]: """Yields chunks of data from the MTX file. @@ -557,12 +609,12 @@ def consume( chunksize=lines_in_mem, names=["gene", "barcode", "count"], ) - unique_list = [] - collect = [] + unique_list: list[Any] = [] + collect: list[pd.DataFrame] = [] for chunk in matrixIO: chunk = chunk[chunk["barcode"].isin(self.validBarcodeIdx)] in_uniques = np.unique(chunk["barcode"].values) - unique_list.extend(in_uniques) + unique_list.extend(in_uniques.tolist()) unique_list = list(set(unique_list)) if len(unique_list) > batch_size: diff = batch_size - (len(unique_list) - len(in_uniques)) @@ -570,18 +622,17 @@ def consume( mask_neg = in_uniques[diff:] extra = chunk[chunk["barcode"].isin(mask_pos)] collect.append(extra) - collect = self.rename_batches(collect) - mtx = self.to_sparse(np.array(collect), dtype=dtype) + batch_arr = self.rename_batches(collect) + mtx = self.to_sparse(batch_arr, dtype=dtype) yield mtx left_out = chunk[chunk["barcode"].isin(mask_neg)] - collect = [] - unique_list = list(mask_neg) - collect.append(left_out) + collect = [left_out] + unique_list = mask_neg.tolist() else: collect.append(chunk) if len(collect) > 0: - collect = self.rename_batches(collect) - mtx = self.to_sparse(np.array(collect), dtype=dtype) + batch_arr = self.rename_batches(collect) + mtx = self.to_sparse(batch_arr, dtype=dtype) yield mtx @@ -629,21 +680,22 @@ def __init__( matrix_key: str = "X", obsm_attrs_key: str = "obsm", category_names_key: str = "__categories", - dtype: str = None, - ): - self.h5 = h5py.File(h5ad_fn, mode="r") + dtype: str | None = None, + ) -> None: + self.h5: h5py.File = h5py.File(h5ad_fn, mode="r") self.matrixKey = matrix_key self.cellAttrsKey, self.featureAttrsKey, self.obsmAttrsKey = ( cell_attrs_key, feature_attrs_key, obsm_attrs_key, ) - self.groupCodes = { + self.groupCodes: dict[str, int] = { self.cellAttrsKey: self._validate_group(self.cellAttrsKey), self.featureAttrsKey: self._validate_group(self.featureAttrsKey), self.obsmAttrsKey: self._validate_group(self.obsmAttrsKey), self.matrixKey: self._validate_group(self.matrixKey), } + self._validate_sparse_matrix() self.nCells, self.nFeatures = ( self._get_n(self.cellAttrsKey), self._get_n(self.featureAttrsKey), @@ -652,7 +704,38 @@ def __init__( self.featIdsKey = self._fix_name_key(self.featureAttrsKey, feature_ids_key) self.featNamesKey = feature_name_key self.catNamesKey = category_names_key - self.matrixDtype = self._get_matrix_dtype() if dtype is None else dtype + self.matrixDtype: Any = self._get_matrix_dtype() if dtype is None else dtype + + def _validate_sparse_matrix(self) -> None: + if self.groupCodes[self.matrixKey] != 2: + return + + group = self.h5[self.matrixKey] + if not isinstance(group, h5py.Group): + return + + required = {"data", "indices", "indptr"} + missing = required.difference(group.keys()) + if missing: + raise ValueError( + f"ERROR: Sparse matrix group `{self.matrixKey}` is missing: " + f"{', '.join(sorted(missing))}" + ) + + encoding = group.attrs.get("encoding-type") + if isinstance(encoding, bytes): + encoding = encoding.decode("utf-8") + if encoding is None: + logger.warning( + f"Sparse matrix group `{self.matrixKey}` has no `encoding-type`; " + "assuming legacy CSR encoding" + ) + return + if encoding != "csr_matrix": + raise ValueError( + f"ERROR: Sparse matrix encoding `{encoding}` is not supported. " + "H5adReader currently requires CSR encoding." + ) def _validate_group(self, group: str) -> int: if group not in self.h5: @@ -690,7 +773,7 @@ def _validate_group(self, group: str) -> int: ) return ret_val - def _get_matrix_dtype(self): + def _get_matrix_dtype(self) -> Any: if self.groupCodes[self.matrixKey] == 1: return self.h5[self.matrixKey].dtype elif self.groupCodes[self.matrixKey] == 2: @@ -725,18 +808,18 @@ def _fix_name_key(self, group: str, key: str) -> str: def _get_n(self, group: str) -> int: if self.groupCodes[group] == 0: if self._check_exists(self.matrixKey, "shape"): - return self.h5[self.matrixKey]["shape"][0] + return int(self.h5[self.matrixKey]["shape"][0]) else: raise KeyError( f"ERROR: `{group}` not found and `shape` key is missing in the {self.matrixKey} group. " f"Aborting read process." ) elif self.groupCodes[group] == 1: - return self.h5[group].shape[0] + return int(self.h5[group].shape[0]) else: for i in self.h5[group].keys(): if isinstance(self.h5[group][i], h5py.Dataset): - return self.h5[group][i].shape[0] + return int(self.h5[group][i].shape[0]) raise KeyError( f"ERROR: `{group}` key doesn't contain any child node of Dataset type." f"Aborting because unexpected H5ad format." @@ -746,9 +829,9 @@ def cell_ids(self) -> np.ndarray: """Returns a list of cell IDs.""" if self._check_exists(self.cellAttrsKey, self.cellIdsKey): if self.groupCodes[self.cellAttrsKey] == 1: - return self.h5[self.cellAttrsKey][self.cellIdsKey] + return np.asarray(self.h5[self.cellAttrsKey][self.cellIdsKey]) else: - return self.h5[self.cellAttrsKey][self.cellIdsKey][:] + return np.asarray(self.h5[self.cellAttrsKey][self.cellIdsKey][:]) logger.warning(f"Could not find cells ids key: {self.cellIdsKey} in `obs`.") return np.array([f"cell_{x}" for x in range(self.nCells)]) @@ -757,9 +840,9 @@ def feat_ids(self) -> np.ndarray: """Returns a list of feature IDs.""" if self._check_exists(self.featureAttrsKey, self.featIdsKey): if self.groupCodes[self.featureAttrsKey] == 1: - return self.h5[self.featureAttrsKey][self.featIdsKey] + return np.asarray(self.h5[self.featureAttrsKey][self.featIdsKey]) else: - return self.h5[self.featureAttrsKey][self.featIdsKey][:] + return np.asarray(self.h5[self.featureAttrsKey][self.featIdsKey][:]) logger.warning( f"Could not find feature ids key: {self.featIdsKey} in {self.featureAttrsKey}." ) @@ -779,7 +862,7 @@ def feat_names(self) -> np.ndarray: return self.feat_ids() def _replace_category_values( - self, v: Union[np.ndarray, h5py.Group, h5py.Dataset], key: str, group: str + self, v: np.ndarray | h5py.Group | h5py.Dataset, key: str, group: str ) -> np.ndarray: # check if v is a Group with codes + categories structure if isinstance(v, h5py.Group): @@ -793,13 +876,15 @@ def _replace_category_values( return np.array([f"feature_{x}" for x in range(len(codes))]) else: # It's a Group but doesn't have the expected structure, try to read it as dataset - logger.warning(f"{key} is a Group but missing 'codes' or 'categories', attempting to extract data") - return v[:] - + logger.warning( + f"{key} is a Group but missing 'codes' or 'categories', attempting to extract data" + ) + return np.asarray(v[:]) + # if v is a Dataset if isinstance(v, h5py.Dataset): v = v[:] - + if self.catNamesKey is not None: if self._check_exists(group, self.catNamesKey): cat_g = self.h5[group][self.catNamesKey] @@ -817,11 +902,11 @@ def _replace_category_values( return np.array([c[x] for x in v]) except (IndexError, TypeError): return v - return v + return np.asarray(v) def _get_col_data( - self, group: str, ignore_keys: List[str] - ) -> Generator[Tuple[str, np.ndarray], None, None]: + self, group: str, ignore_keys: list[str] + ) -> Generator[tuple[str, np.ndarray], None, None]: if self.groupCodes[group] == 1: for i in tqdmbar( self.h5[group].dtype.names, @@ -844,7 +929,7 @@ def _get_col_data( def _get_obsm_data( self, group: str - ) -> Generator[Tuple[str, np.ndarray], None, None]: + ) -> Generator[tuple[str, np.ndarray], None, None]: if self.groupCodes[group] == 2: for i in tqdmbar( self.h5[group].keys(), desc=f"Reading attributes from group {group}" @@ -858,20 +943,20 @@ def _get_obsm_data( continue if isinstance(g, h5py.Dataset): for j in range(g.shape[1]): - yield f"{i}{j+1}", g[:, j] + yield f"{i}{j + 1}", g[:, j] else: logger.warning( f"Reading of obsm failed because it either does not exist or is not in expected format" # noqa: F541 ) - def get_cell_columns(self) -> Generator[Tuple[str, np.ndarray], None, None]: + def get_cell_columns(self) -> Generator[tuple[str, np.ndarray], None, None]: """Creates a Generator that yields the cell columns.""" for i, j in self._get_col_data(self.cellAttrsKey, [self.cellIdsKey]): yield i, j for i, j in self._get_obsm_data(self.obsmAttrsKey): yield i, j - def get_feat_columns(self) -> Generator[Tuple[str, np.ndarray], None, None]: + def get_feat_columns(self) -> Generator[tuple[str, np.ndarray], None, None]: """Creates a Generator that yields the feature columns.""" for i, j in self._get_col_data( self.featureAttrsKey, [self.featIdsKey, self.featNamesKey] @@ -893,30 +978,38 @@ def consume_dataset( def consume_group(self, batch_size: int) -> Generator[coo_matrix, None, None]: """Returns a generator that yield chunks of data.""" + if batch_size <= 0: + raise ValueError("batch_size must be positive") + grp = self.h5[self.matrixKey] - s = 0 - for ind_n in range(0, self.nCells, batch_size): - i = grp["indptr"][ind_n : ind_n + batch_size] - e = i[-1] - if s != 0: - idx = np.array([s] + list(i)) - idx = idx - idx[0] - else: - idx = np.array(i) - n = idx.shape[0] - 1 - nidx = np.repeat(range(n), np.diff(idx).astype("int32")) + for row_start in range(0, self.nCells, batch_size): + row_end = min(row_start + batch_size, self.nCells) + indptr = np.asarray(grp["indptr"][row_start : row_end + 1]) + data_start = int(indptr[0]) + data_end = int(indptr[-1]) + local_indptr = indptr - data_start + n_rows = row_end - row_start + row_indices = np.repeat( + np.arange(n_rows), + np.diff(local_indptr), + ) yield coo_matrix( - (grp["data"][s:e], (nidx, grp["indices"][s:e])), - shape=(n, self.nFeatures), + ( + grp["data"][data_start:data_end], + (row_indices, grp["indices"][data_start:data_end]), + ), + shape=(n_rows, self.nFeatures), ) - s = e - def consume(self, batch_size: int): + def consume(self, batch_size: int) -> Generator[coo_matrix, None, None]: """Returns a generator that yield chunks of data.""" if self.groupCodes[self.matrixKey] == 1: return self.consume_dataset(batch_size) elif self.groupCodes[self.matrixKey] == 2: return self.consume_group(batch_size) + raise ValueError( + f"ERROR: {self.matrixKey} is neither Dataset or Group type. Will not consume data" + ) class NaboH5Reader: @@ -931,8 +1024,8 @@ class NaboH5Reader: nFeatures: Number of features in dataset. """ - def __init__(self, h5_fn: str): - self.h5 = h5py.File(h5_fn, mode="r") + def __init__(self, h5_fn: str) -> None: + self.h5: h5py.File = h5py.File(h5_fn, mode="r") self._check_integrity() self.nCells = self.h5["names"]["cells"].shape[0] self.nFeatures = self.h5["names"]["genes"].shape[0] @@ -943,7 +1036,7 @@ def _check_integrity(self) -> bool: raise KeyError(f"ERROR: Expected group: {i} is missing in the H5 file") return True - def cell_ids(self) -> List[str]: + def cell_ids(self) -> list[str]: """Returns a list of cell IDs.""" return [x.decode("UTF-8") for x in self.h5["names"]["cells"][:]] @@ -951,7 +1044,7 @@ def feat_ids(self) -> np.ndarray: """Returns a list of feature IDs.""" return np.array([f"feature_{x}" for x in range(self.nFeatures)]) - def feat_names(self) -> List[str]: + def feat_names(self) -> list[str]: """Returns a list of feature names.""" return [ x.decode("UTF-8").rsplit("_", 1)[0] for x in self.h5["names"]["genes"][:] @@ -1009,14 +1102,14 @@ def __init__( self, loom_fn: str, matrix_key: str = "matrix", - cell_attrs_key="col_attrs", + cell_attrs_key: str = "col_attrs", cell_names_key: str = "obs_names", feature_attrs_key: str = "row_attrs", feature_names_key: str = "var_names", - feature_ids_key: str = None, - dtype: str = None, + feature_ids_key: str | None = None, + dtype: str | None = None, ) -> None: - self.h5 = h5py.File(loom_fn, mode="r") + self.h5: h5py.File = h5py.File(loom_fn, mode="r") self.matrixKey = matrix_key self.cellAttrsKey, self.featureAttrsKey = cell_attrs_key, feature_attrs_key self.cellNamesKey, self.featureNamesKey = cell_names_key, feature_names_key @@ -1040,7 +1133,7 @@ def _check_integrity(self) -> bool: ) return True - def cell_names(self) -> List[str]: + def cell_names(self) -> list[str]: """Returns a list of names of the cells in the dataset.""" if self.cellAttrsKey not in self.h5: pass @@ -1049,19 +1142,26 @@ def cell_names(self) -> List[str]: f"Cell names/ids key ({self.cellNamesKey}) is missing in attributes" ) else: - return self.h5[self.cellAttrsKey][self.cellNamesKey][:] + return list(self.h5[self.cellAttrsKey][self.cellNamesKey][:]) return [f"cell_{x}" for x in range(self.nCells)] - def cell_ids(self) -> List[str]: + def cell_ids(self) -> list[str]: """Returns a list of cell IDs.""" return self.cell_names() def _stream_attrs( - self, key, ignore - ) -> Generator[Tuple[str, np.ndarray], None, None]: + self, key: str, ignore: str | list[str] | None + ) -> Generator[tuple[str, np.ndarray], None, None]: + ignored: set[str] + if isinstance(ignore, str): + ignored = {ignore} + elif ignore is None: + ignored = set() + else: + ignored = {name for name in ignore if name is not None} if key in self.h5: for i in tqdmbar(self.h5[key].keys(), desc=f"Reading {key} attributes"): - if i in [ignore]: + if i in ignored: continue vals = self.h5[key][i][:] if vals.dtype.names is None: @@ -1071,11 +1171,11 @@ def _stream_attrs( for j in vals.dtype.names: yield i + "_" + str(j), vals[j] - def get_cell_attrs(self) -> Generator[Tuple[str, np.ndarray], None, None]: + def get_cell_attrs(self) -> Generator[tuple[str, np.ndarray], None, None]: """Returns a Generator that yields the cells' attributes.""" return self._stream_attrs(self.cellAttrsKey, [self.cellNamesKey]) - def feature_names(self) -> List[str]: + def feature_names(self) -> list[str]: """Returns a list of feature names.""" if self.featureAttrsKey not in self.h5: pass @@ -1084,10 +1184,10 @@ def feature_names(self) -> List[str]: f"Feature names key ({self.featureNamesKey}) is missing in attributes" ) else: - return self.h5[self.featureAttrsKey][self.featureNamesKey][:] + return list(self.h5[self.featureAttrsKey][self.featureNamesKey][:]) return [f"feature_{x}" for x in range(self.nFeatures)] - def feature_ids(self) -> List[str]: + def feature_ids(self) -> list[str]: """Returns a list of feature IDs.""" if self.featureAttrsKey not in self.h5: pass @@ -1098,14 +1198,15 @@ def feature_ids(self) -> List[str]: f"Feature names key ({self.featureIdsKey}) is missing in attributes" ) else: - return self.h5[self.featureAttrsKey][self.featureIdsKey][:] + return list(self.h5[self.featureAttrsKey][self.featureIdsKey][:]) return [f"feature_{x}" for x in range(self.nFeatures)] - def get_feature_attrs(self) -> Generator[Tuple[str, np.ndarray], None, None]: + def get_feature_attrs(self) -> Generator[tuple[str, np.ndarray], None, None]: """Returns a Generator that yields the features' attributes.""" - return self._stream_attrs( - self.featureAttrsKey, [self.featureIdsKey, self.featureNamesKey] - ) + ignore_keys = [ + key for key in (self.featureIdsKey, self.featureNamesKey) if key is not None + ] + return self._stream_attrs(self.featureAttrsKey, ignore_keys) def consume(self, batch_size: int = 1000) -> Generator[np.ndarray, None, None]: """Returns a generator that yield chunks of data.""" @@ -1146,15 +1247,15 @@ def __init__( self, csv_fn: str, has_header: bool = True, - id_column: Optional[int] = None, + id_column: int | None = None, rows_are_cells: bool = True, sep: str = ",", skip_rows: int = 0, - skip_cols: Optional[List[str]] = None, - cell_data_cols: Optional[List[str]] = None, - batch_size=10000, - pandas_kwargs: Optional[dict] = None, - ): + skip_cols: list[str] | None = None, + cell_data_cols: list[str] | None = None, + batch_size: int = 10000, + pandas_kwargs: dict[str, Any] | None = None, + ) -> None: self._fn = csv_fn if rows_are_cells is False: raise NotImplementedError( @@ -1165,13 +1266,14 @@ def __init__( else: if not isinstance(pandas_kwargs, dict): logger.error("") + header_row: int | None if has_header is False: - has_header = None + header_row = None else: - has_header = 0 - self.pandas_kwargs = pandas_kwargs + header_row = 0 + self.pandas_kwargs: dict[str, Any] = pandas_kwargs self.pandas_kwargs["sep"] = sep - self.pandas_kwargs["header"] = has_header + self.pandas_kwargs["header"] = header_row self.pandas_kwargs["skiprows"] = skip_rows self.pandas_kwargs["chunksize"] = batch_size self.pandas_kwargs["index_col"] = id_column @@ -1194,36 +1296,37 @@ def __init__( self.cellDataIdx, ) = self._consistency_check() - def _get_streamer(self) -> Generator: - return pd.read_csv(self._fn, **self.pandas_kwargs) + def _get_streamer(self) -> Generator[pd.DataFrame, None, None]: + reader = pd.read_csv(self._fn, **self.pandas_kwargs) + yield from reader def _consistency_check( self, - ) -> Tuple[ + ) -> tuple[ int, int, - Optional[np.ndarray], - Optional[np.ndarray], - Optional[List[int]], - Optional[List[np.dtype]], - Optional[List[int]], + np.ndarray | None, + np.ndarray | None, + list[int] | None, + list[np.dtype] | None, + list[int] | None, ]: stream = self._get_streamer() n_cells = 0 n_features = 0 - feature_ids = None - cell_data_dtypes = None - cell_data_idx = None - if self.pandas_kwargs["index_col"] is None: - cell_ids = None - else: - cell_ids = [] + feature_ids: np.ndarray | None = None + cell_data_dtypes: list[np.dtype] | None = None + cell_data_idx: list[int] | None = None + cell_ids: np.ndarray | None = None + collected_cell_ids: list[Any] | None = None + if self.pandas_kwargs["index_col"] is not None: + collected_cell_ids = [] for df in tqdmbar(stream, desc="Performing CSV file consistency check"): n_cells += df.shape[0] if n_features == 0: n_features = df.shape[1] if self.pandas_kwargs["header"] is not None: - feature_ids = df.columns.values + feature_ids = np.asarray(df.columns.values) if len(feature_ids) != n_features: raise ValueError( "Header length not same as number of features. This can happen if you did not" @@ -1242,9 +1345,9 @@ def _consistency_check( "Number of columns changed in the CSV during consistency check." " Maybe a problem with the delimiter." ) - if cell_ids is not None: - cell_ids = np.ndarray(cell_ids) - keep_cols = None + if collected_cell_ids is not None: + cell_ids = np.asarray(collected_cell_ids) + keep_cols: list[int] | None = None if feature_ids is not None: skip_names = list(set(self.skipCols).union(self.cellDataCols)) if len(skip_names) > 0: @@ -1263,7 +1366,7 @@ def _consistency_check( cell_data_idx, ) - def _n_features(self): + def _n_features(self) -> np.ndarray: return np.array([f"feature_{x}" for x in range(self.nFeatures)]) def cell_ids(self) -> np.ndarray: @@ -1280,7 +1383,7 @@ def feature_ids(self) -> np.ndarray: else: return self.featureIds - def consume(self) -> Generator[Tuple[np.ndarray, Optional[np.ndarray]], None, None]: + def consume(self) -> Generator[tuple[np.ndarray, np.ndarray | None], None, None]: """Returns a generator that yield chunks of data.""" stream = self._get_streamer() if self.keepCols is None: diff --git a/scarf/tests/test_plotting.py b/scarf/storage/__init__.py similarity index 100% rename from scarf/tests/test_plotting.py rename to scarf/storage/__init__.py diff --git a/scarf/storage/budget.py b/scarf/storage/budget.py new file mode 100644 index 00000000..8521d654 --- /dev/null +++ b/scarf/storage/budget.py @@ -0,0 +1,245 @@ +"""Process-wide resource budget for predictable memory use. + +A single :class:`ResourceBudget` (total memory bytes, worker count, working +copies) is the source of truth. Write-time chunk and shard geometry is derived +from ``memoryBytes // workingCopies``; ``workers`` sets read concurrency and +async IO parallelism. Once files are written, reads follow the on-disk chunk +and shard geometry with no additional memory heuristics. +""" + +import os +from dataclasses import dataclass + +_DEFAULT_WORKING_COPIES = 8 +_FALLBACK_MEMORY_BYTES = 8 * 1024 * 1024 * 1024 +_SUFFIXES = {"K": 1024, "M": 1024**2, "G": 1024**3, "T": 1024**4} +_MIN_RAW_BYTES = 1024 * 1024 + + +@dataclass(frozen=True) +class ResourceBudget: + """Memory and worker budget for write-time geometry and read concurrency.""" + + memoryBytes: int + workers: int + workingCopies: int = _DEFAULT_WORKING_COPIES + + +def detect_total_memory_bytes() -> int: + """Best-effort total physical system memory in bytes. + + Uses total (installed) memory rather than currently free memory so the + derived write-time geometry is a property of the machine, not of transient + load at the moment the process happens to run. + """ + try: + with open("/proc/meminfo") as handle: + for line in handle: + if line.startswith("MemTotal:"): + return int(line.split()[1]) * 1024 + except OSError: + pass + try: + page_size = os.sysconf("SC_PAGE_SIZE") + total_pages = os.sysconf("SC_PHYS_PAGES") + if page_size > 0 and total_pages > 0: + return int(page_size) * int(total_pages) + except (ValueError, OSError, AttributeError): + pass + return _FALLBACK_MEMORY_BYTES + + +def detect_workers() -> int: + return max(1, os.cpu_count() or 1) + + +def _parse_memory_spec(spec: str | int | float) -> int: + guidance = ( + "Use raw bytes, a suffixed size like '8G'/'512M', " + "or a fraction strictly between 0 and 1 like '0.6'." + ) + if isinstance(spec, bool): + raise ValueError(f"Invalid memory spec: {spec!r}. {guidance}") + if isinstance(spec, int): + if spec <= 0: + raise ValueError(f"Memory budget must be positive, got {spec!r}.") + return spec + + text = str(spec).strip() + if not text: + raise ValueError("Empty memory spec. " + guidance) + suffix = text[-1].upper() + if suffix in _SUFFIXES: + try: + value = float(text[:-1]) + except ValueError as exc: + raise ValueError(f"Invalid memory spec: {spec!r}. {guidance}") from exc + if value <= 0: + raise ValueError(f"Memory budget must be positive, got {spec!r}.") + return max(1, int(value * _SUFFIXES[suffix])) + + try: + number = float(text) + except ValueError as exc: + raise ValueError(f"Invalid memory spec: {spec!r}. {guidance}") from exc + if number <= 0: + raise ValueError(f"Memory budget must be positive, got {spec!r}.") + if number < 1: + return max(1, int(number * detect_total_memory_bytes())) + if number < _MIN_RAW_BYTES: + raise ValueError( + f"Ambiguous memory spec {spec!r}: a bare number >= 1 is read as bytes, " + f"which is implausibly small. {guidance}" + ) + return int(number) + + +def _resolve_working_copies(working_copies: int | None = None) -> int: + if working_copies is not None: + copies = int(working_copies) + if copies <= 0: + raise ValueError(f"workingCopies must be positive, got {copies!r}.") + return copies + env = os.environ.get("SCARF_WORKING_COPIES") + if env: + try: + copies = int(env) + except ValueError as exc: + raise ValueError( + f"Invalid SCARF_WORKING_COPIES={env!r}; expected an integer." + ) from exc + if copies <= 0: + raise ValueError(f"SCARF_WORKING_COPIES must be positive, got {copies!r}.") + return copies + return _DEFAULT_WORKING_COPIES + + +def resolve_budget( + memory: int | str | None = None, + workers: int | None = None, + *, + working_copies: int | None = None, +) -> ResourceBudget: + """Build a :class:`ResourceBudget`, auto-detecting unset fields.""" + if memory is None: + env_mem = os.environ.get("SCARF_MEM_BUDGET") + if env_mem: + memory_bytes = _parse_memory_spec(env_mem) + else: + memory_bytes = detect_total_memory_bytes() + else: + memory_bytes = _parse_memory_spec(memory) + + if workers is None: + env_workers = os.environ.get("SCARF_WORKERS") + if env_workers: + try: + worker_count = int(env_workers) + except ValueError as exc: + raise ValueError( + f"Invalid SCARF_WORKERS={env_workers!r}; expected an integer." + ) from exc + else: + worker_count = detect_workers() + else: + worker_count = int(workers) + + return ResourceBudget( + memoryBytes=max(1, memory_bytes), + workers=max(1, worker_count), + workingCopies=_resolve_working_copies(working_copies), + ) + + +_activeBudget: ResourceBudget | None = None +_cachedDefault: ResourceBudget | None = None + + +def set_resource_budget(budget: ResourceBudget | None) -> None: + """Install the process-wide active budget (None resets to auto).""" + global _activeBudget, _cachedDefault + _activeBudget = budget + _cachedDefault = None + + +def get_resource_budget() -> ResourceBudget: + """Return the active budget, lazily resolving (and caching) a default.""" + global _cachedDefault + if _activeBudget is not None: + return _activeBudget + if _cachedDefault is None: + _cachedDefault = resolve_budget() + return _cachedDefault + + +def worker_prefetch_depth( + requested: int | None = None, + budget: ResourceBudget | None = None, +) -> int: + """Read-ahead depth for parallel block reads, capped by ``READ_AHEAD``. + + Matches the shard read-ahead model: at most ``READ_AHEAD`` blocks are kept in + flight so IO overlaps compute without inflating peak memory. A consumer may + ``request`` a smaller depth; ``READ_AHEAD`` (bounded by ``workingCopies``) is + the ceiling. + """ + budget = budget or get_resource_budget() + ceiling = max(1, min(READ_AHEAD, budget.workingCopies)) + if requested is None: + return ceiling + return max(1, min(int(requested), ceiling)) + + +# Shards are processed in order with this shallow read-ahead so the next band +# downloads while the current one is being processed. A deeper queue only +# inflates peak memory (more resident bands) without improving throughput, since +# the whole worker budget is already spent parallelising IO and compute *within* +# each shard. +READ_AHEAD = 2 + + +@dataclass(frozen=True) +class ShardPlan: + """How to run a shard-parallel op. + + Shards are processed in order with a shallow read-ahead: up to ``readAhead`` + bands may be in flight so IO overlaps compute. The worker budget is spent on + ``ioConcurrency`` for Zarr's ``async.concurrency`` (parallel inner-chunk IO + within a shard); ``withinBlockThreads`` stays at 1 so BLAS/OpenMP reductions + stay single-threaded and bit-identical regardless of the worker count. Peak + resident bands is bounded by ``readAhead`` (kept at or below + ``workingCopies``), so memory stays within the budget the geometry was sized + against. + """ + + readAhead: int + ioConcurrency: int + withinBlockThreads: int + + +def shard_parallelism( + workers: int | None = None, + n_shards: int | None = None, + *, + budget: ResourceBudget | None = None, +) -> ShardPlan: + """Derive a :class:`ShardPlan` from the resource budget. + + Spends the worker budget on parallel inner-chunk IO within a shard and + pipelines a shallow ``READ_AHEAD`` of shards so the next band downloads while + the current one is processed. BLAS threads are pinned to one so results stay + bit-identical across worker counts (extra BLAS threads were benchmarked to + add little). Read-ahead is bounded by ``workingCopies`` and the shard count + so peak resident memory stays within budget. + """ + budget = budget or get_resource_budget() + workers = budget.workers if workers is None else max(1, int(workers)) + caps = [READ_AHEAD, max(1, budget.workingCopies)] + if n_shards is not None: + caps.append(max(1, int(n_shards))) + read_ahead = max(1, min(caps)) + return ShardPlan( + readAhead=read_ahead, + ioConcurrency=workers, + withinBlockThreads=1, + ) diff --git a/scarf/storage/zarr_store.py b/scarf/storage/zarr_store.py new file mode 100644 index 00000000..bf577d41 --- /dev/null +++ b/scarf/storage/zarr_store.py @@ -0,0 +1,975 @@ +import math +import os +from collections.abc import Callable, Iterator +from dataclasses import dataclass +from typing import Any, Literal + +import numpy as np +import zarr +from zarr.abc.store import Store +from zarr.codecs import BloscCodec, ZstdCodec + +from .._types import ZarrMode, as_zarr_array, as_zarr_group, array_metadata_shards +from .budget import ResourceBudget, get_resource_budget + +StorageProfile = Literal["fast_local", "cloud"] + +type ZarrLocation = str | Store + +PROFILE_METADATA_CHUNK = 100_000 +# numcodecs compression codecs reject buffers larger than a signed 32-bit byte count. +_CODEC_MAX_BYTES = 2_147_483_647 +DEFAULT_CLOUD_TARGET_CHUNK_BYTES = 128 * 1024 * 1024 +DEFAULT_MIN_FEATURE_CHUNK = 500 +DEFAULT_MAX_FEATURE_CHUNK = 10_000 + + +def _ceil_pad(n: int, chunk: int) -> int: + chunk = max(1, int(chunk)) + n = max(1, int(n)) + return math.ceil(n / chunk) * chunk + + +def _fit_shard_to_byte_limit( + row_shard: int, + feature_chunk: int, + shard_cols: int, + n_features: int, + *, + itemsize: int, + max_bytes: int, +) -> tuple[int, int, int]: + """Shrink shard geometry so ``row_shard * shard_cols * itemsize <= max_bytes``.""" + + def shard_bytes(rs: int, sc: int) -> int: + return rs * sc * itemsize + + while shard_bytes(row_shard, shard_cols) > max_bytes: + if row_shard > 1: + row_shard = max(1, max_bytes // (shard_cols * itemsize)) + while row_shard > 1 and shard_bytes(row_shard, shard_cols) > max_bytes: + row_shard -= 1 + elif shard_cols > feature_chunk: + shard_cols = max( + feature_chunk, + (max_bytes // (row_shard * itemsize) // feature_chunk) * feature_chunk, + ) + if shard_bytes(row_shard, shard_cols) > max_bytes: + shard_cols = max(feature_chunk, shard_cols - feature_chunk) + elif feature_chunk > 1: + feature_chunk = max(1, max_bytes // (row_shard * itemsize)) + shard_cols = _ceil_pad(n_features, feature_chunk) + if shard_bytes(row_shard, shard_cols) > max_bytes: + shard_cols = max( + feature_chunk, + (max_bytes // (row_shard * itemsize) // feature_chunk) + * feature_chunk, + ) + else: + feature_chunk = max(1, max_bytes // itemsize) + shard_cols = feature_chunk + row_shard = 1 + break + return row_shard, feature_chunk, shard_cols + + +def matrix_layout( + n_cells: int, + n_features: int, + *, + budget: ResourceBudget | None = None, + itemsize: int = 4, + width: int | None = None, + targetChunkBytes: int | None = None, + minFeatureChunk: int = 1, + maxFeatureChunk: int | None = None, +) -> tuple[tuple[int, int], tuple[int, int] | None]: + """Return ``(chunks, shards)`` from the memory-first layout rule. + + Geometry is driven by ``memoryBytes // workingCopies`` so a single chunk + (or shard) band is a budget-sized read unit, capped at the codec's maximum + input buffer size. When ``width`` is set (normalized/derived), returns plain + chunks ``(rowShard, width)`` and ``shards=None``. Otherwise returns + count-matrix geometry with ceil-padded feature shards. + + When ``targetChunkBytes`` is set, feature-chunk width is chosen so + ``row_shard * feature_chunk * itemsize`` stays near that target, then + clamped to ``[minFeatureChunk, maxFeatureChunk]``. + """ + budget = budget or get_resource_budget() + n_cells = max(int(n_cells), 1) + n_features = max(int(n_features), 1) + itemsize = max(1, int(itemsize)) + work = budget.memoryBytes // max(1, budget.workingCopies) + + if width is not None: + w = max(1, int(width)) + row_bytes = w * itemsize + if row_bytes > _CODEC_MAX_BYTES: + raise ValueError( + f"One full-width row requires {row_bytes} bytes, exceeding " + f"the codec limit of {_CODEC_MAX_BYTES} bytes" + ) + max_chunk_bytes = min(work, _CODEC_MAX_BYTES) + row_shard = max(1, min(n_cells, max_chunk_bytes // row_bytes)) + chunks = (row_shard, w) + return chunks, None + + row_shard = max(1, min(n_cells, work // (n_features * itemsize))) + feature_chunk = max(1, min(n_features, work // (n_cells * itemsize))) + if targetChunkBytes is not None: + target = max(itemsize, int(targetChunkBytes)) + feature_chunk = max(1, target // (row_shard * itemsize)) + feature_chunk = min(n_features, feature_chunk) + lo = max(1, int(minFeatureChunk)) + hi = n_features if maxFeatureChunk is None else max(1, int(maxFeatureChunk)) + if lo > hi: + lo, hi = hi, lo + feature_chunk = max(lo, min(hi, feature_chunk)) + feature_chunk = min(n_features, feature_chunk) + shard_cols = _ceil_pad(n_features, feature_chunk) + max_shard_bytes = min(work, _CODEC_MAX_BYTES) + row_shard, feature_chunk, shard_cols = _fit_shard_to_byte_limit( + row_shard, + feature_chunk, + shard_cols, + n_features, + itemsize=itemsize, + max_bytes=max_shard_bytes, + ) + chunks = (row_shard, feature_chunk) + shards = (row_shard, shard_cols) + return chunks, shards + + +@dataclass +class ZarrArraySpec: + """Specification for creating a numeric Zarr array.""" + + shape: tuple[int, ...] + chunks: tuple[int, ...] + dtype: Any + shards: tuple[int, ...] | None = None + zarrFormat: int = 3 + compressors: list | None = None + fillValue: Any | None = None + overwrite: bool = True + + +def get_compressors( + profile: StorageProfile = "fast_local", zarrFormat: int = 3 +) -> list: + """Return codec list for the given storage profile and Zarr format.""" + if zarrFormat == 2: + from numcodecs import Blosc + + return [Blosc(cname="lz4", clevel=5, shuffle=Blosc.BITSHUFFLE)] + if profile == "cloud": + return [ZstdCodec(level=3)] + return [BloscCodec(cname="lz4", clevel=5, shuffle="bitshuffle")] + + +def _group_zarr_format(group: zarr.Group) -> int: + metadata = getattr(group, "metadata", None) + if metadata is not None and getattr(metadata, "zarr_format", None) is not None: + return int(metadata.zarr_format) + return 3 + + +def zarr_group_root(group: zarr.Group, mode: ZarrMode = "r+") -> zarr.Group: + """Open the root Zarr group sharing the same store as ``group``.""" + return zarr.open_group(store=group.store, mode=mode) + + +def zarr_root_path(group: zarr.Group) -> str | None: + """Return filesystem path for a Zarr group, if available.""" + store = group.store + root = getattr(store, "root", None) + if root is not None: + return str(root) + storePath = getattr(group, "store_path", None) + if storePath and str(storePath).startswith("file://"): + return str(storePath)[7:] + return None + + +def normalize_chunks( + chunks: tuple[int, ...] | int, shape: tuple[int, ...] +) -> tuple[int, ...]: + """Map chunk specification to a valid per-dimension chunk tuple for ``shape``.""" + if isinstance(chunks, int): + chunks = (chunks,) + if len(chunks) == len(shape): + return tuple(min(chunk, dim) for chunk, dim in zip(chunks, shape)) + if len(chunks) == 1 and len(shape) > 1: + return (min(chunks[0], shape[0]),) + tuple(shape[1:]) + if len(chunks) == 1: + return (min(chunks[0], shape[0]),) + raise ValueError( + f"Cannot map chunks {chunks} to array shape {shape}. " + "Provide one chunk size per dimension." + ) + + +_activeProfile: StorageProfile | None = None + + +def set_storage_profile(profile: StorageProfile | None) -> None: + """Override the active Zarr storage profile for this process.""" + global _activeProfile + _activeProfile = profile + + +def get_storage_profile() -> StorageProfile: + """Return active profile from override or ``SCARF_ZARR_PROFILE`` env var.""" + if _activeProfile is not None: + return _activeProfile + envProfile = os.environ.get("SCARF_ZARR_PROFILE", "fast_local") + if envProfile == "cloud": + return "cloud" + if envProfile == "fast_local": + return "fast_local" + return "fast_local" + + +def configure_zarr_io_for_profile() -> None: + """Set zarr async IO parallelism to the budget's worker count.""" + budget = get_resource_budget() + zarr.config.set({"async.concurrency": max(1, budget.workers)}) + + +def count_array_spec( + nCells: int, + nFeats: int, + dtype: Any = "uint32", + profile: StorageProfile | None = None, + *, + remote: bool | None = None, + budget: ResourceBudget | None = None, + targetChunkBytes: int | None = None, + minFeatureChunk: int | None = None, + maxFeatureChunk: int | None = None, +) -> ZarrArraySpec: + """Build array spec for assay count matrices.""" + profile = profile or get_storage_profile() + budget = budget or get_resource_budget() + if remote is None: + remote = profile == "cloud" + itemsize = int(np.dtype(dtype).itemsize) + + layout_kwargs: dict[str, Any] = {} + resolved_target = targetChunkBytes + if resolved_target is None and remote: + resolved_target = DEFAULT_CLOUD_TARGET_CHUNK_BYTES + if resolved_target is not None: + layout_kwargs["targetChunkBytes"] = resolved_target + layout_kwargs["minFeatureChunk"] = ( + DEFAULT_MIN_FEATURE_CHUNK if minFeatureChunk is None else minFeatureChunk + ) + layout_kwargs["maxFeatureChunk"] = ( + DEFAULT_MAX_FEATURE_CHUNK if maxFeatureChunk is None else maxFeatureChunk + ) + + chunks, shards_raw = matrix_layout( + nCells, + nFeats, + budget=budget, + itemsize=itemsize, + **layout_kwargs, + ) + assert shards_raw is not None + # shards_raw's feature dimension is deliberately ceil-padded to a multiple + # of chunks[1] (see matrix_layout); clipping it down to nFeats here would + # make the shard size no longer divisible by the chunk size, which Zarr + # v3 rejects. matrix_layout already bounds both chunk dims by (nCells, + # nFeats) and the row shard dim by nCells, so no further clipping needed. + shards = shards_raw + + return ZarrArraySpec( + shape=(nCells, nFeats), + chunks=chunks, + shards=shards, + dtype=dtype, + compressors=get_compressors("cloud" if remote else profile), + fillValue=0, + ) + + +def metadata_array_spec( + length: int, + dtype: Any, + profile: StorageProfile | None = None, +) -> ZarrArraySpec: + """Build array spec for 1D metadata columns.""" + chunkSize = min(PROFILE_METADATA_CHUNK, max(length, 1)) + return ZarrArraySpec( + shape=(length,), + chunks=(chunkSize,), + dtype=dtype, + compressors=get_compressors(profile or get_storage_profile()), + ) + + +def normed_array_spec( + nCells: int, + nFeats: int, + profile: StorageProfile | None = None, + *, + remote: bool | None = None, + budget: ResourceBudget | None = None, +) -> ZarrArraySpec: + """Build array spec for normalized expression matrices (graph-building slot).""" + profile = profile or get_storage_profile() + budget = budget or get_resource_budget() + if remote is None: + remote = profile == "cloud" + itemsize = 4 + + chunks, _ = matrix_layout( + nCells, + nFeats, + budget=budget, + itemsize=itemsize, + width=max(nFeats, 1), + ) + row_chunk, n_cols = chunks + + return ZarrArraySpec( + shape=(nCells, nFeats), + chunks=(row_chunk, n_cols), + shards=None, + dtype="float32", + compressors=get_compressors("cloud" if remote else profile), + fillValue=0.0, + ) + + +def array_shard_rows(array: zarr.Array) -> int: + """Row extent of one shard, or row chunk, or the full height.""" + shards_meta = array_metadata_shards(array) + if shards_meta is not None and len(shards_meta) > 0: + return int(shards_meta[0]) + chunks = getattr(array, "chunks", None) + if chunks is not None and len(chunks) > 0: + return int(chunks[0]) + return max(int(array.shape[0]), 1) + + +def iter_shard_row_slices(n_rows: int, shard_rows: int) -> Iterator[tuple[int, int]]: + """Yield ``(start, end)`` row slices aligned to ``shard_rows``.""" + shard_rows = max(1, int(shard_rows)) + n_rows = max(0, int(n_rows)) + for start in range(0, n_rows, shard_rows): + yield start, min(start + shard_rows, n_rows) + + +def write_dense_from_row_batches( + dst: zarr.Array, + batches: Iterator[np.ndarray], + *, + dtype: Any | None = None, + msg: str | None = None, +) -> int: + """Write sequential dense row batches, flushing at destination row-shard edges.""" + from ..utils import tqdmbar + + shard_rows = array_shard_rows(dst) + pending: list[np.ndarray] = [] + pending_rows = 0 + out_pos = 0 + total_rows = 0 + + def flush_partial(final: bool = False) -> None: + nonlocal pending, pending_rows, out_pos, total_rows + while pending_rows >= shard_rows or (final and pending_rows > 0): + block = np.vstack(pending) if len(pending) > 1 else pending[0] + take = block.shape[0] if final and pending_rows < shard_rows else shard_rows + piece = block[:take] + if dtype is not None: + piece = piece.astype(dtype, copy=False) + dst[out_pos : out_pos + piece.shape[0], :] = piece + out_pos += piece.shape[0] + total_rows += piece.shape[0] + if block.shape[0] > take: + pending = [block[take:]] + pending_rows = block.shape[0] - take + else: + pending = [] + pending_rows = 0 + if not final and pending_rows < shard_rows: + break + + for batch in tqdmbar(batches, desc=msg or "Writing Zarr array"): + batch = np.asarray(batch) + if batch.size == 0: + continue + pending.append(batch) + pending_rows += batch.shape[0] + flush_partial() + flush_partial(final=True) + return total_rows + + +def write_dense_in_shard_rows( + dst: zarr.Array, + produce: Callable[[int, int], np.ndarray], + *, + msg: str | None = None, + shard_rows: int | None = None, + also_write_to: zarr.Array | None = None, +) -> None: + """Write a 2D array in row-shard bands via ``produce(start, end)``. + + The produce side (read + compute) runs in order with a shallow read-ahead so + the next band is fetched while the current one is written; the writes stay + single-threaded so we never race on a shared chunk/shard file regardless of + how the caller's band size aligns to the on-disk geometry. + + ``also_write_to`` mirrors each produced band into a second array of the same + shape during the same pass. This populates a local staging cache while + writing to a remote store, so the normalized matrix never has to be read + back over the network. + """ + from ..utils import tqdmbar + from ..parallel import stream_shards + from .budget import shard_parallelism + + n_rows = int(dst.shape[0]) + if n_rows == 0: + return None + if shard_rows is None: + shard_rows = array_shard_rows(dst) + slices = list(iter_shard_row_slices(n_rows, shard_rows)) + if msg is None: + msg = "Writing Zarr array" + + plan = shard_parallelism(n_shards=len(slices)) + + def produce_band(bounds: tuple[int, int]) -> tuple[int, int, np.ndarray]: + start, end = bounds + return start, end, np.asarray(produce(start, end)) + + produced = stream_shards( + slices, + produce_band, + workers=plan.readAhead, + within_block_threads=plan.withinBlockThreads, + io_concurrency=plan.ioConcurrency, + ) + for start, end, block in tqdmbar(produced, desc=msg, total=len(slices)): + dst[start:end, :] = block + if also_write_to is not None: + also_write_to[start:end, :] = block + return None + + +def accumulate_sparse_to_shards( + dst: zarr.Array, + data_stream: Iterator[Any], + *, + shard_rows: int | None = None, + dtype: Any | None = None, +) -> int: + """Buffer sparse COO batches and write one coordinate selection per row shard.""" + from scipy.sparse import coo_matrix + + if shard_rows is None: + shard_rows = array_shard_rows(dst) + shard_rows = max(1, int(shard_rows)) + if dtype is None: + dtype = dst.dtype + + s = 0 + buf_row: list[np.ndarray] = [] + buf_col: list[np.ndarray] = [] + buf_data: list[np.ndarray] = [] + next_flush = shard_rows + + def _concat_or_empty(parts: list[np.ndarray]) -> np.ndarray: + if not parts: + return np.array([], dtype=np.int64) + return np.concatenate(parts) + + def flush_through(end_row: int) -> None: + nonlocal next_flush, buf_row, buf_col, buf_data + while next_flush <= end_row: + band_start = next_flush - shard_rows + row = _concat_or_empty(buf_row) + col = _concat_or_empty(buf_col) + data = _concat_or_empty(buf_data) + if row.size: + mask = (row >= band_start) & (row < next_flush) + if mask.any(): + dst.set_coordinate_selection( + (row[mask], col[mask]), + data[mask].astype(dtype, copy=False), + ) + keep = row >= next_flush + if keep.any(): + buf_row = [row[keep]] + buf_col = [col[keep]] + buf_data = [data[keep]] + else: + buf_row = [] + buf_col = [] + buf_data = [] + next_flush += shard_rows + + for batch in data_stream: + coo = batch if hasattr(batch, "row") else coo_matrix(batch) + if coo.shape[0] == 0: + continue + if coo.nnz: + buf_row.append(np.asarray(coo.row, dtype=np.int64) + s) + buf_col.append(np.asarray(coo.col, dtype=np.int64)) + buf_data.append(np.asarray(coo.data)) + s += coo.shape[0] + flush_through(s) + + if buf_row: + row = _concat_or_empty(buf_row) + col = _concat_or_empty(buf_col) + data = _concat_or_empty(buf_data) + if row.size: + dst.set_coordinate_selection((row, col), data.astype(dtype, copy=False)) + return s + + +def is_remote_zarr_location(location: str) -> bool: + """Return True when ``location`` is a non-local URI (e.g. s3://, gs://).""" + if "://" not in location: + return False + return not location.startswith("file://") + + +def is_local_zarr_path(location: ZarrLocation) -> bool: + """Return True when ``location`` is a plain local filesystem path string.""" + return isinstance(location, str) and not is_remote_zarr_location(location) + + +def is_remote_datastore(zarr_loc: ZarrLocation, group: zarr.Group) -> bool: + """Return True when the datastore primary store is a remote/object backend.""" + if isinstance(zarr_loc, str): + return is_remote_zarr_location(zarr_loc) + if zarr_root_path(group) is not None: + return False + store_name = type(group.store).__name__ + if store_name in ("MemoryStore", "LocalStore"): + return False + return True + + +def copy_zarr_array( + src: zarr.Array, + dst: zarr.Array, + block_rows: int | None = None, + msg: str | None = None, +) -> None: + """Stream-copy a 2D Zarr array in row blocks.""" + if src.shape != dst.shape: + raise ValueError(f"Shape mismatch: src {src.shape} vs dst {dst.shape}") + if len(src.shape) != 2: + raise ValueError("copy_zarr_array only supports 2D arrays") + if block_rows is None: + block_rows = array_shard_rows(dst) + write_dense_in_shard_rows( + dst, + lambda start, end: np.asarray(src[start:end, :]), + msg=msg or "Copying Zarr array", + shard_rows=block_rows, + ) + return None + + +def copy_zarr_group_tree( + src: zarr.Group, + dst: zarr.Group, + *, + overwrite: bool = True, +) -> None: + """Recursively copy a Zarr group tree from ``src`` into ``dst``.""" + from ..writers import create_zarr_obj_array + + for name, node in src.members(): + if isinstance(node, zarr.Group): + child = dst.create_group(name, overwrite=overwrite) + copy_zarr_group_tree(node, child, overwrite=overwrite) + else: + arr = as_zarr_array(node, name=name) + create_zarr_obj_array( + dst, + name, + np.asarray(arr[:]), + dtype=arr.dtype, + overwrite=overwrite, + ) + + +def create_or_open_staged_normed_array( + cache_path: str, + shape: tuple[int, int], +) -> zarr.Array: + """Open (reusing when shape matches) a local scratch array of ``shape``.""" + import os + + if os.path.exists(os.path.join(cache_path, "zarr.json")): + root = zarr.open_group(cache_path, mode="r+") + if "data" in root: + arr = as_zarr_array(root["data"], name="data") + if tuple(arr.shape) == tuple(shape): + return arr + root = zarr.open_group(cache_path, mode="w") + spec = normed_array_spec(shape[0], shape[1], profile="fast_local") + return create_numeric_array(root, "data", spec) + + +def open_or_create_staged_normed_array( + cache_path: str, + src: zarr.Array, +) -> zarr.Array: + """Open a reusable local scratch array matching ``src``'s shape.""" + return create_or_open_staged_normed_array( + cache_path, (int(src.shape[0]), int(src.shape[1])) + ) + + +def _is_obstore_native_store(obj: object) -> bool: + return type(obj).__module__.startswith("obstore.") + + +def _maybe_auto_cloud_profile(location: ZarrLocation) -> None: + """Select the cloud storage profile when opening a remote store without an explicit profile.""" + if _activeProfile is not None: + return + if isinstance(location, str) and not is_remote_zarr_location(location): + return + if isinstance(location, Store): + return + set_storage_profile("cloud") + + +def make_store( + location: ZarrLocation, + *, + storage_options: dict[str, Any] | None = None, + read_only: bool = False, +) -> str | Store: + """Resolve a path, URI, or store object into something ``zarr.open_group`` accepts.""" + if isinstance(location, Store): + return location + + if _is_obstore_native_store(location): + from zarr.storage import ObjectStore + + return ObjectStore(store=location, read_only=read_only) # type: ignore[type-var] + + if isinstance(location, str): + if is_remote_zarr_location(location): + try: + from obstore.store import from_url as obstore_from_url + from zarr.storage import ObjectStore + except ImportError as exc: + raise ImportError("Remote Zarr stores require obstore.") from exc + _maybe_auto_cloud_profile(location) + obstore = obstore_from_url(location, **(storage_options or {})) + return ObjectStore(store=obstore, read_only=read_only) # type: ignore[type-var] + return location + + raise TypeError( + f"zarr location must be a path string or zarr Store, got {type(location)!r}" + ) + + +def open_store( + path: ZarrLocation, + mode: ZarrMode = "r", + storage_options: dict[str, Any] | None = None, +) -> zarr.Group: + """Open a Zarr group at ``path`` or from a store object.""" + store = make_store(path, storage_options=storage_options, read_only=(mode == "r")) + configure_zarr_io_for_profile() + if isinstance(store, str): + return zarr.open_group(store, mode=mode) + return zarr.open_group(store=store, mode=mode) + + +def create_numeric_array( + group: zarr.Group, + name: str, + spec: ZarrArraySpec, +) -> zarr.Array: + """Create a numeric Zarr array from a ``ZarrArraySpec``.""" + zarrFormat = _group_zarr_format(group) + chunks = normalize_chunks(spec.chunks, spec.shape) + profile = get_storage_profile() + compressors = get_compressors(profile, zarrFormat=zarrFormat) + if spec.compressors is not None and zarrFormat >= 3: + compressors = spec.compressors + kwargs: dict[str, Any] = { + "shape": spec.shape, + "chunks": chunks, + "dtype": spec.dtype, + "compressors": compressors, + "overwrite": spec.overwrite, + } + if spec.shards is not None and zarrFormat >= 3: + kwargs["shards"] = spec.shards + if spec.fillValue is not None: + kwargs["fill_value"] = spec.fillValue + return group.create_array(name, **kwargs) + + +def dtype_fix(dtype: Any, data: np.ndarray) -> Any: + """Infer or adjust dtype for metadata arrays from sample values.""" + if dtype is None or np.dtype(dtype).kind == "O": + return "U" + str(max([len(str(x)) for x in data])) + if np.issubdtype(data.dtype, np.dtype("S")): + try: + adata = data.astype("U") + except UnicodeDecodeError: + adata = np.array([x.decode("UTF-8") for x in data]).astype("U") + return adata.dtype + return dtype + + +def create_metadata_column( + group: zarr.Group, + name: str, + data: np.ndarray | list | None = None, + dtype: Any = None, + overwrite: bool = True, + chunkSize: int | bool | None = None, + shape: int | None = None, + profile: StorageProfile | None = None, +) -> zarr.Array: + """Create a 1D metadata column, optionally from provided data.""" + if chunkSize is None or chunkSize is False: + chunks: tuple[int, ...] | bool = False + else: + chunks = (chunkSize,) + + compressors = get_compressors( + profile or get_storage_profile(), + zarrFormat=_group_zarr_format(group), + ) + + if data is not None: + data = np.array(data) + data = np.asarray(data, dtype=dtype_fix(dtype, data)) + if chunks is False: + chunks = (len(data),) + return group.create_array( + name, + data=data, + chunks=chunks, + overwrite=overwrite, + compressors=compressors, + ) + + if shape is None: + raise ValueError("shape is required when data is None") + if chunks is False: + chunks = (shape,) + return group.create_array( + name, + shape=(shape,), + chunks=chunks, + dtype=dtype, + overwrite=overwrite, + compressors=compressors, + ) + + +def repack_to_sharded( + srcArray: zarr.Array, + dstGroup: zarr.Group, + name: str, + shards: tuple[int, ...], + chunks: tuple[int, ...] | None = None, + profile: StorageProfile | None = None, + overwrite: bool = True, +) -> zarr.Array: + """Copy ``srcArray`` into a new sharded array in ``dstGroup``.""" + chunks = chunks or tuple(srcArray.chunks) + spec = ZarrArraySpec( + shape=srcArray.shape, + chunks=chunks, + shards=shards, + dtype=srcArray.dtype, + compressors=get_compressors(profile or get_storage_profile()), + overwrite=overwrite, + ) + dstArray = create_numeric_array(dstGroup, name, spec) + shardRows = int(shards[0]) + write_dense_in_shard_rows( + dstArray, + lambda start, end: np.asarray(srcArray[start:end, :]), + msg="Repacking to sharded layout", + shard_rows=shardRows, + ) + return dstArray + + +def finalize_sharded_counts( + store: zarr.Group, + assayName: str, + workspace: str | None = None, + profile: StorageProfile | None = None, +) -> zarr.Array: + """Repack assay counts to sharded layout when not already sharded.""" + profile = profile or get_storage_profile() + if workspace is None: + countsPath = f"{assayName}/counts" + assayGroup = as_zarr_group(store[assayName], name=assayName) + else: + countsPath = f"matrices/{assayName}/counts" + assayGroup = as_zarr_group(store[f"matrices/{assayName}"], name=assayName) + + srcArray = as_zarr_array(store[countsPath], name=countsPath) + if array_metadata_shards(srcArray) is not None: + return srcArray + if _group_zarr_format(store) == 2: + return srcArray + + spec = count_array_spec( + srcArray.shape[0], + srcArray.shape[1], + dtype=srcArray.dtype, + profile=profile, + ) + shards = spec.shards + chunks = spec.chunks + assert shards is not None and chunks is not None + + if shards == srcArray.shape: + return srcArray + tmpName = "counts__sharded_tmp" + if tmpName in assayGroup: + del assayGroup[tmpName] + repack_to_sharded( + srcArray, + assayGroup, + tmpName, + shards=shards, + chunks=chunks, + profile=profile, + ) + del assayGroup["counts"] + repack_to_sharded( + as_zarr_array(assayGroup[tmpName], name=tmpName), + assayGroup, + "counts", + shards=shards, + chunks=chunks, + profile=profile, + ) + del assayGroup[tmpName] + + if workspace is None: + assayGroup = as_zarr_group(store[assayName], name=assayName) + else: + assayGroup = as_zarr_group(store[f"matrices/{assayName}"], name=assayName) + assayGroup.attrs["scarf:zarr_spec"] = { + "profile": profile, + "chunks": list(chunks), + "shards": list(shards), + "zarr_format": 3, + } + return as_zarr_array(store[countsPath], name=countsPath) + + +def array_info(array: zarr.Array) -> str: + """Return a short summary string for a Zarr array.""" + parts = [f"shape={array.shape}", f"dtype={array.dtype}", f"chunks={array.chunks}"] + shards_meta = array_metadata_shards(array) + if shards_meta is not None: + parts.append(f"shards={shards_meta}") + return ", ".join(parts) + + +ANN_INDEX_ARRAY = "ann_idx_bytes" +ANN_INDEX_FORMAT = "zarr-uint8-v1" +ANN_INDEX_CHUNK_BYTES = 8 * 1024 * 1024 + + +def has_ann_index(group: zarr.Group, name: str = ANN_INDEX_ARRAY) -> bool: + """Return True when an in-zarr ANN index byte array exists.""" + return name in group + + +def legacy_ann_index_path(zw_root: str | None, ann_loc: str) -> str | None: + """Return filesystem path to a legacy hnswlib sibling index file, if applicable.""" + if zw_root is None: + return None + return os.path.join(zw_root, ann_loc, "ann_idx") + + +def save_ann_index( + group: zarr.Group, + ann_idx: Any, + name: str = ANN_INDEX_ARRAY, + profile: StorageProfile | None = None, +) -> None: + """Persist an hnswlib index as a chunked uint8 array inside ``group``.""" + import tempfile + + with tempfile.NamedTemporaryFile(delete=False) as tmp: + path = tmp.name + try: + ann_idx.save_index(path) + data = np.fromfile(path, dtype=np.uint8) + finally: + os.unlink(path) + + if name in group: + del group[name] + chunk_size = min(ANN_INDEX_CHUNK_BYTES, max(int(data.shape[0]), 1)) + zarr_format = _group_zarr_format(group) + arr = group.create_array( + name, + shape=data.shape, + chunks=(chunk_size,), + dtype="uint8", + overwrite=True, + compressors=get_compressors( + profile or get_storage_profile(), + zarrFormat=zarr_format, + ), + ) + arr[:] = data + group.attrs["annIndexFormat"] = ANN_INDEX_FORMAT + arr.attrs["byteLength"] = int(data.shape[0]) + + +def load_ann_index( + group: zarr.Group, + space: str, + dim: int, + name: str = ANN_INDEX_ARRAY, +) -> Any: + """Load an hnswlib index from an in-zarr uint8 byte array.""" + import tempfile + + import hnswlib + + if name not in group: + raise FileNotFoundError(f"ANN index array {name!r} not found in group") + data = np.asarray(as_zarr_array(group[name], name=name)[:], dtype=np.uint8) + with tempfile.NamedTemporaryFile(delete=False) as tmp: + path = tmp.name + try: + data.tofile(path) + idx = hnswlib.Index(space=space, dim=dim) + idx.load_index(path) + return idx + finally: + os.unlink(path) + + +def load_ann_index_from_path(path: str, space: str, dim: int) -> Any: + """Load an hnswlib index from a legacy filesystem path.""" + import hnswlib + + idx = hnswlib.Index(space=space, dim=dim) + idx.load_index(path) + return idx diff --git a/scarf/symphony.py b/scarf/symphony.py new file mode 100644 index 00000000..25fdbd37 --- /dev/null +++ b/scarf/symphony.py @@ -0,0 +1,234 @@ +"""Portable numerical primitives for Symphony-style reference mapping.""" + +from dataclasses import dataclass +from typing import cast + +import numpy as np + +SYMPHONY_STYLE_VARIANT = "symphonyStyleV1" + + +@dataclass(frozen=True) +class SymphonyReferenceModel: + feature_means: np.ndarray + feature_scales: np.ndarray + loadings: np.ndarray + centroids: np.ndarray + raw_centroids: np.ndarray + corrected_centroids: np.ndarray + cluster_mass: np.ndarray + sigma: np.ndarray + correction_ridge: float + + def __post_init__(self) -> None: + n_features, n_dims = self.loadings.shape + n_clusters = self.centroids.shape[0] + if self.feature_means.shape != (n_features,): + raise ValueError("Reference feature means have incompatible dimensions") + if self.feature_scales.shape != (n_features,): + raise ValueError("Reference feature scales have incompatible dimensions") + if np.any(self.feature_scales <= 0): + raise ValueError("Reference feature scales must be positive") + if self.centroids.shape != (n_clusters, n_dims): + raise ValueError("Reference centroids have incompatible dimensions") + if self.raw_centroids.shape != (n_clusters, n_dims): + raise ValueError("Reference raw centroids have incompatible dimensions") + if self.corrected_centroids.shape != (n_clusters, n_dims): + raise ValueError( + "Reference corrected centroids have incompatible dimensions" + ) + if self.cluster_mass.shape != (n_clusters,) or np.any(self.cluster_mass <= 0): + raise ValueError("Reference cluster masses must be positive") + if self.sigma.shape != (n_clusters,) or np.any(self.sigma <= 0): + raise ValueError("Reference kernel widths must be positive") + if self.correction_ridge < 0: + raise ValueError("Reference correction ridge must be non-negative") + for values in ( + self.feature_means, + self.feature_scales, + self.loadings, + self.centroids, + self.raw_centroids, + self.corrected_centroids, + self.cluster_mass, + self.sigma, + ): + if not np.all(np.isfinite(values)): + raise ValueError("Reference model contains non-finite values") + + @property + def n_features(self) -> int: + return int(self.loadings.shape[0]) + + @property + def n_dims(self) -> int: + return int(self.loadings.shape[1]) + + @property + def n_clusters(self) -> int: + return int(self.centroids.shape[0]) + + +@dataclass(frozen=True) +class QueryCorrection: + batch_offsets: np.ndarray + batch_counts: np.ndarray + + def __post_init__(self) -> None: + if self.batch_offsets.ndim != 3: + raise ValueError( + "Batch offsets must have batch, cluster, and dimension axes" + ) + if self.batch_counts.shape != self.batch_offsets.shape[:2]: + raise ValueError("Batch counts must match batch offsets") + if not np.all(np.isfinite(self.batch_offsets)): + raise ValueError("Batch offsets contain non-finite values") + + +def project_pca(values: np.ndarray, model: SymphonyReferenceModel) -> np.ndarray: + """Project normalized expression onto immutable reference PCA loadings.""" + values = np.asarray(values, dtype=np.float64) + if values.ndim != 2 or values.shape[1] != model.n_features: + raise ValueError( + f"Expected query matrix with {model.n_features} features, got {values.shape}" + ) + projected = ((values - model.feature_means) / model.feature_scales) @ model.loadings + if not np.all(np.isfinite(projected)): + raise ValueError("PCA projection produced non-finite values") + return cast(np.ndarray, projected) + + +def soft_cluster_assignments( + coordinates: np.ndarray, model: SymphonyReferenceModel +) -> np.ndarray: + """Calculate cosine-kernel soft assignments to reference centroids.""" + values = np.asarray(coordinates, dtype=np.float64) + if values.ndim != 2 or values.shape[1] != model.n_dims: + raise ValueError("Query coordinates have incompatible dimensions") + query_unit = _normalize_rows(values) + centroids_unit = _normalize_rows(model.centroids) + distances = 2.0 * (1.0 - query_unit @ centroids_unit.T) + logits = -distances / model.sigma[np.newaxis, :] + logits -= logits.max(axis=1, keepdims=True) + assignments = np.exp(logits) + assignments /= assignments.sum(axis=1, keepdims=True) + if not np.all(np.isfinite(assignments)): + raise ValueError("Soft cluster assignments contain non-finite values") + return cast(np.ndarray, assignments) + + +def zero_norm_rows(coordinates: np.ndarray) -> np.ndarray: + """Return rows without directional information in reference PC space.""" + values = np.asarray(coordinates, dtype=np.float64) + if values.ndim != 2: + raise ValueError("Query coordinates must be two-dimensional") + return cast(np.ndarray, np.linalg.norm(values, axis=1) == 0) + + +def initialize_sufficient_statistics( + n_batches: int, model: SymphonyReferenceModel +) -> tuple[np.ndarray, np.ndarray]: + if n_batches < 1: + raise ValueError("At least one query batch is required") + return ( + np.zeros((n_batches, model.n_clusters), dtype=np.float64), + np.zeros((n_batches, model.n_clusters, model.n_dims), dtype=np.float64), + ) + + +def accumulate_sufficient_statistics( + counts: np.ndarray, + sums: np.ndarray, + coordinates: np.ndarray, + assignments: np.ndarray, + batch_codes: np.ndarray, +) -> None: + """Accumulate per-query-batch, per-cluster weighted coordinate sums.""" + if coordinates.shape[0] != len(batch_codes) or assignments.shape[0] != len( + batch_codes + ): + raise ValueError("Query batch codes must match coordinate rows") + if assignments.shape[1] != counts.shape[1]: + raise ValueError("Assignment count does not match reference clusters") + if np.any(batch_codes < 0) or np.any(batch_codes >= counts.shape[0]): + raise ValueError("Query batch codes are out of range") + + for batch_code in np.unique(batch_codes): + batch_mask = batch_codes == batch_code + batch_assignments = assignments[batch_mask] + counts[batch_code] += batch_assignments.sum(axis=0) + sums[batch_code] += batch_assignments.T @ coordinates[batch_mask] + + +def solve_query_correction( + counts: np.ndarray, + sums: np.ndarray, + model: SymphonyReferenceModel, +) -> QueryCorrection: + """Fit cluster-aware batch offsets against reference raw centroids.""" + if counts.ndim != 2 or counts.shape[1] != model.n_clusters: + raise ValueError("Query count statistics have incompatible dimensions") + if sums.shape != (counts.shape[0], model.n_clusters, model.n_dims): + raise ValueError("Query sum statistics have incompatible dimensions") + expected = counts[:, :, np.newaxis] * model.raw_centroids[np.newaxis, :, :] + median_mass = max(float(np.median(model.cluster_mass)), 1.0) + reference_regularization = model.correction_ridge * model.cluster_mass / median_mass + denominator = ( + counts[:, :, np.newaxis] + reference_regularization[np.newaxis, :, np.newaxis] + ) + offsets = np.divide( + sums - expected, + denominator, + out=np.zeros_like(sums), + where=denominator > 0, + ) + return QueryCorrection(batch_offsets=offsets, batch_counts=counts.copy()) + + +def apply_query_correction( + coordinates: np.ndarray, + assignments: np.ndarray, + batch_codes: np.ndarray, + model: SymphonyReferenceModel, + correction: QueryCorrection, +) -> np.ndarray: + """Map query PCA coordinates into the fixed corrected reference space.""" + if coordinates.shape[0] != assignments.shape[0] or coordinates.shape[0] != len( + batch_codes + ): + raise ValueError("Query coordinate, assignment, and batch rows must agree") + if assignments.shape[1] != model.n_clusters: + raise ValueError("Query assignments have incompatible cluster count") + if correction.batch_offsets.shape[1:] != (model.n_clusters, model.n_dims): + raise ValueError("Query correction has incompatible reference dimensions") + query_offsets = np.einsum( + "nk,nkd->nd", assignments, correction.batch_offsets[batch_codes] + ) + reference_shift = assignments @ (model.raw_centroids - model.corrected_centroids) + corrected = coordinates - query_offsets - reference_shift + if not np.all(np.isfinite(corrected)): + raise ValueError("Query correction produced non-finite coordinates") + return cast(np.ndarray, corrected) + + +def weighted_centroids( + coordinates: np.ndarray, assignments: np.ndarray +) -> tuple[np.ndarray, np.ndarray]: + """Return soft cluster masses and centroids for reference compression.""" + values = np.asarray(coordinates, dtype=np.float64) + weights = np.asarray(assignments, dtype=np.float64) + if values.ndim != 2 or weights.ndim != 2 or values.shape[0] != weights.shape[1]: + raise ValueError("Coordinate and assignment dimensions do not agree") + mass = weights.sum(axis=1) + if np.any(mass <= 0): + raise ValueError("Reference assignments include an empty cluster") + centroids = (weights @ values / mass[:, np.newaxis]).astype(np.float64) + return mass, centroids + + +def _normalize_rows(values: np.ndarray) -> np.ndarray: + norms = np.linalg.norm(values, axis=1, keepdims=True) + normalized = np.zeros_like(values, dtype=np.float64) + nonzero = norms[:, 0] > 0 + normalized[nonzero] = values[nonzero] / norms[nonzero] + return normalized diff --git a/scarf/tests/__init__.py b/scarf/tests/__init__.py deleted file mode 100644 index 8794fadc..00000000 --- a/scarf/tests/__init__.py +++ /dev/null @@ -1,26 +0,0 @@ -import os -import shutil -import sys - -from ..utils import logger - -logger.remove() -logger.add(sys.stderr, level="ERROR") - -__all__ = ["full_path", "remove"] - - -def full_path(fn, *args): - if fn == "" or fn is None: - return os.path.join("scarf", "tests", "datasets") - else: - return os.path.join("scarf", "tests", "datasets", fn, *args) - - -def remove(dir_path): - if os.path.isdir(dir_path): - shutil.rmtree(dir_path) - elif os.path.exists(dir_path): - os.unlink(dir_path) - else: - pass diff --git a/scarf/tests/conftest.py b/scarf/tests/conftest.py deleted file mode 100644 index 1895758a..00000000 --- a/scarf/tests/conftest.py +++ /dev/null @@ -1,4 +0,0 @@ -from .fixtures_downloader import * -from .fixtures_readers import * -from .fixtures_datastore import * - diff --git a/scarf/tests/datasets/1K_pbmc_citeseq.h5 b/scarf/tests/datasets/1K_pbmc_citeseq.h5 deleted file mode 100644 index 81315733..00000000 Binary files a/scarf/tests/datasets/1K_pbmc_citeseq.h5 and /dev/null differ diff --git a/scarf/tests/datasets/1K_pbmc_citeseq.zarr.tar.gz b/scarf/tests/datasets/1K_pbmc_citeseq.zarr.tar.gz deleted file mode 100644 index b8666399..00000000 Binary files a/scarf/tests/datasets/1K_pbmc_citeseq.zarr.tar.gz and /dev/null differ diff --git a/scarf/tests/datasets/500_pbmc_atac.zarr.tar.gz b/scarf/tests/datasets/500_pbmc_atac.zarr.tar.gz deleted file mode 100644 index eb718d46..00000000 Binary files a/scarf/tests/datasets/500_pbmc_atac.zarr.tar.gz and /dev/null differ diff --git a/scarf/tests/datasets/aggregated_df_top_10.npy b/scarf/tests/datasets/aggregated_df_top_10.npy deleted file mode 100644 index 6009594f..00000000 Binary files a/scarf/tests/datasets/aggregated_df_top_10.npy and /dev/null differ diff --git a/scarf/tests/datasets/aggregated_feat_idx.npy b/scarf/tests/datasets/aggregated_feat_idx.npy deleted file mode 100644 index 3b66bada..00000000 Binary files a/scarf/tests/datasets/aggregated_feat_idx.npy and /dev/null differ diff --git a/scarf/tests/datasets/atac_knn_distances.npy b/scarf/tests/datasets/atac_knn_distances.npy deleted file mode 100644 index 325bc480..00000000 Binary files a/scarf/tests/datasets/atac_knn_distances.npy and /dev/null differ diff --git a/scarf/tests/datasets/atac_knn_indices.npy b/scarf/tests/datasets/atac_knn_indices.npy deleted file mode 100644 index e7853d17..00000000 Binary files a/scarf/tests/datasets/atac_knn_indices.npy and /dev/null differ diff --git a/scarf/tests/datasets/cell_attributes.csv b/scarf/tests/datasets/cell_attributes.csv deleted file mode 100644 index 313fe368..00000000 --- a/scarf/tests/datasets/cell_attributes.csv +++ /dev/null @@ -1,809 +0,0 @@ -,I,ids,names,PTIME_MODULES_nCounts,PTIME_MODULES_nFeatures,RNA_G2M_score,RNA_S_score,RNA_UMAP1,RNA_UMAP2,RNA_balanced_clusters,RNA_cell_cycle_phase,RNA_cell_density,RNA_cluster,RNA_leiden_cluster,RNA_nCounts,RNA_nFeatures,RNA_percentMito,RNA_percentRibo,RNA_pseudotime,RNA_sketch_seeds,RNA_sketched,RNA_snn_value,RNA_unified_UMAP1,RNA_unified_UMAP2,assay2_nCounts,assay2_nFeatures,target_classes,mapping_scores 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-378,True,CGTCCATCACTACACA-1,CGTCCATCACTACACA-1,1.9848601002011872,15.0,-0.09237949349557881,-0.0035592240437654563,-0.07276739,17.431839,18,G1,1263.0185985416174,5,5,13444.0,3134.0,12.845879202618269,34.58048199940494,0.7278801626185175,False,False,5.1,-1.8403897,14.943713,981.0,9.0,5,0.9949148082922232 -379,True,CGTCCATCAGCAGTGA-1,CGTCCATCAGCAGTGA-1,2.0148173549837534,15.0,-0.060994026555763414,-0.0379385941725445,-5.2425203,0.57739353,20,G1,1581.4556798487902,4,4,10363.0,3166.0,7.266235646048441,13.01746598475345,0.9520007705325964,False,False,4.5,-15.222205,-0.08154499,1964.0,9.0,4,1.8882570788227317 -380,True,CGTCCATCAGGGAATC-1,CGTCCATCAGGGAATC-1,1.9400373078917716,15.0,-0.08939361012202382,-0.013584944432013473,-4.3653855,-13.656964,24,G1,1135.3985050618649,10,7,14957.0,3640.0,8.892157518218895,20.45864812462392,0.9600429195778493,True,True,4.8999999999999995,-8.228996,-12.017874,3088.0,9.0,10,1.0690719696785353 -381,True,CGTCCATCATATCTGG-1,CGTCCATCATATCTGG-1,1.8738944654810383,15.0,-0.1256616595215034,0.005305883618873346,7.735076,-2.4962428,22,S,1159.927320331335,6,8,4043.0,1179.0,5.1694286420974525,47.58842443729903,0.46251057498825315,False,False,6.6000000000000005,13.938397,0.116523124,896.0,9.0,6,1.0088873921243666 -383,True,CGTCCATGTCAAGCGA-1,CGTCCATGTCAAGCGA-1,1.9604554209452123,15.0,-0.10939808854586157,-0.005156510169734916,-4.0254354,3.0926068,14,G1,1235.2945231050253,4,4,3667.0,973.0,0.436323970548132,39.29642759749114,0.8732016156226156,False,False,4.5,-13.154397,2.3658345,1195.0,9.0,4,1.2492640120368883 -384,True,CGTCCATGTGCACAAG-1,CGTCCATGTGCACAAG-1,1.9638201520581517,15.0,-0.0834095996571717,-0.01841503737227947,-5.208086,-5.389476,13,G1,1562.7849843651056,2,2,9746.0,3194.0,8.629181202544634,19.19761953621999,0.9563291590313003,False,False,3.4999999999999996,-16.275427,-5.350124,2809.0,9.0,2,1.4381038299180309 -385,True,CGTCCATGTTAGGAGC-1,CGTCCATGTTAGGAGC-1,1.968595662266925,15.0,-0.07768042787538369,-0.014567289483195842,7.766992,-7.5480494,11,G1,923.4268907010555,7,6,11219.0,3281.0,10.170246902575988,15.545057491755058,0.3366313829837774,False,False,3.5000000000000004,14.793212,-7.4846296,3174.0,9.0,7,1.2201809404287483 -386,True,CGTCCATGTTCGGCTG-1,CGTCCATGTTCGGCTG-1,1.8974652750913374,15.0,-0.10751379422265497,-0.0064373789333848335,8.290299,4.7089496,26,G1,1392.7411314621568,9,9,6320.0,1735.0,5.965189873417722,43.18037974683544,0.6113259043998333,False,False,4.3999999999999995,11.012638,6.1099777,1461.0,9.0,9,1.4851538553532957 -387,True,CGTCCATTCTGCCCTA-1,CGTCCATTCTGCCCTA-1,2.0557147611182756,15.0,-0.08016922090770714,-0.032040677634204366,-6.8965273,3.938574,14,G1,1426.5106876343489,4,4,3362.0,1622.0,12.671029149315883,8.149910767400357,0.9398242550489379,False,False,5.8999999999999995,-13.651529,2.621331,1777.0,9.0,4,1.1353175038090075 -388,True,GAGGGTAAGACCAGAC-1,GAGGGTAAGACCAGAC-1,1.961650454423746,15.0,-0.09057114498523394,-0.018522757706469654,-8.651427,-1.7656965,7,G1,1608.3845952004194,3,3,9270.0,3170.0,10.35598705501618,13.829557713052859,0.9843163147244981,False,False,5.2,-15.911959,-1.9679083,3383.0,9.0,3,1.4878660176210219 -389,True,GAGGGTAAGCACCTGC-1,GAGGGTAAGCACCTGC-1,1.8986477362807002,15.0,-0.07663836868420623,-0.01777441273712556,4.0701923,5.6515675,12,G1,1781.244106695056,1,1,2484.0,939.0,12.077294685990339,29.871175523349436,0.6114210926081723,False,False,5.2,10.004462,8.897074,1245.0,9.0,1,1.4120562125104608 -390,True,GAGGGTAAGCGACATG-1,GAGGGTAAGCGACATG-1,1.9163577732868302,15.0,-0.11475349280132699,0.0007243675014130188,5.050214,8.841273,27,S,1051.6663328632712,8,1,6893.0,1835.0,8.356303496300594,45.32134049035253,0.6292875876114878,False,False,3.3000000000000003,11.489351,11.575405,659.0,9.0,8,0.9411293383160607 -391,True,GAGGGTAAGGCCTAGA-1,GAGGGTAAGGCCTAGA-1,1.990867429296621,15.0,-0.07021314267921142,-0.028225240193827626,-9.756679,0.1068885,14,G1,1469.558833822608,4,3,7325.0,2538.0,11.890784982935154,13.924914675767917,0.982692616376982,False,False,3.9000000000000004,-17.020735,-1.1734837,1049.0,9.0,4,1.2603903856899734 -392,True,GAGGGTAAGGGAGGTG-1,GAGGGTAAGGGAGGTG-1,2.0732674181043933,15.0,-0.06703346250589129,-0.025798240559993805,-4.4784493,2.9041028,14,G1,1424.530461370945,4,4,3387.0,1439.0,13.404192500738116,12.370829642751698,0.9264838684732848,False,False,5.799999999999999,-14.152505,2.172565,1554.0,9.0,4,1.1702966058509467 -393,True,GAGGGTAAGGTCTACT-1,GAGGGTAAGGTCTACT-1,1.9823189307958076,15.0,-0.06490851249615567,-0.027769919090017622,-5.814096,-2.1105,17,G1,1264.9400390088558,2,2,12060.0,3366.0,6.865671641791045,16.558872305140962,0.9653027370680748,False,False,4.1,-17.103138,-2.7483957,3334.0,9.0,2,1.0984708838805604 -395,True,GAGGGTAAGTGTTGAA-1,GAGGGTAAGTGTTGAA-1,1.987437486753611,15.0,-0.09709189018285534,-0.037129601901632676,-8.714432,-5.3014216,3,G1,1330.4915774613619,2,2,10407.0,3056.0,10.2527145190737,14.394157778418371,0.9774933477979837,False,False,2.5,-16.38343,-5.1587996,2354.0,9.0,2,1.1941258902583858 -396,True,GAGGGTACAAATGCGG-1,GAGGGTACAAATGCGG-1,1.9245385070443923,15.0,-0.11499893922686662,-0.0010491908031318685,8.327663,9.585501,15,G1,1103.3345563858747,8,10,5464.0,1456.0,9.132503660322108,46.92532942898975,0.6207294734795556,False,False,5.299999999999999,15.300105,9.9095125,990.0,9.0,8,0.9562600999765033 -397,True,GAGGGTACAGGTTCAT-1,GAGGGTACAGGTTCAT-1,1.9629175723863408,15.0,-0.09853542184795729,-0.018727753158252806,-9.179546,-9.686361,10,G1,1123.5468605011702,3,7,9840.0,3102.0,5.813008130081301,13.729674796747968,0.9647556179414448,False,False,3.8999999999999995,-11.644603,-9.733569,1813.0,9.0,3,1.0246186277677674 -398,True,GAGGGTAGTAGTGTGG-1,GAGGGTAGTAGTGTGG-1,1.9058988445789706,15.0,-0.10856950260136691,-0.03075753357360396,-2.1277275,11.959253,2,G1,877.4017400145531,5,10,13032.0,3557.0,6.645181092694905,27.892879066912215,0.6632566775498758,False,False,3.4,3.8058274,13.140235,1321.0,9.0,5,0.8054144824310264 -399,True,GAGGGTAGTTAGGAGC-1,GAGGGTAGTTAGGAGC-1,1.8933691371161094,15.0,-0.11271625356750414,0.00490816098070174,7.0387516,6.3973045,27,S,1403.34445861727,8,10,7950.0,1978.0,4.50314465408805,46.77987421383648,0.6120070955716002,False,False,3.1,12.7371025,9.14054,1180.0,9.0,8,1.2452746909952663 -400,True,GAGGGTAGTTCGAAGG-1,GAGGGTAGTTCGAAGG-1,1.898319146576067,15.0,-0.09131883972891351,-0.007515213013949716,0.8755439,5.854018,5,G1,1738.541418850422,1,1,3931.0,1311.0,13.96591198168405,35.43627575680488,0.6138376051784263,False,False,7.1,9.105708,11.2875,970.0,9.0,1,1.2501517667997706 -401,True,GAGGGTAGTTCGGCTG-1,GAGGGTAGTTCGGCTG-1,1.9848565863362932,15.0,-0.07146221461776396,-0.025524540378327947,-6.6536975,-3.356771,10,G1,1482.3660599440336,3,3,9185.0,2907.0,9.461077844311378,12.923244420250409,0.9699474686308385,False,False,3.8000000000000003,-15.409359,-3.8414571,4520.0,9.0,3,1.1082909943197194 -402,True,GAGGGTAGTTGGACCC-1,GAGGGTAGTTGGACCC-1,1.9296106587218,15.0,-0.07105703094917791,-0.006625854381588168,6.868426,6.020367,8,G1,1367.8595857471228,9,1,2484.0,931.0,20.531400966183575,16.70692431561997,0.61463879256387,False,False,3.6,11.247502,7.6633477,1145.0,9.0,9,1.1236781032398344 -403,True,GAGGGTATCAGGGATG-1,GAGGGTATCAGGGATG-1,1.9629355320280748,15.0,-0.07350796750894377,-0.02769243867690122,-8.162191,-5.9455304,10,G1,1458.1405840069056,3,3,9481.0,3085.0,11.275181942833035,15.937137432760258,0.9690401899612058,False,False,4.3,-12.933802,-6.197296,2810.0,9.0,3,1.2974956605861356 -404,True,GAGGGTATCCGGACGT-1,GAGGGTATCCGGACGT-1,1.8898340910420204,15.0,-0.11660011022389004,-0.016778144530808867,7.796214,7.3390613,27,G1,1252.5737234055996,8,10,6018.0,1548.0,3.6556995679627784,51.41242937853107,0.6111643043872729,True,True,4.3,13.84853,9.450892,916.0,9.0,8,1.3781356827645914 -405,True,GAGGGTATCGAACGCC-1,GAGGGTATCGAACGCC-1,1.9508317339695467,15.0,-0.08935355801733412,-0.03022650797262577,-9.965252,-9.140249,10,G1,1163.1111931204796,3,7,12331.0,3685.0,9.147676587462493,13.064633849647231,0.9694202839666316,False,False,5.6000000000000005,-11.540826,-9.053819,4456.0,9.0,3,0.997428114413575 -406,True,GAGGGTATCGTTCCTG-1,GAGGGTATCGTTCCTG-1,1.9644084838018074,15.0,-0.0967348858100616,-0.0020386241074561544,0.43639222,15.343253,2,G1,1111.9533635675907,5,5,6622.0,1706.0,11.3711869525823,39.972817879794626,0.7187888891670337,False,False,7.4,-1.3966873,14.906741,750.0,9.0,5,1.072372799549762 -407,True,GAGGGTATCTCCGAGG-1,GAGGGTATCTCCGAGG-1,1.875858905758202,15.0,-0.10640138014538868,-0.02340394824606911,5.405017,8.068325,27,G1,1233.4610465466976,8,1,4978.0,1430.0,5.04218561671354,46.082764162314184,0.6144507283104254,False,False,3.6999999999999997,11.001662,11.630738,1341.0,9.0,8,0.8054144824310264 -409,True,GAGTTGTAGCCTCTTC-1,GAGTTGTAGCCTCTTC-1,1.8773614782874604,15.0,-0.10355691354429412,0.008183198519617577,10.644986,-5.539434,23,S,1123.8978370130062,6,8,4644.0,1559.0,6.2446167097329885,31.93367786391042,0.2659509262947879,False,False,7.1,14.032845,-4.4738197,1490.0,9.0,6,0.9492563449557461 -411,True,GAGTTGTCAAGTCGTT-1,GAGTTGTCAAGTCGTT-1,2.028373827987996,15.0,-0.09164821624446946,-0.0286453428308876,-9.145013,-6.962429,10,G1,1288.5011351555586,3,7,5184.0,2052.0,13.194444444444445,10.185185185185185,0.9738773330789481,False,False,3.5000000000000004,-13.448934,-7.1246886,2824.0,9.0,3,1.3786711877855171 -412,True,GAGTTGTCACTAAACC-1,GAGTTGTCACTAAACC-1,2.0154160160939285,15.0,-0.07948892051760836,-0.016113737678474408,0.922361,14.672169,2,G1,1095.8173262178898,5,5,2740.0,986.0,16.532846715328468,28.868613138686133,0.7193508806257586,False,False,7.8999999999999995,-1.2680078,15.483536,740.0,9.0,5,0.9638800466103177 -414,True,GAGTTGTCATGAATAG-1,GAGTTGTCATGAATAG-1,1.9100172876826065,15.0,-0.07600377193149989,-0.004251723874867004,9.746234,2.331165,25,G1,1147.4085248559713,6,9,5339.0,1709.0,8.203783480052444,32.10339014796779,0.5980212558898053,False,True,4.5,12.633586,4.377047,1097.0,9.0,6,1.1051376087517883 -415,True,GAGTTGTGTCGTGCCA-1,GAGTTGTGTCGTGCCA-1,1.9125066123734022,15.0,-0.09826782597365227,0.020372985589480138,8.943073,-10.758092,21,S,1282.264548331499,7,6,3295.0,1206.0,12.200303490136571,25.91805766312595,0.06510220068375193,False,False,7.1,11.97742,-10.226901,610.0,9.0,7,1.0599277571389403 -416,True,GAGTTGTGTCTAGGTT-1,GAGTTGTGTCTAGGTT-1,1.967556475422572,15.0,-0.07718401855791882,-0.031144757074560894,-11.43003,-4.152301,1,G1,1129.0501042604446,3,3,8197.0,2763.0,11.101622544833475,15.042088568988655,0.9966516297245044,False,False,3.7999999999999994,-18.00638,-4.1720934,1851.0,9.0,3,1.4881230776743295 -417,True,GAGTTGTGTGCCTTCT-1,GAGTTGTGTGCCTTCT-1,1.9677195338591296,15.0,-0.10566230511047225,-0.02343660398621728,1.8988804,18.920614,18,G1,1217.0519406348467,5,5,3894.0,1214.0,8.988186954288649,40.67796610169491,0.7234115696821902,False,False,9.3,-4.1586204,15.429235,763.0,9.0,5,1.0823755123601224 -418,True,GAGTTGTGTTCCACGG-1,GAGTTGTGTTCCACGG-1,1.9132403727830813,15.0,-0.10102529482374442,-0.004359421835149991,7.302568,6.375039,27,G1,1369.2804308831692,8,10,4995.0,1329.0,8.308308308308309,46.106106106106104,0.610111596381938,False,True,4.2,13.669567,8.868969,1196.0,9.0,8,0.9890392966214314 -419,True,GAGTTGTGTTCGAAGG-1,GAGTTGTGTTCGAAGG-1,2.0386602431705247,15.0,-0.05961259423863303,-0.023619161781378774,-9.844534,0.7698294,14,G1,1511.0530198812485,4,3,5054.0,2104.0,8.686189157103284,10.645033636723387,0.9800896687828496,False,False,4.1,-16.90356,-0.52645314,1937.0,9.0,4,1.4542779131353019 -420,True,GAGTTGTTCCGCTTAC-1,GAGTTGTTCCGCTTAC-1,1.915573832293061,15.0,-0.12527298225866573,-0.015351458169805448,1.7728759,5.2887044,5,G1,1709.9839492291212,1,1,6764.0,1604.0,8.32347723240686,48.97989355410999,0.6118866943028299,False,False,5.0,9.357945,10.472148,766.0,9.0,1,1.0031359453897972 -421,True,GCGTTTCAGATACCAA-1,GCGTTTCAGATACCAA-1,1.9935422477078797,15.0,-0.07048484157529494,-0.030364865849914845,-5.154694,-1.1153615,20,G1,1318.4492756575346,4,4,10262.0,3047.0,9.033326836873904,20.82440070161762,0.9611667235667967,False,False,3.3999999999999995,-16.523664,-0.1643319,1572.0,9.0,4,1.2626360339929414 -422,True,GCGTTTCAGCTCACTA-1,GCGTTTCAGCTCACTA-1,1.9451207673588513,15.0,-0.07359374538849026,-0.02143062591452305,-9.243341,-8.483466,10,G1,1059.0613911151886,3,7,9395.0,2989.0,7.993613624268228,13.507184672698244,0.9678401698107225,False,False,4.4,-12.7232065,-9.0594015,1899.0,9.0,3,1.0544564466971402 -423,True,GCGTTTCAGCTCTGTA-1,GCGTTTCAGCTCTGTA-1,1.8885949606387378,15.0,-0.09092886999863745,-0.024147839681820264,10.927044,-8.351941,11,G1,1233.2414600104094,7,6,4884.0,1664.0,7.186732186732187,28.74692874692875,0.1349628976429639,False,False,6.700000000000001,13.1919985,-7.434416,1179.0,9.0,7,1.5330612562039885 -424,True,GCGTTTCAGCTTGTTG-1,GCGTTTCAGCTTGTTG-1,2.0242732011430613,15.0,-0.07358062730616917,-0.030891240220429692,-9.330983,0.078763604,7,G1,1574.6309480667114,3,3,10590.0,3104.0,8.90462700661001,15.55240793201133,0.9796309612741497,False,False,3.8999999999999995,-16.248022,-1.3389395,1253.0,9.0,3,1.0793149764938728 -425,True,GCGTTTCAGGAACTCG-1,GCGTTTCAGGAACTCG-1,2.0017909000755822,15.0,-0.07444851807912907,-0.015773218114720135,-2.5234683,-4.344702,14,G1,1137.6243809461594,4,2,13348.0,3690.0,11.342523224453101,21.988312855858556,0.9206999030063117,False,False,1.6,-14.203999,-2.2558563,1924.0,9.0,4,1.0733894727636921 -426,True,GCGTTTCAGGATCACG-1,GCGTTTCAGGATCACG-1,1.967709755304794,15.0,-0.0919551651354266,-0.023417228755453354,-6.0315757,-9.812909,3,G1,1010.7253363877535,2,2,11666.0,3417.0,11.100634321961255,16.87810732041831,0.9511336335320776,False,False,3.0000000000000004,-15.330246,-9.283644,3214.0,9.0,2,1.0982061776526664 -427,True,GCGTTTCAGGTACAGC-1,GCGTTTCAGGTACAGC-1,1.8754535604837101,15.0,-0.09080379540837237,-0.003860186503558627,7.579875,9.429963,15,G1,1223.3936507850885,8,10,5641.0,1448.0,3.846835667434852,49.03385924481475,0.61855496032972,False,False,4.300000000000001,14.348682,10.16381,934.0,9.0,8,1.6166475945876415 -428,True,GCGTTTCAGGTTGCCC-1,GCGTTTCAGGTTGCCC-1,1.9499029409800286,15.0,-0.08448712077026158,-0.022439205193524662,-7.4234653,-6.185965,13,G1,1174.9671227037907,2,2,9597.0,3310.0,7.929561321246223,12.691466083150985,0.9604204617739387,False,False,3.4,-16.938093,-6.5025816,2978.0,9.0,2,0.8054144824310264 -429,True,GCGTTTCCACCGTGAC-1,GCGTTTCCACCGTGAC-1,2.081643073576501,15.0,-0.03609347463168062,-0.028820001080750043,-2.4651778,-5.6973424,19,G1,1286.2833405286074,2,2,2156.0,1020.0,27.040816326530614,4.962894248608534,0.9535516721691608,False,False,3.4999999999999996,-15.453573,-5.3314967,1249.0,9.0,2,0.8054144824310264 -430,True,GCGTTTCCAGCTGCCA-1,GCGTTTCCAGCTGCCA-1,1.9466911368327433,15.0,-0.12395255413645995,0.006007376929910137,-2.2944522,15.464206,2,S,1232.1421486735344,5,5,4302.0,1339.0,6.206415620641562,41.95722919572292,0.743193423594481,False,False,6.8999999999999995,-0.01046834,13.6125765,1294.0,9.0,5,0.8054144824310264 -431,True,GCGTTTCCATGGCTAT-1,GCGTTTCCATGGCTAT-1,1.9287115479219177,15.0,-0.09740269308868213,-0.02314803178512972,-10.3707695,-8.06818,10,G1,1157.9712169617414,3,7,15175.0,3987.0,6.9851729818780885,18.082372322899506,0.9740795629935742,False,False,4.0,-12.121913,-8.435523,2697.0,9.0,3,1.174952204829321 -433,True,GCGTTTCGTAGCGTAG-1,GCGTTTCGTAGCGTAG-1,1.9520738389292305,15.0,-0.09680622860382827,-0.0195520644068004,-6.0812874,-8.873951,25,G1,1082.416327252984,6,2,13225.0,3406.0,7.6521739130434785,17.83742911153119,0.9496429268315969,False,True,2.6,-14.478318,-8.829839,3362.0,9.0,6,1.0379934821247077 -434,True,GCGTTTCGTAGTGTGG-1,GCGTTTCGTAGTGTGG-1,1.8848002923439118,15.0,-0.09624085052171281,-0.00034100745024551876,10.313253,4.767892,26,G1,1036.6052235662937,9,9,5423.0,1564.0,4.33339479992624,45.4176654988014,0.6133969323817307,False,True,5.6,11.092388,4.607266,1174.0,9.0,9,1.115336184313886 -435,True,GCGTTTCGTATGCGTT-1,GCGTTTCGTATGCGTT-1,1.8908286834053516,15.0,-0.11207805738856084,-0.012879267882239948,1.4292498,3.4994023,12,G1,1632.7694101035595,1,1,7007.0,1801.0,5.794205794205794,45.46881689738833,0.611889558333002,False,False,4.199999999999999,10.062279,9.412356,1513.0,9.0,1,1.4750446060631406 -436,True,GCGTTTCGTCAAGCCC-1,GCGTTTCGTCAAGCCC-1,1.9793244788433022,15.0,-0.08567365803445987,-0.021554174450831583,-3.1899264,-1.9526285,19,G1,1395.3430116772652,2,2,11707.0,3289.0,10.344238489792431,15.905014094131715,0.9404946987332147,False,False,4.6,-13.329576,-2.34084,2294.0,9.0,2,1.6978102219916276 -437,True,GCGTTTCGTCGAATGG-1,GCGTTTCGTCGAATGG-1,1.9783355780166196,15.0,-0.08531803459645494,-0.030593654032190852,-8.064227,-7.8188386,10,G1,1308.6128604263067,3,2,9203.0,2953.0,11.887428012604586,12.593719439313267,0.9646991267972062,False,False,2.2,-14.2399435,-7.539477,2103.0,9.0,3,0.8054144824310264 -438,True,GCGTTTCGTCTAGGTT-1,GCGTTTCGTCTAGGTT-1,2.0039633883954897,15.0,-0.05874877798209569,-0.02572278559513492,-5.056116,-3.1967916,17,G1,1757.1379400640726,2,2,15829.0,4120.0,9.097226609387832,13.28574136079348,0.9650562207040994,False,False,4.7,-15.416959,-3.5250683,3852.0,9.0,2,1.802129890940226 -439,True,GCGTTTCGTGACAGGT-1,GCGTTTCGTGACAGGT-1,2.023416206185012,15.0,-0.06602568606362606,-0.029331534332560937,-5.504479,1.3208313,20,G1,1466.0097438246012,4,4,4965.0,2010.0,9.365558912386707,9.32527693856999,0.9522775733085661,False,False,5.7,-15.767346,0.952871,1718.0,9.0,4,1.290021396948959 -440,True,GCGTTTCGTTCGAAGG-1,GCGTTTCGTTCGAAGG-1,1.9752644734464588,15.0,-0.1363490248236485,-0.016630579698463037,1.5513514,15.252966,2,G1,1099.15285089612,5,5,4990.0,1392.0,9.39879759519038,42.28456913827655,0.7195369930497734,False,False,9.5,-2.099129,14.7687645,1387.0,9.0,5,1.4011142273600008 -441,True,GCGTTTCTCATTTGGG-1,GCGTTTCTCATTTGGG-1,1.886492977321364,15.0,-0.08472741832345376,0.005045431454759875,7.9674616,-2.7226562,22,S,1187.39734955132,6,8,3482.0,1397.0,8.271108558299828,26.3641585295807,0.46863271789780175,False,False,7.6000000000000005,14.983665,0.7728801,962.0,9.0,6,1.0169260766413897 -442,True,GCGTTTCTCCCAAGCG-1,GCGTTTCTCCCAAGCG-1,1.9015581455662387,15.0,-0.10609862603335811,-0.0028105496237303892,-2.0484564,14.427796,2,G1,1222.2123991549015,5,5,12699.0,3208.0,6.047720292936452,35.750846523348294,0.7326081582877823,False,False,6.999999999999998,0.71638346,14.672622,2130.0,9.0,5,1.076455644882097 -443,True,GCGTTTCTCCCGTTGT-1,GCGTTTCTCCCGTTGT-1,1.9506298066663137,15.0,-0.07136089107287204,-0.02116898394788601,-10.2033615,-6.3424973,10,G1,1139.548169568181,3,7,9854.0,3085.0,10.47290440430282,11.87335092348285,0.9777478723750416,False,False,3.1000000000000005,-12.08442,-7.3487835,2026.0,9.0,3,1.0611395816907838 -444,True,GCGTTTCTCTAGTCAG-1,GCGTTTCTCTAGTCAG-1,1.9964784082581721,15.0,-0.055700906815747374,-0.03759711496674763,-3.9054937,-2.2442648,19,G1,1543.690078958869,2,2,10767.0,3324.0,9.129748305006038,16.095476920219188,0.9532809659095467,False,False,2.6,-14.816743,-2.501882,1227.0,9.0,2,1.3051359729982455 -445,True,GCGTTTCTCTGCCCTA-1,GCGTTTCTCTGCCCTA-1,1.9656316325190635,15.0,-0.06069256120459873,-0.015190145644023312,-3.9933107,-3.5019958,13,G1,1099.6918728351593,2,2,9992.0,3250.0,7.7261809447558045,13.55084067253803,0.9573252455260762,False,False,2.9,-16.758545,-4.7086496,1533.0,9.0,2,1.1997971929725997 -446,True,GGTAACTAGATGCTTC-1,GGTAACTAGATGCTTC-1,1.8918720019597555,15.0,-0.09330599793876822,-0.0184775282050157,6.512094,5.2294383,12,G1,1636.7178554832935,1,9,5437.0,1542.0,4.027956593709766,45.42946477837042,0.611311013982174,False,False,3.8,10.914086,7.3337765,756.0,9.0,1,1.2396093642962331 -447,True,GGTAACTAGCCTCTGG-1,GGTAACTAGCCTCTGG-1,1.8887532887360579,15.0,-0.10111408230485952,-0.004433987388836122,2.8902223,1.7041141,12,G1,1200.6996416896582,1,1,4911.0,1342.0,4.846263490124211,46.97617593158216,0.6107310827294637,False,False,3.5,11.312934,8.372095,877.0,9.0,1,1.1652119799398735 -448,True,GGTAACTAGCTTAAGA-1,GGTAACTAGCTTAAGA-1,1.9113925680708361,15.0,-0.09511497961675365,-0.025200291393513645,-3.2451751,-14.225075,24,G1,1167.204173207283,10,7,12211.0,2947.0,8.754401768896896,23.70813201212022,0.9594379946591277,False,False,5.1,-7.8526325,-12.614308,2785.0,9.0,10,0.9400161588187672 -449,True,GGTAACTAGGGCGAAG-1,GGTAACTAGGGCGAAG-1,1.9699440082783706,15.0,-0.10878233422103392,-0.0013726262335715736,2.7056437,17.858658,18,G1,1063.50942184031,5,5,4547.0,1250.0,9.698702441170003,45.876402023312075,0.7218999254377241,False,False,5.700000000000001,-4.2892904,14.367057,649.0,9.0,5,1.2208709111950036 -450,True,GGTAACTAGTGCGTCC-1,GGTAACTAGTGCGTCC-1,1.9551212659862627,15.0,-0.09889392862430793,-0.01867137512225979,-9.528202,-9.777505,10,G1,1109.2821858525276,3,7,14708.0,3511.0,8.457982050584716,18.36415556159913,0.9687595297406814,False,False,5.2,-10.783125,-9.626292,4962.0,9.0,3,0.9702743922760952 -451,True,GGTAACTCACAAATCC-1,GGTAACTCACAAATCC-1,1.8759669373683747,15.0,-0.06802325170378722,-0.027163102640709903,5.75147,3.3351243,6,G1,1610.2430288791656,1,1,3627.0,1422.0,7.719878687620623,26.30272952853598,0.6032408273219441,True,True,4.700000000000001,12.920521,8.166678,1854.0,9.0,1,1.3799657090043111 -452,True,GGTAACTCAGACCTAT-1,GGTAACTCAGACCTAT-1,1.944626235055211,15.0,-0.09372083375991666,-0.023242899869066753,-7.742586,-9.708252,3,G1,1201.3187436759472,2,2,14031.0,3646.0,8.944480079823249,18.34509300833868,0.9535681952909236,False,False,4.1000000000000005,-13.738346,-9.0563,3166.0,9.0,2,1.0202116580598752 -453,True,GGTAACTCATCTCCCA-1,GGTAACTCATCTCCCA-1,2.033483917345862,15.0,-0.05485199446504899,-0.028545861247874088,-5.5598354,2.843624,14,G1,1399.1558936983347,4,4,4998.0,1969.0,13.505402160864346,10.504201680672269,0.9353594581749559,False,False,4.5,-15.4124,2.0603826,1233.0,9.0,4,1.0871745436712557 -454,True,GGTAACTGTCACGCTG-1,GGTAACTGTCACGCTG-1,1.9858006348937287,15.0,-0.08536124802156364,-0.02321540134089462,-7.772422,-1.0053236,9,G1,1360.5417627096176,2,2,10702.0,3188.0,9.091758549803775,16.65109325359746,0.9713656551610899,False,False,2.9,-15.644869,-1.7741287,1927.0,9.0,2,1.0390015412436735 -455,True,GGTAACTGTGACAGGT-1,GGTAACTGTGACAGGT-1,1.957304290672029,15.0,-0.11518228418070908,-0.007208030261447656,-1.4474683,14.716389,2,G1,1220.5084094703197,5,5,7530.0,1883.0,8.725099601593625,43.266932270916335,0.7371193816948719,False,False,7.799999999999999,0.42819965,13.944037,943.0,9.0,5,0.9538903929007907 -456,True,GGTAACTGTTACACAC-1,GGTAACTGTTACACAC-1,1.8857906178341237,15.0,-0.10188288408584617,-0.017670495192377116,6.6575985,4.4825907,12,G1,1251.1253600344062,1,9,9445.0,2382.0,5.897300158814187,43.23980942297512,0.6114860164741535,False,False,2.5000000000000004,10.531204,7.4353104,1691.0,9.0,1,0.9803736437095918 -457,True,GGTAACTGTTGGACCC-1,GGTAACTGTTGGACCC-1,1.9024341966254572,15.0,-0.11726949711445836,-0.013460392563490109,7.229759,10.083213,15,G1,1102.1117427647114,8,10,6993.0,1716.0,5.677105677105677,49.735449735449734,0.6190201929917489,False,False,4.4,14.629374,9.827219,1572.0,9.0,8,1.116711645410346 -458,True,GGTAACTTCCAATCCC-1,GGTAACTTCCAATCCC-1,1.99096553162365,15.0,-0.07060965099387748,-0.021836893934825553,-12.452853,-2.9943953,7,G1,1060.496095508337,3,3,9108.0,2988.0,9.541062801932368,13.790074659639878,0.999557244302952,False,False,4.7,-18.599064,-3.3331532,2449.0,9.0,3,1.134797514700434 -459,True,GGTAATCAGACGTCGA-1,GGTAATCAGACGTCGA-1,1.9408863585421237,15.0,-0.10409274709085438,-0.025884827615922645,-6.6967583,-8.433001,3,G1,1256.2316560298204,2,2,11513.0,3149.0,8.11256840093807,23.034830191956917,0.9499418506323816,False,False,5.0,-15.525059,-8.063196,2160.0,9.0,2,0.9503529382560777 -462,True,GGTAATCAGCTCTGTA-1,GGTAATCAGCTCTGTA-1,1.965317714071137,15.0,-0.08592764464281849,-0.025145371680025147,-8.6891775,-5.20088,13,G1,1294.8012250065804,2,3,12120.0,3504.0,8.556105610561056,15.825082508250825,0.9787106808347231,False,False,2.7000000000000006,-17.600815,-5.52944,3234.0,9.0,2,1.3323129786654517 -463,True,GGTAATCAGTCATCCA-1,GGTAATCAGTCATCCA-1,1.8952141853397164,15.0,-0.09300914755616117,-0.004979058477798833,1.5237654,4.588611,5,G1,1717.7054914981127,1,1,6509.0,1668.0,5.853433707174681,45.644492241511756,0.614626622547069,False,False,6.4,10.565291,11.511914,1246.0,9.0,1,0.8054144824310264 -464,True,GGTAATCAGTGCGTCC-1,GGTAATCAGTGCGTCC-1,1.9770971143775944,15.0,-0.0786451734747061,-0.023425388681303474,-10.664176,-1.3330064,7,G1,1573.1423325687647,3,3,7622.0,2759.0,8.121228024140645,13.185515612700078,0.9857140015934845,False,False,5.3,-16.834873,-2.2501268,3398.0,9.0,3,0.8054144824310264 -465,True,GGTAATCCAAGTAGTA-1,GGTAATCCAAGTAGTA-1,1.9326041014073199,15.0,-0.0775483355132815,-0.014841732257145607,-4.677714,-6.7852545,9,G1,1397.9825575202703,2,2,12974.0,3490.0,8.463080006166178,26.7303838446123,0.9449327314949466,False,False,2.4,-15.056797,-5.310502,2938.0,9.0,2,1.0123512893774396 -466,True,GGTAATCCACTTCAGA-1,GGTAATCCACTTCAGA-1,1.8828935913609999,15.0,-0.11616157770470616,-0.0029771863100975064,6.031983,3.5819085,6,G1,1624.7798773348331,1,1,7283.0,1870.0,3.7621859123987367,44.21254977344501,0.6069775310629637,False,False,4.5,12.706373,7.540646,743.0,9.0,1,1.7619741443073946 -467,True,GGTAATCGTATGAGCG-1,GGTAATCGTATGAGCG-1,1.9380398841722883,15.0,-0.09745939004839455,-0.0025259732473302335,0.72355986,6.9153223,5,G1,1656.4171461164951,1,1,4777.0,1248.0,9.776010048147374,47.079757169771824,0.6161805199712311,False,False,5.699999999999999,9.01557,11.998518,1159.0,9.0,1,1.2084786706331958 -468,True,GGTAATCGTCAAGCCC-1,GGTAATCGTCAAGCCC-1,1.9685775780255599,15.0,-0.08444370898767585,-0.015750375563740007,-2.285971,-0.46520284,14,G1,1134.3154958933592,4,4,10843.0,3073.0,10.98404500599465,23.1393525776999,0.8443196535411321,False,False,1.2,-12.340751,-1.3298858,4183.0,9.0,4,0.8054144824310264 -469,True,GGTAATCGTTCCGTTC-1,GGTAATCGTTCCGTTC-1,1.8857330027703727,15.0,-0.08848705846036635,0.008527493307551669,9.35844,-4.143062,23,S,1142.1055243462324,6,8,5942.0,1881.0,8.58296869740828,33.82699427802087,0.3696090746887515,False,False,7.1,14.362684,-2.0169702,1110.0,9.0,6,1.0050707685337341 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-560,True,TAACACGAGAGAGCGG-1,TAACACGAGAGAGCGG-1,1.9519468010960916,15.0,-0.11083144011262405,-0.030922217594768354,-6.886939,-1.6452265,20,G1,997.6873728185892,4,4,8712.0,2712.0,9.630394857667586,18.296602387511477,0.9669014308476728,False,True,3.9,-17.573704,-1.1268713,4199.0,9.0,4,1.0266563462822664 -561,True,TAACACGAGCACTCTA-1,TAACACGAGCACTCTA-1,1.8800594229410257,15.0,-0.10651561863833017,-0.01115114314866432,10.218443,-8.092923,11,G1,1207.382659688592,7,6,5170.0,1867.0,7.988394584139265,28.007736943907158,0.15314046665345904,False,False,5.999999999999999,13.461852,-7.689159,1354.0,9.0,7,1.3202140573738887 -562,True,TAACACGAGGCCTAGA-1,TAACACGAGGCCTAGA-1,1.9066860947618471,15.0,-0.08276749664614409,-0.02189224227870877,-1.940731,-13.490963,24,G1,1322.960656479001,10,7,13921.0,3520.0,8.081315997413979,17.778895194310753,0.9591470330235248,True,True,7.800000000000001,-6.241779,-12.402616,2666.0,9.0,10,0.9625685164062322 -564,True,TAACACGCAAGAGTAT-1,TAACACGCAAGAGTAT-1,1.9681571149831516,15.0,-0.1309402366484819,-0.02042872298829933,-1.5339167,13.3768425,2,G1,1069.8489926308393,5,5,9075.0,2272.0,9.234159779614325,38.53443526170799,0.7323363832717652,False,False,5.6,0.8702816,15.740313,1844.0,9.0,5,0.8054144824310264 -565,True,TAACACGCAATAGTAG-1,TAACACGCAATAGTAG-1,2.1425855976425883,15.0,-0.03134326993069457,-0.017434321641441382,-8.287345,-12.267354,16,G1,664.1168532222509,2,2,2673.0,761.0,11.485222596333708,2.05761316872428,0.9315222778269401,False,False,6.3,-15.337466,-11.092378,889.0,9.0,2,1.2895372537594163 -566,True,TAACACGCACTACACA-1,TAACACGCACTACACA-1,1.9202316397211454,15.0,-0.07498771809876684,-0.01825879797603801,-3.2467015,-12.256461,24,G1,1328.758084088564,10,7,16238.0,3638.0,7.89506096809952,21.203350166276635,0.9565544187994006,False,False,7.499999999999999,-7.074737,-11.0302725,3104.0,9.0,10,0.8054144824310264 -567,True,TAACACGCAGCTGCCA-1,TAACACGCAGCTGCCA-1,1.9600644415830377,15.0,-0.07321547751492852,-0.026157096311316054,-8.797946,-6.445177,10,G1,1274.639593333006,3,7,10315.0,3226.0,6.185167232186137,15.472612699951528,0.9719181562955227,False,False,3.1000000000000005,-12.837567,-6.6821237,3020.0,10.0,3,1.0586414463989005 -568,True,TAACACGCAGGTTCAT-1,TAACACGCAGGTTCAT-1,1.9014838718921419,15.0,-0.11782215530580094,-0.013612492429579435,0.5158483,3.83589,5,G1,1213.1601306647062,1,1,6239.0,1624.0,5.465619490302934,48.1968264144895,0.6099970246009617,False,False,2.6999999999999997,9.081205,8.622112,1430.0,9.0,1,0.8054144824310264 -569,True,TAACACGCATTATGCG-1,TAACACGCATTATGCG-1,1.8909426466267778,15.0,-0.11224465863155332,-0.00932828551071655,4.847835,1.59169,12,G1,1717.5075565129519,1,1,5873.0,1454.0,5.125148986889154,48.271752085816445,0.6069933511159287,False,False,5.3,12.610448,8.843966,1247.0,9.0,1,1.0898713919160035 -570,True,TAACACGGTCAAGCCC-1,TAACACGGTCAAGCCC-1,1.93274444151844,15.0,-0.0813911012586325,-0.010181242724866955,-4.103703,-14.271429,24,G1,1070.1442987173796,10,7,16706.0,3907.0,9.631270202322519,18.711840057464386,0.9598217932824393,False,False,3.5,-8.470448,-12.166748,4555.0,9.0,10,0.9358706416958789 -571,True,TAACACGGTGATTGGG-1,TAACACGGTGATTGGG-1,1.8990788546206345,15.0,-0.10789622622727958,-0.005769823017110282,9.915226,-8.788749,11,G1,1218.828633338213,7,6,5032.0,1620.0,7.452305246422894,35.59220985691574,0.11851404160697072,False,False,6.4,13.047045,-8.476495,1750.0,9.0,7,1.3469965854545554 -573,True,TAACACGGTTCGGCTG-1,TAACACGGTTCGGCTG-1,1.953453608866699,15.0,-0.09244408803350262,-0.02760640022106376,-11.70976,-3.587752,7,G1,996.6828173696995,3,3,1740.0,1106.0,2.586206896551724,8.218390804597702,0.9908771412137711,False,False,2.3,-18.703491,-2.6982446,5385.0,9.0,3,0.8054144824310264 -575,True,TAACACGTCAGGGATG-1,TAACACGTCAGGGATG-1,1.8740479403842105,15.0,-0.08824078591520453,-0.004802221630700598,7.6794186,-1.6484816,22,G1,1083.5563035309315,6,8,5940.0,1882.0,7.878787878787879,33.686868686868685,0.4853548748010588,False,False,5.1000000000000005,14.6604185,1.7181122,2001.0,9.0,6,1.2451788854830004 -576,True,TAACACGTCTGAATCG-1,TAACACGTCTGAATCG-1,1.9261569551853854,15.0,-0.11690768121041767,-0.016804736692211393,4.802303,2.3117132,12,G1,1822.1864954680204,1,1,4245.0,1161.0,10.789163722025913,42.94464075382803,0.6063914099100421,False,False,5.999999999999999,12.159952,8.022453,1398.0,9.0,1,1.4804076122355372 -577,True,TAGGAGGAGACGTCCC-1,TAGGAGGAGACGTCCC-1,1.9936098467109646,15.0,-0.08939515979007723,-0.026621780743491974,-11.501834,-6.559144,7,G1,1071.2746607661247,3,3,8895.0,2895.0,14.592467678471051,12.906127037661607,0.9749858074559021,False,False,2.6999999999999997,-17.884352,-6.1094074,3012.0,9.0,3,0.9661959181781773 -578,True,TAGGAGGAGCACCTGC-1,TAGGAGGAGCACCTGC-1,1.9632201369032927,15.0,-0.07868706192628899,-0.018419557634556504,-6.017016,-3.182112,7,G1,1567.4161136895418,3,2,15647.0,3804.0,7.400779702179332,24.113248546047167,0.968668689195569,False,False,3.3999999999999995,-13.986904,-3.6690094,2423.0,9.0,3,1.2558742398439324 -579,True,TAGGAGGAGGGCGAAG-1,TAGGAGGAGGGCGAAG-1,2.0329549554834716,15.0,-0.07078358665253386,-0.028795454987645196,-3.5725312,-5.272411,19,G1,1556.816163316369,2,2,7485.0,2516.0,14.762859051436205,15.537742150968604,0.95561288461176,False,True,3.7,-14.98978,-5.333673,2976.0,9.0,2,1.5613533066321073 -580,True,TAGGAGGAGTAGGAAG-1,TAGGAGGAGTAGGAAG-1,1.9445393533258113,15.0,-0.09305220036230434,-0.006706019165013826,2.2003303,2.010643,12,G1,1562.44801735878,1,1,5274.0,1634.0,14.125900644671976,33.10580204778157,0.6187772805208653,False,False,3.6999999999999997,11.38515,9.805123,1235.0,9.0,1,1.0069201340880614 -581,True,TAGGAGGAGTATAACG-1,TAGGAGGAGTATAACG-1,1.971208971634281,15.0,-0.0814286077177887,-0.016238080822293572,-6.0400753,-5.4865317,3,G1,1639.4385280311108,2,2,9108.0,2886.0,10.342555994729908,16.458058849363198,0.9610227431590741,False,False,4.2,-14.379485,-5.628166,2814.0,10.0,2,1.5492031698581938 -582,True,TAGGAGGAGTCATCCA-1,TAGGAGGAGTCATCCA-1,1.958917505708069,15.0,-0.08892664863720064,-0.020712163391854548,-10.122102,-7.210983,10,G1,1112.0317127853632,3,7,9770.0,2860.0,6.366427840327534,18.075742067553737,0.9765035255073727,False,False,4.0,-12.841159,-7.9210706,2648.0,9.0,3,1.5293952261509267 -583,True,TAGGAGGCAACCAATC-1,TAGGAGGCAACCAATC-1,1.9915012917264392,15.0,-0.08112713176649827,-0.025905524979639962,-8.806339,-5.3607373,10,G1,1223.1636317968369,3,3,7251.0,2469.0,9.695214453178872,15.694386981106055,0.9715453745571917,False,False,4.6000000000000005,-12.349511,-5.6623096,2531.0,9.0,3,1.280267109300333 -584,True,TAGGAGGCAACGCATT-1,TAGGAGGCAACGCATT-1,1.951175288911056,15.0,-0.09538257082041787,-0.022832975516875437,-10.283912,-8.639964,10,G1,1165.3721543550491,3,7,14046.0,3796.0,9.917414210451375,19.78499216858892,0.9718389029432524,False,False,3.7,-12.824407,-8.980664,3240.0,9.0,3,0.9545945411403118 -585,True,TAGGAGGCAAGTCGTT-1,TAGGAGGCAAGTCGTT-1,1.898853196175605,15.0,-0.10753085614695354,-0.004224803338899363,4.8282394,6.975618,12,G1,1354.5474991127849,1,1,5953.0,1696.0,4.4851335461112045,43.80984377624727,0.6126961983460109,False,False,5.1000000000000005,9.677133,7.8861136,1426.0,9.0,1,1.3709377976051438 -586,True,TAGGAGGCAATAGTAG-1,TAGGAGGCAATAGTAG-1,1.906703705366873,15.0,-0.11098770043313871,-0.02622781748995341,8.667967,-4.3739247,23,G1,1162.123053625226,6,8,4368.0,1453.0,11.057692307692308,34.40934065934066,0.38323220618685905,False,False,5.8,14.554498,-1.511154,844.0,9.0,6,1.0077115079891399 -587,True,TAGGAGGCACTACGGC-1,TAGGAGGCACTACGGC-1,1.8945286432571844,15.0,-0.11814864150735731,-0.010970622461545834,8.968799,1.4595244,22,G1,1235.2577348947525,6,9,7910.0,1916.0,6.8773704171934265,44.424778761061944,0.584689245662746,False,True,3.0,13.288368,4.29623,1516.0,9.0,6,1.2394139250314031 -589,True,TAGGAGGCATGGCTAT-1,TAGGAGGCATGGCTAT-1,1.9957486620315232,15.0,-0.07517682883846892,-0.024963075247329908,-4.832475,-2.2758834,17,G1,1531.5107227116823,2,2,9449.0,2955.0,10.91120753518891,13.38766006984866,0.9612734498808503,False,False,4.2,-16.416534,-3.5820715,2802.0,9.0,2,1.0928298243498888 -590,True,TAGGAGGGTAACGCGA-1,TAGGAGGGTAACGCGA-1,1.8943114395229252,15.0,-0.11367024448419799,-0.007417834544337951,8.9664135,4.5975585,26,G1,1318.4765589386225,9,9,5360.0,1483.0,7.201492537313433,44.14179104477612,0.6118644776664354,True,True,4.5,11.157627,6.006687,1589.0,9.0,9,0.9762847362179835 -591,True,TAGGAGGGTACTGAGG-1,TAGGAGGGTACTGAGG-1,1.9111135075418189,15.0,-0.0975639193894592,0.003496586344868515,7.855893,2.9994626,8,S,1228.6807295084,9,9,9229.0,2243.0,7.043016578177484,46.96066746126341,0.6070583258567167,True,True,2.3000000000000003,13.324407,6.3535943,1253.0,9.0,9,1.1295934572259603 -592,True,TAGGAGGGTATAGGAT-1,TAGGAGGGTATAGGAT-1,1.9047388680279134,15.0,-0.10867092448911385,-0.009207974178863342,8.05196,6.2594175,26,G1,1264.2727644443512,9,9,5051.0,1580.0,7.463868540882993,41.39774302118392,0.6121872918068108,False,False,2.8999999999999995,10.622946,6.5859957,899.0,9.0,9,0.8054144824310264 -593,True,TAGGAGGGTTAAGCAA-1,TAGGAGGGTTAAGCAA-1,2.0047318657593602,15.0,-0.09627396671465178,-0.014319834763420546,-0.5014523,12.927036,2,G1,913.4835133701563,5,5,7558.0,1997.0,15.347975654935167,38.54194231278116,0.7272525849375067,False,False,6.0,0.30898312,16.49458,804.0,9.0,5,0.9434651752928881 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-600,True,TAGGAGGTCCCAAGCG-1,TAGGAGGTCCCAAGCG-1,1.9988233354442089,15.0,-0.08232238881495414,-0.013305361277619525,-10.023526,-0.89700824,7,G1,1636.024218633771,3,3,8857.0,2730.0,10.116292198261263,13.300214519589026,0.9905414574355751,False,False,5.8,-16.8863,-1.8074914,3159.0,9.0,3,1.8620749307639513 -601,True,TAGGAGGTCTGAATCG-1,TAGGAGGTCTGAATCG-1,1.9755390933012411,15.0,-0.05818782099568162,-0.025867726700074832,-7.6753497,-5.6118655,3,G1,1525.7555863261223,2,3,7317.0,2562.0,12.641793084597513,13.953806204728714,0.9687611809688031,False,False,3.9999999999999996,-13.435364,-5.7192535,3470.0,9.0,2,1.503104343376727 -602,True,TATTGCTAGATACCAA-1,TATTGCTAGATACCAA-1,1.9070866497110317,15.0,-0.07991389060340508,-0.004506051176124416,9.32593,-3.0909312,23,G1,1135.5415417701006,6,8,9234.0,2404.0,7.894736842105263,38.650638943036604,0.4181061881323877,False,False,5.500000000000001,13.976861,-0.9212981,1089.0,9.0,6,1.2251818304999142 -603,True,TATTGCTAGATCACCT-1,TATTGCTAGATCACCT-1,1.9266722344769016,15.0,-0.08562675880102187,-0.012331060568886415,-7.2983637,-10.608932,3,G1,951.5102065950632,2,2,15998.0,4165.0,6.5070633829228655,15.226903362920366,0.9463928509981301,False,False,3.8000000000000003,-14.682517,-10.087637,2349.0,9.0,2,0.8054144824310264 -604,True,TATTGCTAGATGCTTC-1,TATTGCTAGATGCTTC-1,1.9743303445289562,15.0,-0.09102187898879661,-0.022934394242392728,-9.331853,-2.2512615,7,G1,1617.8079160153866,3,3,8908.0,2801.0,9.508307139649753,19.21867983834755,0.9820632590015091,False,False,3.4,-14.601277,-2.2881668,2320.0,9.0,3,1.3319839568445446 -605,True,TATTGCTAGCCTCTGG-1,TATTGCTAGCCTCTGG-1,1.8800771881632905,15.0,-0.0904163885242908,0.01165367959318427,4.6101127,6.668374,6,S,1341.8668562993407,1,1,5558.0,1890.0,6.009355883411299,31.30622526088521,0.611862629929599,False,False,2.3000000000000003,8.805046,8.334858,951.0,9.0,1,0.8054144824310264 -606,True,TATTGCTAGGCGTTAG-1,TATTGCTAGGCGTTAG-1,1.9859935626688883,15.0,-0.06646771039174042,-0.018050337245951932,-8.655784,-9.622894,10,G1,1014.7960696518421,3,7,17281.0,4125.0,12.823331983102829,15.132226144320352,0.962557742606879,False,False,3.6,-13.089811,-9.804615,2224.0,9.0,3,0.9486621989407168 -607,True,TATTGCTAGGGAGGTG-1,TATTGCTAGGGAGGTG-1,1.9061415325160354,15.0,-0.11683510376426946,-0.015768572681362794,4.17502,4.838518,12,G1,1885.7940989285707,1,1,7019.0,1573.0,4.744265564895284,51.56005128935746,0.6107605971140642,False,False,6.1000000000000005,11.098937,9.626065,620.0,9.0,1,1.6478300539323947 -608,True,TATTGCTAGGGCGAAG-1,TATTGCTAGGGCGAAG-1,2.027804671298693,15.0,-0.05233977798114638,-0.020878774474114525,-2.7238657,-3.794747,19,G1,1479.1154086738825,2,2,6437.0,2274.0,16.047848376572937,15.224483455025632,0.955874405266003,False,False,3.5999999999999996,-15.67815,-4.382188,1251.0,9.0,2,0.8054144824310264 -610,True,TATTGCTCAAGAGAGA-1,TATTGCTCAAGAGAGA-1,1.891930605834647,15.0,-0.11433378879416412,-0.011763889330034735,3.0062764,5.314927,12,G1,1824.0052290707827,1,1,6681.0,1628.0,3.2031133063912587,49.453674599610835,0.6119541482747788,False,False,4.3,10.297705,9.8838005,1205.0,9.0,1,1.8122603952358871 -611,True,TATTGCTCAATCTCGA-1,TATTGCTCAATCTCGA-1,1.9150316969527776,15.0,-0.07658623405117282,-0.006658361360799661,1.161219,5.803264,5,G1,1776.2699012160301,1,1,3930.0,1266.0,8.854961832061068,35.64885496183206,0.6148259145101724,False,True,6.999999999999999,9.851053,11.085645,1190.0,9.0,1,2.0300141177107736 -612,True,TATTGCTCAATCTGCA-1,TATTGCTCAATCTGCA-1,1.9669135554056636,15.0,-0.11489039881107223,-0.025672567217626487,0.77447677,15.4919405,2,G1,1103.8704384416342,5,5,6031.0,1844.0,7.345382192007959,37.07511192173769,0.7199471630829142,False,False,9.0,-2.1658297,14.3880825,853.0,9.0,5,1.0104332441636088 -614,True,TATTGCTCACTACCGG-1,TATTGCTCACTACCGG-1,1.8718859420492193,15.0,-0.09403471657618005,-0.02402908506789862,8.236633,-3.712775,23,G1,1183.099345177412,6,8,5899.0,1942.0,8.255636548567553,28.818443804034583,0.42929088800269155,True,True,6.099999999999999,14.692297,-0.43960133,1117.0,9.0,6,0.9821697393258806 -615,True,TATTGCTCAGCTGCCA-1,TATTGCTCAGCTGCCA-1,1.8737555261088272,15.0,-0.0604862293968781,-0.052713425222367466,1.7309469,7.3114247,27,G1,1403.9662496596575,8,1,2090.0,1122.0,17.99043062200957,4.784688995215311,0.6143930943732607,False,False,2.9000000000000004,8.399804,10.903099,2308.0,9.0,8,0.8054144824310264 -616,True,TATTGCTGTAACTTCG-1,TATTGCTGTAACTTCG-1,1.8948126947674881,15.0,-0.08535820721714361,-0.011225621312497363,4.356797,8.601131,27,G1,1214.0728960633278,8,1,7302.0,2001.0,6.628321007943029,44.23445631333881,0.6163432031403224,False,False,2.4000000000000004,10.990289,10.99788,756.0,9.0,8,1.0948064196618672 -617,True,TATTGCTGTAGCGTAG-1,TATTGCTGTAGCGTAG-1,1.9797172225717925,15.0,-0.07859703572788469,-0.02484835319084938,-9.045951,-4.4229503,10,G1,1245.0829603374004,3,3,8300.0,2715.0,10.421686746987952,13.975903614457831,0.9742969554402228,False,False,3.5,-12.618501,-4.9787755,3585.0,9.0,3,1.2018442938375378 -618,True,TATTGCTTCAGGGATG-1,TATTGCTTCAGGGATG-1,1.9089545029234216,15.0,-0.10762696836472022,-0.00938552879731359,4.163219,5.40932,12,G1,1825.055550545454,1,1,5118.0,1301.0,4.962876123485737,48.57366158655725,0.6113091972989818,False,False,5.6,10.245847,9.419679,729.0,10.0,1,0.8054144824310264 -619,True,TATTGCTTCCCGTTGT-1,TATTGCTTCCCGTTGT-1,2.0015330038093033,15.0,-0.0751844801092407,-0.03339808022846287,-5.5073676,-2.3917763,17,G1,1339.216727644205,2,2,8415.0,2716.0,9.257278669043375,13.475935828877006,0.9637132842311372,False,False,3.6999999999999997,-16.223825,-3.291715,2194.0,9.0,2,1.353259659144308 -620,True,TATTGCTTCGAACGCC-1,TATTGCTTCGAACGCC-1,1.9174056017507883,15.0,-0.12154031483893259,-0.019023988110820424,0.13392748,6.919147,5,G1,1593.244992658496,1,1,7677.0,1853.0,7.19030871434154,43.376318874560376,0.6214142120706734,False,False,4.6,10.100385,12.098377,1136.0,9.0,1,0.8054144824310264 -621,True,TATTGCTTCGACGCGT-1,TATTGCTTCGACGCGT-1,1.9324273332814896,15.0,-0.08494708678375285,-0.019088442039509566,-5.406357,-12.82145,10,G1,1129.1717528998852,3,7,9889.0,2925.0,7.472949742137729,18.293052887046212,0.9623369145433637,False,False,3.3,-9.209503,-11.29541,750.0,9.0,3,1.0673286967617488 -622,True,TATTGCTTCTCACTCG-1,TATTGCTTCTCACTCG-1,1.8928693454525043,15.0,-0.07926553404055146,-0.021331143006628188,9.19427,-3.3381388,23,G1,1149.6492844969034,6,8,5802.0,2062.0,10.806618407445708,24.57773181661496,0.4018455621903199,False,False,5.800000000000001,14.405481,-1.367888,1221.0,9.0,6,0.8054144824310264 -623,True,TCACGCTAGACCATTC-1,TCACGCTAGACCATTC-1,1.9358764036019767,15.0,-0.08450114542784468,-0.0024136032772996314,-0.87585026,14.758426,2,G1,1154.8566451966763,5,5,6187.0,1753.0,7.919831905608534,37.72426054630677,0.7304825662210855,False,False,4.4,-0.17387588,14.949865,1230.0,9.0,5,1.0708122203630395 -624,True,TCACGCTAGCTTGTTG-1,TCACGCTAGCTTGTTG-1,1.9295983379944566,15.0,-0.06831844721252084,-0.023258220815318944,8.287484,-7.3376813,11,G1,977.9713559746742,7,6,8617.0,3021.0,9.156318904491123,16.21213879540443,0.2550873974521062,False,False,4.5,14.770875,-6.873608,1894.0,9.0,7,1.204322462390436 -625,True,TCACGCTAGGTTACAA-1,TCACGCTAGGTTACAA-1,1.917598370403247,15.0,-0.11697190679436241,-0.02246702580766679,8.767438,-2.447984,22,G1,1082.6714586913586,6,8,6696.0,1895.0,9.214456391875746,40.59139784946237,0.4526181719319594,False,False,4.199999999999999,14.087333,0.79129505,707.0,9.0,6,1.224782928867908 -627,True,TCACGCTAGTCTTGGT-1,TCACGCTAGTCTTGGT-1,1.8558379357477308,15.0,-0.0692642745552534,-0.012321931323616392,10.518392,-6.497881,23,G1,1139.1971760690212,6,8,5583.0,2112.0,6.591438294823572,22.246104245029553,0.21041616705454178,False,False,5.800000000000001,14.226497,-5.623344,1564.0,9.0,6,0.8054144824310264 -628,True,TCACGCTCAAGAGTAT-1,TCACGCTCAAGAGTAT-1,1.952266103973654,15.0,-0.09151796129347158,-0.019058812591293044,-6.535925,-7.4793057,13,G1,1186.745100170374,2,2,16141.0,4043.0,7.973483675113066,19.39780682733412,0.9497117703169925,False,False,3.4,-16.34276,-7.2142253,2635.0,9.0,2,1.0662710483703537 -629,True,TCACGCTCAAGCCATT-1,TCACGCTCAAGCCATT-1,1.9417782664019234,15.0,-0.10417431173726105,0.006501996768671518,-3.1189823,13.856475,2,S,1151.8440171182156,5,5,5923.0,1762.0,8.678034779672464,37.41347290224548,0.7348773420002048,False,False,7.300000000000001,1.8395907,14.770291,1230.0,9.0,5,0.8054144824310264 -630,True,TCACGCTCAATCTGCA-1,TCACGCTCAATCTGCA-1,1.8984707797511062,15.0,-0.1094967910917838,-0.018822807808201263,7.747655,3.5896783,8,G1,1443.2493682354689,9,9,9051.0,2136.0,4.364158656502044,48.558170367915146,0.6092311620882579,False,False,4.6000000000000005,12.745442,6.0176916,1453.0,9.0,9,1.3141759901229113 -631,True,TCACGCTCACGCGCAT-1,TCACGCTCACGCGCAT-1,1.8688515322456323,15.0,-0.05465622822248078,-0.0167632394739267,8.283907,1.8873179,8,G1,1200.660037189722,9,9,8158.0,2798.0,8.936013728855112,22.309389556263792,0.5865466855217216,False,False,3.8000000000000003,13.770477,4.6235995,912.0,9.0,9,0.8054144824310264 -632,True,TCACGCTCAGACCTAT-1,TCACGCTCAGACCTAT-1,1.962214653271303,15.0,-0.07175594726235997,-0.03103892953169236,-7.1814423,-3.7455363,10,G1,1551.9388055950403,3,3,9351.0,3144.0,8.352047909314512,11.014864720350765,0.9702417474092274,False,True,2.9,-14.4363365,-3.954416,2827.0,9.0,3,1.609387040090457 -633,True,TCACGCTGTAATGCTC-1,TCACGCTGTAATGCTC-1,1.8917791795721983,15.0,-0.10519531707732785,-0.011351542282766337,9.372717,0.6513048,25,G1,1017.8341751247644,6,9,14442.0,3030.0,6.141808613765407,44.17670682730924,0.5730458820512577,False,False,3.9999999999999996,13.579727,3.9031665,2490.0,9.0,6,0.8054144824310264 -634,True,TCACGCTGTAGAATGT-1,TCACGCTGTAGAATGT-1,1.8636722261231293,15.0,-0.08966961231343117,-0.023263776639935483,9.217827,-1.5559161,25,G1,1069.0836197584867,6,8,5320.0,1825.0,7.293233082706767,31.93609022556391,0.48043261311745494,False,True,3.4,13.87444,1.517037,654.0,9.0,6,0.9413669634110602 -635,True,TCACGCTGTCAAGCCC-1,TCACGCTGTCAAGCCC-1,1.9083080410775757,15.0,-0.10433090146984136,0.0005656873589959949,4.2985473,4.856627,12,S,1853.3862182945013,1,1,5394.0,1491.0,6.3589173155357805,43.65962180200223,0.6104745356767937,False,False,5.8,10.889554,8.2876005,2058.0,9.0,1,0.8054144824310264 -636,True,TCACGCTGTCACGCTG-1,TCACGCTGTCACGCTG-1,1.960140040102747,15.0,-0.08536591248924275,-0.005447677980111584,1.7747018,16.22458,2,G1,1027.7385633736849,5,5,5686.0,1848.0,10.288427717200141,35.262047133309885,0.7183090376603622,False,False,6.6000000000000005,-2.614674,14.514374,815.0,9.0,5,1.0057120305185743 -638,True,TCACGCTGTTCGGCTG-1,TCACGCTGTTCGGCTG-1,2.1258546835451124,15.0,-0.015836319610745643,-0.04032383138434816,-8.188996,2.2816377,14,G1,1291.507243514061,4,4,1252.0,657.0,18.929712460063897,3.2747603833865813,0.9368169472494425,False,False,3.7,-13.461947,0.78384954,1452.0,9.0,4,1.4186430005075945 -639,True,TCACGCTGTTTGATCG-1,TCACGCTGTTTGATCG-1,1.8436882688256773,15.0,-0.08463564517246266,-0.016615330478779243,8.283134,4.271799,26,G1,1379.3460582569242,9,9,3211.0,1327.0,4.1420118343195265,34.25724073497353,0.610683651748799,False,False,4.3999999999999995,11.175912,6.1369376,970.0,9.0,9,1.4960005175783853 -640,True,TCACGCTTCCACGTAA-1,TCACGCTTCCACGTAA-1,2.012815984319007,15.0,-0.037597914368494155,-0.03428053722499051,-0.31822318,8.333308,5,G1,1276.149196445942,1,1,2379.0,1063.0,26.944094157208912,7.608238755779739,0.6250809681324047,False,False,5.7,8.998982,13.171636,899.0,10.0,1,0.9996232605453769 -641,True,TCACGCTTCGAACGCC-1,TCACGCTTCGAACGCC-1,1.909177500977344,15.0,-0.07979266758936981,-0.02429935140142176,0.3332711,7.3696394,5,G1,1577.436096638441,1,1,4454.0,1501.0,6.668163448585541,37.49438706780422,0.619000727623201,False,False,5.2,9.313559,12.228039,1205.0,9.0,1,1.2283639736538412 -643,True,TCCAGAAAGACCAGAC-1,TCCAGAAAGACCAGAC-1,1.9671669679117965,15.0,-0.11353691683342047,-0.012261029454732683,-1.8289365,15.900776,2,G1,1238.1832092776895,5,5,6527.0,1792.0,8.043511567335683,40.32480465757622,0.7320123422731535,False,False,7.7,0.33985654,14.037793,1711.0,9.0,5,1.559218234163678 -644,True,TCCAGAAAGGGAGGTG-1,TCCAGAAAGGGAGGTG-1,1.9578764122202192,15.0,-0.07879975530602298,-0.01667196662465959,-5.8836956,-7.1240983,3,G1,1400.6363264769316,2,2,12365.0,3454.0,9.640113222806308,18.803073190456935,0.9539930412932003,False,False,4.0,-14.618614,-7.2080727,2729.0,9.0,2,1.5319548011191668 -645,True,TCCAGAAAGGTTGGAC-1,TCCAGAAAGGTTGGAC-1,1.938653331955835,15.0,-0.09216120237900936,-0.01414828275912917,2.6460013,8.381447,5,G1,1443.043089300394,1,1,6653.0,1593.0,10.43138433789268,46.309935367503385,0.6122619410711685,False,False,3.1,7.8777804,10.73781,1169.0,9.0,1,0.8054144824310264 -646,True,TCCAGAAAGTAGTCTC-1,TCCAGAAAGTAGTCTC-1,1.9916160105803282,15.0,-0.10376633590206912,-0.006064753843304488,2.3826606,18.708853,18,G1,1213.2228570729494,5,5,4955.0,1260.0,9.8284561049445,45.18668012108981,0.7230214252264942,False,False,8.6,-4.2176175,15.082658,914.0,9.0,5,0.9587819215788999 -647,True,TCCAGAAAGTGGCCTC-1,TCCAGAAAGTGGCCTC-1,1.954206815115506,15.0,-0.09373638509279127,-0.02735922612548038,-8.988244,-8.687489,10,G1,1217.1231657117605,3,7,14404.0,3767.0,7.4076645376284365,18.994723687864482,0.9672262047850572,False,False,3.3,-13.471094,-9.081588,2558.0,9.0,3,0.8054144824310264 -649,True,TCCAGAAGTATACCTG-1,TCCAGAAGTATACCTG-1,1.903186077016388,15.0,-0.097704007739599,-0.009026670163672576,8.680523,-10.458825,21,G1,1304.3006233423948,7,6,4881.0,1887.0,8.809670149559517,22.249539028887522,0.06566872208947795,False,False,7.5,12.618439,-10.119822,1036.0,9.0,7,1.4355230139629744 -650,True,TCCAGAAGTCACGCTG-1,TCCAGAAGTCACGCTG-1,1.9572352480394377,15.0,-0.06952807388472185,-0.022515713445253563,-6.2285995,-8.825859,3,G1,1223.0178946256638,2,2,10281.0,3206.0,9.678046882598968,13.578445676490613,0.9532483018940371,False,False,4.0,-15.585749,-8.358909,3435.0,9.0,2,0.8054144824310264 -651,True,TCCAGAAGTCACTCGG-1,TCCAGAAGTCACTCGG-1,1.8650512867665967,15.0,-0.07362575234719484,-0.016134839281838995,8.839259,-14.046198,21,G1,1097.0887193381786,7,6,4086.0,1839.0,10.15663240332844,14.464023494860498,0.00575559420795318,False,False,7.0,10.032454,-11.33612,1589.0,9.0,7,1.214596760873807 -652,True,TCCAGAAGTCTAGGTT-1,TCCAGAAGTCTAGGTT-1,2.018551011489666,15.0,-0.07512960332076651,-0.03440862582959197,-4.158024,-1.0393155,20,G1,1380.711725756526,4,4,7054.0,2481.0,12.673660334561951,12.999716472923165,0.9557956457188042,False,False,2.5,-14.918872,-0.76789075,2188.0,9.0,4,0.8054144824310264 -653,True,TCCAGAAGTTAAGTCC-1,TCCAGAAGTTAAGTCC-1,1.9910924971871835,15.0,-0.08917010411829576,-0.03159354519438886,-9.643506,-4.760633,13,G1,1217.815705358982,2,3,10937.0,3315.0,8.676968089969828,11.813111456523727,0.9828030493649047,False,False,3.3,-17.817225,-5.0195236,2219.0,9.0,2,1.0240089423977876 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-661,True,TCGAAGTCAATCTCGA-1,TCGAAGTCAATCTCGA-1,2.015697292783301,15.0,-0.06056201550387597,-0.04719525350593312,9.20022,10.491923,15,G1,923.0555487126112,8,10,576.0,390.0,14.756944444444445,6.770833333333333,0.6266298216159808,False,False,4.5,15.438016,11.267436,879.0,9.0,8,0.8054144824310264 -662,True,TCGAAGTCACTACCGG-1,TCGAAGTCACTACCGG-1,2.000728791398067,15.0,-0.0724778671032713,-0.026515023578759577,-4.880422,-3.9350815,17,G1,1787.0381335318089,2,2,14003.0,3596.0,9.719345854459759,15.41812468756695,0.9632898205706526,False,False,5.2,-15.248407,-3.9588563,2795.0,9.0,2,1.8189474974340007 -663,True,TCGAAGTCATCTCCCA-1,TCGAAGTCATCTCCCA-1,1.9969715342896053,15.0,-0.06641693897611647,-0.019525290409677737,-5.168773,-1.9871955,20,G1,1194.5363852232695,4,4,12547.0,3583.0,11.74782816609548,12.4093408782976,0.9620218194993418,False,False,3.4999999999999996,-16.502924,-1.695164,4685.0,9.0,4,1.2828164428263784 -664,True,TCGAAGTCATTATGCG-1,TCGAAGTCATTATGCG-1,2.0017895851902914,15.0,-0.08718142454447704,-0.028609049996148786,-8.29914,-3.910493,10,G1,1203.6675989627838,3,3,2647.0,1185.0,19.304873441632036,10.011333585190782,0.9611119309724508,False,False,3.4,-12.756589,-3.9409451,2461.0,9.0,3,0.8054144824310264 -665,True,TCGAAGTGTCGTGCCA-1,TCGAAGTGTCGTGCCA-1,1.9002038975433235,15.0,-0.09260646131949266,-0.011750756394079144,9.132883,0.88479084,25,G1,1057.9851561188698,6,8,5697.0,1578.0,8.987186238371072,41.583289450588026,0.5724357493804056,False,False,3.7,14.52157,4.3227115,1887.0,9.0,6,0.8054144824310264 -666,True,TCGAAGTGTTAAGTCC-1,TCGAAGTGTTAAGTCC-1,1.9581467258610044,15.0,-0.11575102614331105,-0.016375943738647925,-2.6423528,14.797153,2,G1,1261.1751947253942,5,5,7408.0,1926.0,8.57181425485961,41.68466522678186,0.7318645753897091,False,False,7.7,1.2543212,14.202694,1134.0,9.0,5,1.1494006263450627 -668,True,TCGAAGTTCCATTGCC-1,TCGAAGTTCCATTGCC-1,1.9131149369327187,15.0,-0.1021042767540304,-0.0022509083619328893,7.99233,3.2500844,8,G1,1479.69571647048,9,9,9407.0,2231.0,7.345593706814075,43.371957053258214,0.6060463991473884,False,False,4.6,12.742836,6.085818,744.0,9.0,9,1.6225209498318787 -669,True,TCGAAGTTCCCAAGCG-1,TCGAAGTTCCCAAGCG-1,2.001869844770349,15.0,-0.06227077772769557,-0.013176373797655894,-3.2197552,-3.6598146,19,G1,1611.394123479724,2,2,11077.0,3103.0,10.318678342511511,16.737383768168275,0.9518225742479185,False,False,3.9999999999999996,-14.172669,-3.8595345,1749.0,9.0,2,1.5626794437614846 -670,True,TCGAAGTTCCTGCTAC-1,TCGAAGTTCCTGCTAC-1,2.0096767830436675,15.0,-0.061887638107150304,-0.03238751758761231,-5.2481937,0.2756698,4,G1,1526.6131178736687,4,4,5904.0,2342.0,16.073848238482384,10.060975609756097,0.9551937846575944,False,False,3.5999999999999996,-15.643944,0.25495446,1234.0,9.0,4,0.8054144824310264 -671,True,TCGAAGTTCTCACTCG-1,TCGAAGTTCTCACTCG-1,1.9790515183943522,15.0,-0.08357898465763129,-0.006456082864719697,-9.685635,-2.7006888,7,G1,1650.723553493619,3,3,11608.0,3236.0,6.874569262577532,14.19710544452102,0.993364325254691,False,False,5.6,-16.081768,-3.3927326,2230.0,9.0,3,1.8409411948210852 -672,True,TCGCTCAAGACGTCCC-1,TCGCTCAAGACGTCCC-1,1.9395417124089476,15.0,-0.09385538323093848,-0.015406723961333498,-4.695982,-11.585086,24,G1,1232.1851411163807,10,7,15523.0,3767.0,9.695290858725762,21.168588546028474,0.9619650459054542,False,False,4.400000000000001,-8.383047,-11.058127,2844.0,9.0,10,0.9962928677473688 -673,True,TCGCTCAAGATACCAA-1,TCGCTCAAGATACCAA-1,1.9485850268717886,15.0,-0.09436240659567915,-0.031114155875754168,-7.680683,-8.824037,3,G1,1238.53900629282,2,2,12370.0,3598.0,9.636216653193209,12.732417138237672,0.9579377055391868,False,False,3.9999999999999996,-14.338801,-8.451429,3087.0,9.0,2,1.3600913283917158 -674,True,TCGCTCAAGGATCACG-1,TCGCTCAAGGATCACG-1,1.8836556668506712,15.0,-0.10304514102279431,0.003789515169429228,4.6296215,6.688089,6,S,1551.5108725130558,1,1,5551.0,1649.0,5.5665645829580255,41.77625653035489,0.6124705495319507,False,False,3.6,10.415406,9.107108,1871.0,9.0,1,1.2197254860671147 -676,True,TCGCTCAAGTGTTGAA-1,TCGCTCAAGTGTTGAA-1,2.0199891448432687,15.0,-0.0818180911727505,-0.019644481840486373,-7.5972724,1.5781083,14,G1,1481.3613579571247,4,4,6399.0,1934.0,15.783716205657134,21.456477574621033,0.9524045432428312,False,False,4.1,-13.965091,-0.15573514,2268.0,9.0,4,1.5247417702332517 -677,True,TCGCTCACAATCTCGA-1,TCGCTCACAATCTCGA-1,1.9164413078043057,15.0,-0.10201732364444481,0.016263038282517912,6.478319,1.3585752,22,S,1310.566964611411,6,8,5623.0,1645.0,10.759381113284723,35.51484972434643,0.5826036892839831,False,True,3.3000000000000003,13.689241,6.2164187,1370.0,9.0,6,1.0197972111781748 -678,True,TCGCTCACACAAATCC-1,TCGCTCACACAAATCC-1,1.9852890712440843,15.0,-0.07646879043523469,-0.03245260567379723,-4.888874,-5.9145927,3,G1,1481.2204222232103,2,2,7180.0,2570.0,12.994428969359332,14.275766016713092,0.9579855244904801,False,False,3.8000000000000003,-14.941083,-5.9198976,2375.0,9.0,2,1.0158687321103217 -679,True,TCGCTCACACACCGCA-1,TCGCTCACACACCGCA-1,1.999204376925453,15.0,-0.058879037154677336,-0.011391860194289102,-12.018182,-3.5038552,7,G1,1007.3005505949259,3,3,6469.0,2435.0,11.284588035245015,10.61987942494976,1.0,False,False,5.0,-18.617264,-3.765828,1437.0,9.0,3,1.3173431684307069 -680,True,TCGCTCACACCCTCTA-1,TCGCTCACACCCTCTA-1,1.9462624274374065,15.0,-0.07382400620499448,-0.02416847470426486,-10.089146,-7.669301,10,G1,1105.5173516124487,3,7,13574.0,3631.0,6.954471784293502,19.640489170472964,0.9735823773914273,False,False,4.3,-12.637971,-8.288453,3433.0,9.0,3,1.6205254676928134 -681,True,TCGCTCACAGTTTCGA-1,TCGCTCACAGTTTCGA-1,1.8915648650614891,15.0,-0.09822328738044928,-0.016743998254108945,2.6616688,7.17605,5,G1,1477.4511660709977,1,1,5652.0,1535.0,5.201698513800425,46.77990092002831,0.6123430291435416,False,False,2.8000000000000003,8.828321,10.089671,970.0,9.0,1,1.1621394467763864 -683,True,TCGCTCAGTGCACAAG-1,TCGCTCAGTGCACAAG-1,2.006497646816203,15.0,-0.07879427002602445,-0.017901833013694555,-4.1339726,-4.0310006,17,G1,1740.5769593566656,2,2,8073.0,2700.0,15.384615384615385,9.537966059705191,0.9608805594016727,False,False,6.0,-14.290732,-4.621388,3458.0,9.0,2,0.8054144824310264 -684,True,TCGCTCAGTTAAGCAA-1,TCGCTCAGTTAAGCAA-1,1.9700584801713001,15.0,-0.07325021632501696,-0.026615847539000412,-7.657188,-2.0054142,9,G1,1325.4932126104832,2,2,12272.0,3472.0,11.3754889178618,21.789439374185136,0.971923813219599,False,False,2.8,-16.554491,-2.907848,2817.0,9.0,2,1.0305418786578064 -685,True,TCGCTCATCCTACAAG-1,TCGCTCATCCTACAAG-1,1.9785556257865555,15.0,-0.10125969936482485,-0.007976703808120569,1.6027129,15.568839,2,G1,1073.5921186804771,5,5,3947.0,1450.0,11.933113757284014,29.896123638206234,0.7192258740665514,False,False,9.0,-2.1932206,14.391827,923.0,9.0,5,1.1006156182254136 -686,True,TCGCTCATCCTTCACG-1,TCGCTCATCCTTCACG-1,1.973522896201295,15.0,-0.08369975095855868,-0.025903591671914604,-6.7747817,-4.5814643,13,G1,972.1545389294624,2,2,7737.0,2786.0,12.252811167119038,13.532376890267546,0.9587773208116617,False,False,2.7,-15.998331,-5.0962353,1726.0,9.0,2,1.0003902924206178 -687,True,TGCTCGTAGCACCTGC-1,TGCTCGTAGCACCTGC-1,1.8579265201413198,15.0,-0.10467112089784639,-0.035214631880570134,-2.7362394,12.5479765,2,G1,926.105884462595,5,5,13684.0,3697.0,3.7489038292896812,25.285004384682843,0.7028736497788481,False,False,3.8000000000000003,3.0671618,13.237379,1453.0,9.0,5,1.2201613949944972 -688,True,TGCTCGTAGCATTGAA-1,TGCTCGTAGCATTGAA-1,1.9046380056557495,15.0,-0.09523622334719847,-0.014615991451283568,8.05597,10.511884,15,G1,1107.310365691781,8,10,5643.0,1599.0,5.954279638490164,42.79638490164806,0.6297563560813222,False,False,6.3,15.06465,10.066391,1389.0,9.0,8,0.8054144824310264 -689,True,TGCTCGTAGCCTCTTC-1,TGCTCGTAGCCTCTTC-1,2.2012553001677158,15.0,-0.07729852691092999,-0.011064088733991647,-8.425517,-11.59289,16,G1,667.5909079015255,2,2,702.0,260.0,13.532763532763532,3.988603988603989,0.9361578595849888,False,True,5.5,-15.562806,-10.768108,502.0,9.0,2,0.9485778766191572 -690,True,TGCTCGTAGGCCTAGA-1,TGCTCGTAGGCCTAGA-1,1.8787996298189602,15.0,-0.0973596903829462,-0.008228954137414608,5.1466784,2.4985347,6,G1,1722.5439319610596,1,1,5180.0,1547.0,5.945945945945946,42.181467181467184,0.6028290183325881,False,False,4.2,12.601604,7.737241,775.0,9.0,1,1.5043685629660082 -692,True,TGCTCGTAGTATAACG-1,TGCTCGTAGTATAACG-1,1.9029590986195781,15.0,-0.10208298418587183,-0.009544096901998844,2.575842,5.2503543,12,G1,1693.3400313705206,1,1,6554.0,1710.0,7.155935306682942,45.69728410131218,0.6123075764130359,False,False,3.0999999999999996,11.253841,10.7593775,1036.0,9.0,1,0.8054144824310264 -693,True,TGCTCGTAGTGGCCTC-1,TGCTCGTAGTGGCCTC-1,1.9527954111443704,15.0,-0.0934065169378935,-0.023240545455601846,1.6277683,7.7308974,5,G1,1644.9857279360294,1,1,3342.0,998.0,15.320167564332735,36.65469778575703,0.6138171769359551,False,False,5.8999999999999995,8.81556,11.399123,1009.0,9.0,1,1.185433140001456 -694,True,TGCTCGTCAACGCATT-1,TGCTCGTCAACGCATT-1,1.9764199496084418,15.0,-0.10814717703308083,-0.018484488885105763,1.1048962,19.067942,18,G1,1236.2221630066633,5,5,5540.0,1727.0,10.667870036101084,36.35379061371841,0.7243678254301371,False,False,7.2,-4.5346007,15.811884,1484.0,9.0,5,0.8054144824310264 -696,True,TGCTCGTCACCGTGAC-1,TGCTCGTCACCGTGAC-1,2.017170651269734,15.0,-0.08169076698592634,-0.038972218980803656,-11.237457,-2.5500104,14,G1,1364.8111157864332,4,3,6763.0,2642.0,11.932574301345557,10.217359160136034,0.994136009278356,False,False,4.0,-17.435148,-2.7646334,2525.0,9.0,4,0.8054144824310264 -697,True,TGCTCGTCATGAATAG-1,TGCTCGTCATGAATAG-1,1.9623875537805024,15.0,-0.07235568731138896,-0.02553361979556653,-11.752244,-2.450853,7,G1,1144.3104189932346,3,3,10623.0,3377.0,10.11955191565471,12.830650475383601,0.998351773163012,False,True,4.0,-18.351603,-2.8916817,3126.0,9.0,3,1.1935534825687564 -698,True,TGCTCGTGTACTGAGG-1,TGCTCGTGTACTGAGG-1,1.9858896821608998,15.0,-0.07411883945372134,-0.009942708842368295,-5.8816123,-6.8266935,25,G1,849.8574360609055,6,2,7649.0,2699.0,14.537848084716957,15.07386586481893,0.9155101123985143,False,True,3.4000000000000004,-16.259775,-7.330807,2182.0,9.0,6,0.899061679436515 -699,True,TGCTCGTGTCAAGCCC-1,TGCTCGTGTCAAGCCC-1,1.8748626623162896,15.0,-0.09138556262179273,-0.014298765448484407,6.425994,-1.1642622,22,G1,1049.7662628293037,6,8,5225.0,1654.0,5.645933014354067,40.17224880382775,0.5205849077250941,False,False,4.199999999999999,14.694947,2.7314882,1632.0,9.0,6,0.9895195640099048 -700,True,TGCTCGTGTCTAGGTT-1,TGCTCGTGTCTAGGTT-1,2.054112133552775,15.0,-0.0640941049821096,-0.036757635508340034,-5.275005,3.516658,14,G1,1464.3138327896595,4,4,4582.0,1903.0,9.602793539938892,10.650371017023135,0.9385021061215706,False,False,5.699999999999999,-14.6442995,1.6346612,1597.0,9.0,4,0.8054144824310264 -701,True,TGCTCGTGTTCCACGG-1,TGCTCGTGTTCCACGG-1,2.023594136425409,15.0,-0.07564997548061698,-0.024741966661985977,-4.052011,0.07990292,14,G1,1440.4397929161787,4,4,11260.0,3313.0,8.943161634103019,17.841918294849023,0.9472986526985316,False,False,4.699999999999999,-14.706867,-0.23539524,1189.0,9.0,4,1.0506509094123777 -702,True,TGCTCGTGTTGGGATG-1,TGCTCGTGTTGGGATG-1,1.9134716533111513,15.0,-0.09999172554141952,-0.0024481513064159525,1.6725556,5.78431,5,G1,1779.306372821331,1,1,5722.0,1418.0,7.829430269136665,49.108703250611676,0.61331692087955,False,False,6.6,9.656051,10.708947,1647.0,9.0,1,1.4837678568491623 -703,True,TGCTCGTTCATGCCCT-1,TGCTCGTTCATGCCCT-1,1.881934595308163,15.0,-0.11252771860175467,-0.010632253407736582,5.493402,4.9906754,12,G1,1506.100800678134,1,1,6979.0,1763.0,4.585184123799971,45.794526436452216,0.6079674215041945,False,False,2.9,11.018494,7.689675,910.0,9.0,1,1.0613058845862255 -704,True,TGCTCGTTCCGAGAAG-1,TGCTCGTTCCGAGAAG-1,1.9029217099536027,15.0,-0.09267053623989505,-0.014833936924749738,11.21525,-6.7385354,11,G1,1160.5451955497265,7,6,6573.0,1938.0,9.736802069070439,33.91145595618439,0.22840552035639494,False,False,4.6000000000000005,13.62536,-5.5181084,1464.0,9.0,7,0.8054144824310264 -705,True,TGCTCGTTCGTCGGGT-1,TGCTCGTTCGTCGGGT-1,1.9369948068584733,15.0,-0.08932438612635764,-0.02553557796394498,8.273165,-7.599273,11,G1,992.153044089675,7,6,12315.0,3459.0,8.932196508323184,19.53714981729598,0.2539868940414648,False,False,4.2,14.435333,-7.403716,1448.0,9.0,7,1.2294035465817903 -706,True,TGCTCGTTCGTTTACT-1,TGCTCGTTCGTTTACT-1,1.9277159086446656,15.0,-0.07036862584310155,-0.0184053210417798,-3.7497492,-11.8405,24,G1,1286.8815755099058,10,7,11728.0,3299.0,8.995566166439291,17.573328785811732,0.9600926057890252,False,False,6.299999999999999,-7.61334,-11.685133,1441.0,9.0,10,1.1476447307389888 -707,True,TGGTACAAGACGTCGA-1,TGGTACAAGACGTCGA-1,2.004295999361444,15.0,-0.07562541684067492,-0.02299019299881922,-5.9322824,-2.6855078,9,G1,1719.1389792710543,2,2,9184.0,2770.0,11.770470383275262,19.52308362369338,0.964511877220525,False,False,3.9999999999999996,-15.622446,-2.7776437,2082.0,9.0,2,1.7048563686127152 -708,True,TGGTACAAGCACTCTA-1,TGGTACAAGCACTCTA-1,2.0643182157987736,15.0,-0.06740167147916143,-0.029723474391037633,-5.4121566,3.4130397,14,G1,1457.841810375452,4,4,5797.0,1973.0,12.937726410212179,14.352251164395376,0.9282918028979709,False,False,6.0,-14.124995,1.4777582,781.0,9.0,4,1.895003129573888 -709,True,TGGTACAAGCAGCCCT-1,TGGTACAAGCAGCCCT-1,1.9026842717308456,15.0,-0.10187769054590697,-0.001048259636526199,3.9137306,6.1722093,12,G1,1354.2896008491516,1,1,7233.0,1958.0,7.286050048389327,40.32904742154016,0.6119232935801731,False,False,2.5000000000000004,10.355409,9.417555,1499.0,9.0,1,0.9803736437095918 -710,True,TGGTACAAGGTCTACT-1,TGGTACAAGGTCTACT-1,1.8911326893078662,15.0,-0.07767227803005977,-0.028746873407067573,10.118851,-12.190447,21,G1,1217.8547803610563,7,6,3900.0,1627.0,10.23076923076923,17.46153846153846,0.028254068653785484,False,False,5.0,11.34842,-11.202848,1267.0,9.0,7,0.8054144824310264 -711,True,TGGTACACAAGTCGTT-1,TGGTACACAAGTCGTT-1,1.9103384377242905,15.0,-0.13589125098307445,-0.016662831306742443,3.7740633,3.0617135,12,G1,1586.2375886291265,1,1,5563.0,1304.0,4.2782671220564445,51.86050692072623,0.6135241267667881,False,False,4.7,12.616341,9.805595,1417.0,9.0,1,1.0211365684291407 -712,True,TGGTACACAATCAAGA-1,TGGTACACAATCAAGA-1,1.9062022761246855,15.0,-0.06721210176296277,-0.017700977226286645,9.301143,-10.953219,21,G1,1296.3735474646091,7,6,4192.0,1667.0,12.95324427480916,18.606870229007633,0.04739248647864181,False,False,6.6,11.804786,-10.518646,961.0,9.0,7,1.890189192948571 -713,True,TGGTACACATGGCTAT-1,TGGTACACATGGCTAT-1,1.9939949435103408,15.0,-0.06535287668070865,-0.016464587714196233,-5.233852,-1.9723355,9,G1,1663.3033603727818,2,2,15500.0,3830.0,10.019354838709678,16.36774193548387,0.9603734595332298,False,False,2.7,-14.778332,-2.5045917,4188.0,10.0,2,1.5302818959712985 -714,True,TGGTACACATGTTCGA-1,TGGTACACATGTTCGA-1,2.0816411151407244,15.0,-0.054978283577986696,0.0077873192932065086,10.477175,2.6624699,25,S,808.9151745140553,6,9,564.0,355.0,28.54609929078014,6.560283687943262,0.6328648247165117,False,True,2.0,11.687203,3.3552747,2381.0,9.0,6,0.8054144824310264 -715,True,TGGTACAGTAACTTCG-1,TGGTACAGTAACTTCG-1,1.944688244505543,15.0,-0.0718212767220713,-0.024312997577003663,-8.757403,-5.6888995,10,G1,1309.0606059283018,3,3,9521.0,2998.0,9.515807163113118,15.51307635752547,0.9688419358431407,False,False,3.8000000000000003,-12.672276,-6.2802315,2813.0,9.0,3,1.0999347589582273 -716,True,TGGTACAGTCGTGCCA-1,TGGTACAGTCGTGCCA-1,1.9743895223305992,15.0,-0.1180362110078446,-0.013022978013333922,1.1733916,15.332442,2,G1,1106.8139469772577,5,5,4505.0,1467.0,10.366259711431743,36.958934517203105,0.7195504465318351,False,False,9.200000000000001,-1.959967,14.826358,560.0,9.0,5,1.248793220324594 -717,True,TGGTACAGTTAAGTCC-1,TGGTACAGTTAAGTCC-1,2.0052163478038985,15.0,-0.08232316880676963,-0.029941410615868413,-6.121143,-0.07703727,19,G1,1549.5485635846853,2,4,6970.0,2489.0,16.499282639885223,6.829268292682927,0.9664943867705973,False,False,3.3,-14.506975,-1.1525476,2504.0,9.0,2,1.0796593453050356 -718,True,TGGTACATCACAAGAA-1,TGGTACATCACAAGAA-1,1.9087888615193525,15.0,-0.07991571616344173,-0.015331485282082164,4.5097537,3.3156636,12,G1,1812.7740164548159,1,1,5253.0,1568.0,9.308966304968589,38.14962878355226,0.6111591756128197,False,False,5.500000000000001,12.351362,9.53583,1436.0,9.0,1,1.7382680596526896 -719,True,TGGTACATCCTGCTAC-1,TGGTACATCCTGCTAC-1,1.8876826057782135,15.0,-0.10865942957313936,-0.015512719646262219,4.648127,4.322025,6,G1,1702.2992860525846,1,1,6193.0,1731.0,5.603100274503472,43.72678830938156,0.6119303235052337,False,False,2.9,11.735623,9.060129,1099.0,9.0,1,1.4065931698728518 -720,True,TGGTACATCCTTCACG-1,TGGTACATCCTTCACG-1,1.9974978974785114,15.0,-0.08004887991688274,-0.011995778393580799,-9.755837,-3.6560767,10,G1,1269.9728217571974,3,3,9373.0,2957.0,6.828123332977702,8.791208791208792,0.9850314569033785,False,False,3.8000000000000003,-13.145911,-5.1307683,2334.0,9.0,3,1.3905506255957503 -721,True,TGGTACATCGCGGTAC-1,TGGTACATCGCGGTAC-1,1.9861702677708417,15.0,-0.08086381434844428,-0.0170025602232003,-3.921139,-3.8080227,19,G1,1563.0256024301052,2,2,7706.0,2315.0,9.680768232546068,15.792888658188424,0.9503294105291532,False,False,4.0,-13.875796,-4.3224316,784.0,9.0,2,1.2764001638668243 -722,True,TGGTACATCGTAGAGG-1,TGGTACATCGTAGAGG-1,2.0379557063454006,15.0,-0.044605027775162405,-0.021193761101783587,-5.155376,-5.1119237,3,G1,1101.6976715177298,2,2,3800.0,1660.0,21.86842105263158,11.078947368421053,0.9498818601705068,False,False,2.4,-17.015408,-5.9378247,1734.0,9.0,2,0.8054144824310264 -723,True,TGGTACATCTGTGCGG-1,TGGTACATCTGTGCGG-1,1.8860542898113724,15.0,-0.1084213719553249,-0.02642675688499331,6.8260283,-2.3086681,22,G1,1128.3589890897274,6,8,10194.0,2540.0,7.318030213851285,40.955463998430446,0.4796580700076769,False,False,6.1,14.870863,1.4870076,2343.0,9.0,6,0.8054144824310264 -724,True,TGGTACATCTTAGCCC-1,TGGTACATCTTAGCCC-1,1.917364680268752,15.0,-0.07432804270267496,-0.02057432293736497,-3.411143,-12.941483,24,G1,1334.5839346796274,10,7,11723.0,2862.0,8.410816343939265,18.015866245841508,0.9594457652444184,False,True,7.0,-7.72156,-11.5654745,2027.0,9.0,10,1.357837327667586 -725,True,TGTCCTGAGACCAGAC-1,TGTCCTGAGACCAGAC-1,1.9440843478251237,15.0,-0.08817014152731359,-0.02356311469871993,-2.1106577,-4.3707504,19,G1,1251.6893403232098,2,2,12461.0,3445.0,7.655886365460236,27.975282882593692,0.9505496029097,False,True,3.4000000000000004,-14.984768,-3.716016,3853.0,9.0,2,0.8054144824310264 -726,True,TGTCCTGAGATCACCT-1,TGTCCTGAGATCACCT-1,1.9656132902217094,15.0,-0.091232798940644,-0.027955299018585695,0.45000005,15.490623,2,G1,1105.997310757637,5,5,4237.0,1416.0,9.794666037290536,34.41113995751711,0.7203067558848951,False,False,8.3,-1.930388,14.350856,607.0,9.0,5,1.4729340716123187 -727,True,TGTCCTGAGCAGCCCT-1,TGTCCTGAGCAGCCCT-1,1.9734430199328175,15.0,-0.12466789045697432,-0.012944363877971479,-4.765042,-5.4361906,9,G1,1279.3510907292366,2,2,14915.0,3096.0,10.3855179349648,29.782098558498156,0.945398541154095,False,False,2.8,-16.278988,-4.7119308,1386.0,9.0,2,0.8054144824310264 -728,True,TGTCCTGAGCTCACTA-1,TGTCCTGAGCTCACTA-1,2.0129199589867244,15.0,-0.046455346585956465,-0.027795147866941032,-3.833991,1.2910342,14,G1,1428.452069401741,4,4,15384.0,3738.0,7.722308892355694,16.978679147165888,0.9415303607827716,False,False,5.800000000000001,-14.903009,0.63063896,1937.0,9.0,4,1.5524679448293264 -731,True,TGTCCTGCAAGAGTAT-1,TGTCCTGCAAGAGTAT-1,1.880229815854178,15.0,-0.08976118113084655,-0.010429224770543453,8.716928,2.0649524,8,G1,1258.5271293222904,9,9,5949.0,1851.0,7.060010085728694,35.56900319381408,0.6026359538116105,False,True,4.6,13.277973,5.3792305,1005.0,9.0,9,1.5090271454508366 -732,True,TGTCCTGCAATCAAGA-1,TGTCCTGCAATCAAGA-1,1.9121122231911436,15.0,-0.10220777520834244,-0.00827667083883044,9.207056,5.1361117,26,G1,1121.9906817749143,9,9,4100.0,1179.0,10.439024390243903,43.4390243902439,0.6132679830460128,False,False,3.4000000000000004,11.08734,5.405723,1516.0,9.0,9,0.994405497775594 -733,True,TGTCCTGCAGCAGTGA-1,TGTCCTGCAGCAGTGA-1,1.9741747581081432,15.0,-0.09282845928220478,-0.027166726210659103,-8.237478,-2.2110348,20,G1,1318.79146258533,4,3,6557.0,2306.0,9.791062986121702,13.25301204819277,0.9759200356607102,False,True,2.5999999999999996,-17.649857,-2.1510115,2227.0,9.0,4,1.0266563462822664 -734,True,TGTCCTGCAGGTTCAT-1,TGTCCTGCAGGTTCAT-1,2.011345775358929,15.0,-0.08083217385542966,-0.02359120563004058,-6.9259295,1.5645906,4,G1,1491.2352100163698,4,4,10800.0,3106.0,8.36111111111111,13.703703703703704,0.9553014294977409,False,False,4.9,-14.776884,0.6592473,2221.0,9.0,4,1.7596138170802211 -735,True,TGTCCTGCATCAGTGT-1,TGTCCTGCATCAGTGT-1,2.0371746282503764,15.0,-0.06859238007127956,-0.020697888361983174,-6.848836,-6.4982953,3,G1,1340.3999814540148,2,2,6118.0,2264.0,16.181758744687805,11.768551814318405,0.9647265414578146,False,False,4.2,-15.285648,-6.284294,1849.0,9.0,2,1.2565453708589873 -736,True,TGTCCTGCATCCTATT-1,TGTCCTGCATCCTATT-1,1.8925517654975101,15.0,-0.07222736615686572,-0.03439407005768594,9.25675,-9.098481,11,G1,1232.3332973569632,7,6,3839.0,1548.0,14.11825996353217,13.961969262828863,0.1103943871471451,False,False,6.300000000000001,13.458703,-9.040423,1174.0,9.0,7,1.1538380923351783 -737,True,TGTCCTGCATGAAGGC-1,TGTCCTGCATGAAGGC-1,1.9236508661044558,15.0,-0.11994642799308824,-0.0072494272686586345,3.3905487,2.6621463,12,G1,1779.5438902527094,1,1,7825.0,1646.0,8.447284345047922,49.78913738019169,0.611382959772176,False,False,5.4,12.046296,9.274032,838.0,9.0,1,1.5503286204324531 -738,True,TGTCCTGGTAACTTCG-1,TGTCCTGGTAACTTCG-1,1.9935006662436916,15.0,-0.08749817673860144,-0.027152448235304504,-8.838496,-3.423599,7,G1,1656.2593463212252,3,3,8115.0,2590.0,9.661121380160196,19.71657424522489,0.9820539815447719,False,False,4.2,-14.19843,-3.4327896,2818.0,9.0,3,1.4709352270695035 -739,True,TGTCCTGGTAGAATGT-1,TGTCCTGGTAGAATGT-1,1.9252233422202916,15.0,-0.0851615540486835,-0.007476365747280431,5.4570036,8.590933,27,G1,1059.1375079900026,8,1,6932.0,1864.0,8.799769186381997,44.0132717830352,0.615222212255545,False,False,2.7,11.137352,11.336961,911.0,9.0,8,1.4194593160291944 -740,True,TGTCCTGGTAGCGTAG-1,TGTCCTGGTAGCGTAG-1,1.957688685325323,15.0,-0.11743777365381364,-0.0016742928003249218,0.29628354,12.34783,2,G1,874.7393051683903,5,5,5136.0,1768.0,9.871495327102803,33.31386292834891,0.7250754621375203,False,False,7.1000000000000005,-0.48804674,16.727488,1163.0,9.0,5,0.9362699326799151 -741,True,TGTCCTGGTATAGGAT-1,TGTCCTGGTATAGGAT-1,1.9754912911559004,15.0,-0.11724692527246106,-0.003286104085647206,2.1683464,18.888487,18,G1,1217.0519406348467,5,5,3672.0,1199.0,9.667755991285404,38.3442265795207,0.7233762333126846,False,False,9.3,-3.9285257,15.4664755,738.0,9.0,5,1.7829168942005256 -742,True,TGTCCTGGTCACTCGG-1,TGTCCTGGTCACTCGG-1,1.8877548610826922,15.0,-0.10858152879149881,-0.004433987388836122,1.9156111,3.575112,12,G1,1723.6746903955936,1,1,4911.0,1373.0,6.373447363062513,46.42638973732437,0.6109081962773073,False,False,3.8,10.680849,9.2193365,1216.0,9.0,1,1.2449347700414877 -743,True,TGTCCTGGTCCACACG-1,TGTCCTGGTCCACACG-1,1.8651994322952643,15.0,-0.05714878313462741,-0.012393644667660218,8.948169,-3.853235,23,G1,1172.0634506344795,6,8,4025.0,1751.0,6.136645962732919,20.29813664596273,0.385913429808859,False,False,6.000000000000001,14.361672,-1.8630714,1197.0,9.0,6,1.3984666828444978 -744,True,TGTCCTGGTGACAGGT-1,TGTCCTGGTGACAGGT-1,2.1044371472376504,15.0,-0.04664805145368088,-0.02866048077956508,-6.0115957,3.9681327,14,G1,1396.805547952652,4,4,2710.0,1193.0,20.66420664206642,9.59409594095941,0.932409247898045,False,False,6.8,-14.557359,2.8455603,1966.0,9.0,4,0.8054144824310264 -745,True,TGTCCTGGTGCCTTCT-1,TGTCCTGGTGCCTTCT-1,1.8599432686230368,15.0,-0.08198562118747262,-0.038779218602953164,9.035441,-13.116464,21,G1,1100.6179761737585,7,6,4944.0,2067.0,8.353559870550162,15.29126213592233,0.01138698590317793,False,False,6.0,11.052999,-11.904284,890.0,9.0,7,1.1903291071671906 -747,True,TGTCCTGTCCTGCTAC-1,TGTCCTGTCCTGCTAC-1,1.9438201957052987,15.0,-0.08914412301135688,-0.02854755328545661,-2.8329115,-2.476909,19,G1,1356.29573084414,2,2,9895.0,3083.0,8.29711975745326,13.623041940373927,0.9495302697137441,False,False,3.5000000000000004,-14.351428,-2.7654119,2573.0,9.0,2,0.8054144824310264 -748,True,TGTCCTGTCCTTATCA-1,TGTCCTGTCCTTATCA-1,1.8739426976336102,15.0,-0.09084828777012971,-0.02692042923361035,10.124462,-9.719194,21,G1,1273.2722176611423,7,6,4867.0,1887.0,7.643312101910828,18.24532566262585,0.08095612650161749,False,False,6.1,12.764945,-9.372049,1108.0,9.0,7,0.8054144824310264 -749,True,TGTCCTGTCGCCTTGT-1,TGTCCTGTCGCCTTGT-1,2.0391777688168444,15.0,-0.06475327887057554,-0.01786127512728626,-8.414596,0.8401632,4,G1,1488.4632907807827,4,4,3748.0,1612.0,14.541088580576307,10.005336179295623,0.9729194677056379,False,False,5.6,-14.48177,-0.31520638,2084.0,9.0,4,1.1399911048344968 -750,True,TGTCCTGTCGTCGGGT-1,TGTCCTGTCGTCGGGT-1,2.0455329391093113,15.0,-0.0664465838119449,-0.027784874808380176,-4.7377,-1.5307406,20,G1,1450.8899179548025,4,4,6080.0,2233.0,10.707236842105264,13.388157894736842,0.9588598092610706,False,False,2.3000000000000007,-15.264599,-2.0068157,7171.0,9.0,4,1.6103570683267916 -751,True,TGTCCTGTCTCGAGTA-1,TGTCCTGTCTCGAGTA-1,1.8962142807611084,15.0,-0.12022368531598933,-0.011267283412213851,2.4431252,7.9659977,5,G1,1650.7070639953017,1,1,7275.0,1830.0,4.769759450171821,46.87285223367697,0.6145300802073601,False,False,4.6000000000000005,9.472733,10.841999,1164.0,9.0,1,1.4207972118459975 -752,True,TGTGATGAGACCATTC-1,TGTGATGAGACCATTC-1,1.8699770888531382,15.0,-0.08138970090325326,0.002360002747190691,9.8293085,-6.079503,23,S,1153.779224023223,6,8,5015.0,1953.0,3.7088733798604188,21.136590229312063,0.2531702832926107,False,False,6.3999999999999995,14.244544,-4.742673,1210.0,9.0,6,1.2099737981140368 -753,True,TGTGATGAGACGTCCC-1,TGTGATGAGACGTCCC-1,1.8594184193400594,15.0,-0.06296257322249116,-0.0422615648201028,11.88913,-9.04346,11,G1,1224.3050207346678,7,6,1700.0,935.0,9.764705882352942,16.294117647058822,0.13286077154027318,False,False,6.9,12.769146,-7.235843,3087.0,10.0,7,1.4578952213257133 -754,True,TGTGATGAGACGTCGA-1,TGTGATGAGACGTCGA-1,2.002670043717114,15.0,-0.059429990320731874,-0.022190872163394604,-8.268753,1.2638988,4,G1,1478.0252715051174,4,4,6996.0,2529.0,14.122355631789594,11.120640365923386,0.9716872707156552,False,False,5.8999999999999995,-15.148985,0.22915505,2515.0,9.0,4,1.5463095259133282 -755,True,TGTGATGAGATCACCT-1,TGTGATGAGATCACCT-1,1.9902697802956906,15.0,-0.04358081790299998,-0.022092633763587374,-5.172722,-0.6400332,20,G1,1163.6595047563314,4,4,7115.0,2570.0,11.581166549543218,12.902319044272664,0.9607989690671437,True,True,5.000000000000001,-16.96524,-0.15379454,2676.0,9.0,4,1.0223161199091562 -756,True,TGTGATGAGCACCTGC-1,TGTGATGAGCACCTGC-1,1.9423891097703267,15.0,-0.09052049708754564,-0.01584507720106633,-6.913187,-12.242573,10,G1,1071.421182692051,3,7,10927.0,3137.0,12.656721881577743,18.586986364052347,0.9631460197112968,False,False,3.8000000000000003,-10.0325365,-10.7817745,1827.0,9.0,3,0.9637775905036999 -757,True,TGTGATGAGCCTCTTC-1,TGTGATGAGCCTCTTC-1,1.8915394344338388,15.0,-0.08891244813036746,-0.015114335502685016,3.545871,8.349058,5,G1,1360.532907217741,1,1,3692.0,1156.0,7.719393282773565,43.066088840736725,0.612930847596162,False,False,3.4999999999999996,9.195339,10.307538,1299.0,9.0,1,0.8054144824310264 -759,True,TGTGATGAGTAGTCTC-1,TGTGATGAGTAGTCTC-1,2.0258883651591555,15.0,0.022383412193512642,-0.03590509565117481,0.003162016,8.216598,5,G2M,1296.9681415706873,1,1,1352.0,710.0,24.70414201183432,4.881656804733728,0.6278250436898888,False,False,5.0,9.689995,12.692268,896.0,9.0,1,1.3328911693489227 -760,True,TGTGATGAGTATAACG-1,TGTGATGAGTATAACG-1,1.8958107075448165,15.0,-0.10549974771799459,-0.01036072880733075,3.114544,2.4391558,12,G1,1580.433781400323,1,1,5850.0,1488.0,5.965811965811966,47.21367521367522,0.6135218189775006,False,False,5.0,12.491536,10.150838,1091.0,9.0,1,1.186046434490902 -761,True,TGTGATGAGTCATCCA-1,TGTGATGAGTCATCCA-1,1.9191157579869884,15.0,-0.07850085128313056,-0.019075964964028923,5.742293,1.8336173,12,G1,1786.7683380842209,1,1,3536.0,1147.0,16.68552036199095,29.0158371040724,0.5992554581262096,False,False,6.5,12.816557,8.282912,1502.0,9.0,1,1.287099085379463 -762,True,TGTGATGAGTCCCAAT-1,TGTGATGAGTCCCAAT-1,2.0127671490312786,15.0,-0.04936384706084413,-0.030599954815243722,-5.9047256,0.8160577,20,G1,1473.191466987133,4,4,7725.0,2545.0,13.229773462783172,10.964401294498382,0.9578311293628247,False,True,4.8,-16.260683,0.6389205,2463.0,9.0,4,1.7559983261623684 -765,True,TGTGATGCAATCTGCA-1,TGTGATGCAATCTGCA-1,1.943544232085012,15.0,-0.06534355853981896,-0.018846317303197455,8.087464,-8.607146,11,G1,1169.5885694473982,7,6,12582.0,3963.0,9.871244635193133,12.056906692099826,0.1782334255817215,False,False,4.6,14.091203,-8.498599,2775.0,9.0,7,0.9362956489179584 -768,True,TGTGATGGTAACTTCG-1,TGTGATGGTAACTTCG-1,1.8896757760310963,15.0,-0.08874529609013322,-0.0074656569207062675,5.9505515,3.9363832,6,G1,1535.353196874261,1,1,6558.0,1755.0,5.85544373284538,47.04178103080207,0.6103428685909125,False,False,4.3999999999999995,12.151866,7.619268,1150.0,9.0,1,0.8054144824310264 -770,True,TGTGATGGTGCACAAG-1,TGTGATGGTGCACAAG-1,1.9746013971306806,15.0,-0.056877750106204286,-0.03754468346130253,-7.821018,-2.9351847,10,G1,1455.0421804487705,3,3,7344.0,2735.0,10.049019607843137,9.191176470588236,0.9720968309468662,False,True,2.8000000000000003,-14.23063,-3.0232525,3109.0,9.0,3,1.2811098899469326 -772,True,TGTGATGTCATCGCTC-1,TGTGATGTCATCGCTC-1,1.971919922367477,15.0,-0.11586427455100505,-0.0076923973472884325,2.838526,18.93781,18,G1,1169.9681016132236,5,5,5355.0,1481.0,8.571428571428571,40.26143790849673,0.7227137404306239,False,False,8.1,-3.9903052,14.759049,964.0,9.0,5,1.1492905295886513 -773,True,TGTGATGTCCCGTTGT-1,TGTGATGTCCCGTTGT-1,1.8979202933055017,15.0,-0.10313909647706189,0.003933925223191009,8.23399,4.512122,26,S,1440.2268758416176,9,9,6828.0,1754.0,6.5172817809021675,46.42647920328061,0.6100413467122258,False,False,4.3,11.591798,6.469926,871.0,9.0,9,1.3965182310137936 -774,True,TGTGATGTCCGCTTAC-1,TGTGATGTCCGCTTAC-1,1.8668055891437116,15.0,-0.10038819217327795,-0.021287043358448166,9.860882,-9.349485,11,G1,1226.159728512168,7,6,4057.0,1595.0,6.630515158984471,21.838797140744393,0.10715825320928203,False,False,5.2,12.834761,-8.610558,1029.0,9.0,7,1.3336802027849282 -775,True,TGTGATGTCCTACAAG-1,TGTGATGTCCTACAAG-1,1.918207204784291,15.0,-0.11055075472171733,-0.011230227963632176,3.5585155,6.8085895,6,G1,1346.4516777023673,1,1,7863.0,1933.0,9.105939208953325,45.28805799313239,0.6126006382095321,False,False,3.8000000000000003,8.998334,8.670845,1188.0,9.0,1,0.9768199251844366 -776,True,TGTGATGTCGCGGTAC-1,TGTGATGTCGCGGTAC-1,1.969157764004461,15.0,-0.13616527293340647,0.0008666349362728663,0.43775743,12.073963,2,S,874.7393051683903,5,5,8002.0,1790.0,9.585103724068983,44.23894026493377,0.7250018967120385,False,False,7.1000000000000005,-0.32569414,17.088692,991.0,9.0,5,0.9267070380396117 -777,True,TTACAGGAGCTTGTTG-1,TTACAGGAGCTTGTTG-1,1.9144210910157125,15.0,-0.12063061890787728,-0.003286641118509707,8.298939,-2.3887007,22,G1,1189.415604159236,6,8,4853.0,1439.0,8.530805687203792,41.211621677313005,0.4649355255540338,False,False,7.6,14.589276,0.6786306,895.0,9.0,6,1.26166821458594 -779,True,TTACAGGCAAGTCGTT-1,TTACAGGCAAGTCGTT-1,1.9547158435558727,15.0,-0.07583643431629818,-0.029920067662846515,-4.1658845,-3.999729,17,G1,1760.917803823948,2,2,12054.0,3468.0,7.375145180023229,18.234610917537747,0.9581938335193284,False,False,5.1,-14.5362215,-4.2232075,2724.0,9.0,2,1.6548521468330977 -781,True,TTACAGGCACCGTGAC-1,TTACAGGCACCGTGAC-1,2.0211588464387775,15.0,-0.06458810275685482,-0.03025165062459449,-2.8186924,-3.4168575,19,G1,1506.8784712404013,2,2,12226.0,3270.0,9.487976443644692,17.16015049893669,0.9560814977192231,False,False,3.8999999999999995,-15.387221,-3.4632876,1654.0,9.0,2,1.060198703168392 -782,True,TTACAGGCACGCGCAT-1,TTACAGGCACGCGCAT-1,1.880100179222348,15.0,-0.07976150557628482,-0.02639488317693825,11.414364,-8.977948,11,G1,1231.6576531976461,7,6,5351.0,1896.0,8.521771631470752,20.07101476359559,0.13161221951324903,False,False,6.1,13.517597,-7.434969,1158.0,9.0,7,0.9625823252815406 -783,True,TTACAGGCACTACGGC-1,TTACAGGCACTACGGC-1,1.863786659967178,15.0,-0.07376606373169986,-0.02068025537412085,8.456794,-14.064933,21,G1,1084.4156861752272,7,6,8209.0,3048.0,7.784139359239859,14.045559751492265,0.0023921021241353115,False,False,7.6,10.099889,-12.412533,1169.0,9.0,7,1.054449906360884 -784,True,TTACAGGCACTATGTG-1,TTACAGGCACTATGTG-1,1.8820304905342313,15.0,-0.1016387705800872,-0.014795039472315835,3.9309125,5.466453,12,G1,1817.991869442165,1,1,7184.0,1839.0,3.8557906458797326,49.05345211581292,0.6101786568235836,False,False,4.3,10.082329,8.650741,1661.0,9.0,1,1.3891576830101735 -787,True,TTACAGGGTCTAGGTT-1,TTACAGGGTCTAGGTT-1,1.869406827501072,15.0,-0.10160865458638463,0.0008477900810101996,9.676507,-11.391399,21,S,1289.3595440238714,7,6,4199.0,1732.0,9.764229578471065,18.599666587282687,0.04268725381887684,False,False,6.6,11.69186,-10.466122,2919.0,9.0,7,0.8054144824310264 -788,True,TTACAGGGTGCCTTCT-1,TTACAGGGTGCCTTCT-1,1.9140753111259359,15.0,-0.10169341340039735,-0.007594760717570141,0.9084095,4.3206205,5,G1,1440.4715542197227,1,1,9058.0,2143.0,8.423493044822257,44.53521748730404,0.6024070038649685,False,False,2.6999999999999997,9.224276,10.115904,884.0,9.0,1,0.9413450291278668 -790,True,TTACAGGTCACAAGAA-1,TTACAGGTCACAAGAA-1,1.9107201860887741,15.0,-0.09848695059892426,-0.015341848100337173,9.091842,1.4287473,25,G1,951.530439004302,6,9,5596.0,1689.0,9.88205861329521,36.02573266619014,0.5940503294929078,False,False,3.2,14.292254,5.3474603,1469.0,9.0,6,0.9746864115033027 -791,True,TTACAGGTCCAATCCC-1,TTACAGGTCCAATCCC-1,1.983734173066752,15.0,-0.08118050682909767,-0.020626071384939347,-4.5361385,-3.844927,17,G1,1724.290115788579,2,2,9033.0,2880.0,7.539023580205912,13.572456548212111,0.9587155700839172,False,False,4.4,-14.843795,-4.109962,2756.0,9.0,2,1.6863565313395337 -792,True,TTACAGGTCGTAGAGG-1,TTACAGGTCGTAGAGG-1,1.9949702387845065,15.0,-0.11751151307077841,-0.013825701204634812,-1.9741431,15.74029,2,G1,1245.386822938919,5,5,6631.0,1815.0,13.84406575177198,36.66113708339617,0.7327370943618671,False,False,8.299999999999999,0.90784925,13.792503,1115.0,9.0,5,0.8054144824310264 -793,True,TTACAGGTCGTTTACT-1,TTACAGGTCGTTTACT-1,1.9890036483227598,15.0,-0.07626212465988462,-0.02915275709703739,-5.29986,-1.3441175,20,G1,1171.1466239392757,4,4,7176.0,2486.0,12.639353400222966,14.241917502787068,0.9626546477152669,False,False,4.300000000000001,-16.491022,-1.3243436,1407.0,9.0,4,1.104877227849968 -794,True,TTCGATTAGCCTCTGG-1,TTCGATTAGCCTCTGG-1,1.9631693251041176,15.0,-0.06865708469557708,-0.01428093165622459,-7.780041,-1.2791023,14,G1,1343.2738090604544,4,4,14500.0,3792.0,7.337931034482758,23.76551724137931,0.9479123612226927,False,False,1.1,-13.474938,-0.9305661,2745.0,9.0,4,1.0926648690157201 -795,True,TTCGATTAGGCGTTAG-1,TTCGATTAGGCGTTAG-1,1.928713646918808,15.0,-0.07403403075879844,-0.018897249880283722,8.851331,-11.595025,21,G1,1249.209385380149,7,6,2515.0,1150.0,17.852882703777336,14.671968190854871,0.03526252521358326,False,False,5.8999999999999995,11.472835,-10.496805,1319.0,9.0,7,1.0149907358058574 -796,True,TTCGATTAGGTTGCCC-1,TTCGATTAGGTTGCCC-1,1.8649231107748268,15.0,-0.08106329206572681,-0.0008553770251572661,0.14592372,4.6286373,5,G1,975.1607788205147,1,1,4432.0,1552.0,4.30956678700361,36.28158844765343,0.6101413900688135,False,False,3.3000000000000003,8.256551,9.4347725,1459.0,9.0,1,1.1256431281235757 -797,True,TTCGATTAGTATAACG-1,TTCGATTAGTATAACG-1,1.9179810431212303,15.0,-0.1089560915722368,-0.008929451068204801,3.7961442,2.0741343,12,G1,1526.6916943192482,1,1,7818.0,1805.0,7.802507035047327,46.763878229726274,0.6117926384130513,False,False,4.3,11.994957,8.831274,897.0,9.0,1,0.9404045018181607 -798,True,TTCGATTCAATCTGCA-1,TTCGATTCAATCTGCA-1,1.9608337696806817,15.0,-0.08077660865412815,-0.007930530694502825,-12.441348,-4.0289507,7,G1,964.5888964086771,3,3,12079.0,3651.0,9.421309711068798,15.05919364185777,0.9952075944258093,False,False,4.8,-18.631914,-4.345091,2261.0,9.0,3,1.1682968396501654 -799,True,TTCGATTCATTATGCG-1,TTCGATTCATTATGCG-1,2.0118543827454745,15.0,-0.07824926123351353,-0.027633763608679678,-5.8079047,1.9708694,14,G1,1556.311996564269,4,4,9379.0,2777.0,10.864697728968974,17.7950741017166,0.9461969530887814,False,True,4.3,-14.733806,0.78425884,1493.0,9.0,4,0.8054144824310264 -800,True,TTCGATTGTAACGCGA-1,TTCGATTGTAACGCGA-1,2.0344376272162523,15.0,-0.06042445240137878,-0.030891970544974143,-5.219139,1.6673121,14,G1,1489.2060773521662,4,4,8297.0,2750.0,10.087983608533206,15.258527178498252,0.9447871588863059,False,False,4.699999999999999,-14.991589,1.0256742,1905.0,9.0,4,1.848549175898292 -802,True,TTCGATTGTGCGGTAA-1,TTCGATTGTGCGGTAA-1,1.9888991161998046,15.0,-0.08881710451137034,-0.02906812130343859,-6.7208543,-4.2697744,13,G1,1164.5691663473845,2,2,6311.0,2487.0,16.19394707653304,11.376960861987007,0.9562796949061462,False,False,2.2,-16.034702,-4.3789635,3529.0,9.0,2,1.0208956556010638 -803,True,TTCGATTGTGTCTAAC-1,TTCGATTGTGTCTAAC-1,1.9477074839190385,15.0,-0.10874677100114714,-0.018153062733224132,2.0897775,17.661932,18,G1,1068.0044005140662,5,5,9171.0,2237.0,7.34925308036201,41.020608439646715,0.7222859859982317,True,True,4.8,-4.106,14.503065,1622.0,9.0,5,0.9552628918617548 -804,True,TTCGATTGTTAAGACA-1,TTCGATTGTTAAGACA-1,1.9195328507802165,15.0,-0.10269830108318244,-0.0023951703948935695,0.78249884,4.268289,5,G1,1215.2527044862509,1,1,7856.0,1933.0,9.521384928716904,42.90987780040733,0.6113422542057891,False,False,2.3000000000000003,9.402512,8.975839,793.0,9.0,1,0.8054144824310264 -805,True,TTCGATTGTTAAGCAA-1,TTCGATTGTTAAGCAA-1,1.9421704727415126,15.0,-0.08238245495608054,-0.012615184329428642,-12.081141,-6.5755415,7,G1,992.9331075549126,3,3,10452.0,3310.0,9.672789896670494,16.054343666283966,0.9798407488628106,False,False,3.1999999999999997,-18.472147,-5.788819,2927.0,9.0,3,0.8054144824310264 -806,True,TTCGATTGTTCGGCTG-1,TTCGATTGTTCGGCTG-1,1.903802507693129,15.0,-0.0968745433938719,-0.009759256367627749,7.413578,-3.3116705,22,G1,1199.1119232177734,6,8,3624.0,1368.0,10.596026490066226,31.76048565121413,0.44256553865472414,False,False,8.0,14.787608,0.11021995,1569.0,9.0,6,1.0169260766413897 -807,True,TTCGATTTCACAAGAA-1,TTCGATTTCACAAGAA-1,1.9640852845711783,15.0,-0.07740569991184637,-0.027162351538518852,-6.9134884,-6.79006,3,G1,1308.4515990763903,2,2,11540.0,3527.0,9.939341421143848,14.428076256499134,0.9633406149641547,False,False,3.5,-15.62653,-7.1037297,3259.0,9.0,2,1.4677254263487154 -808,True,TTCGATTTCCAATCCC-1,TTCGATTTCCAATCCC-1,1.9125397362007335,15.0,-0.10178809368463583,-0.02359250685130612,2.3287635,7.083042,5,G1,1227.3833480924368,1,1,4609.0,1340.0,12.280321110870037,35.86461271425472,0.6121793169715376,False,False,3.5,8.380452,9.634605,870.0,9.0,1,1.340469844704727 -809,True,TTCGATTTCGAACGCC-1,TTCGATTTCGAACGCC-1,1.8854513209431758,15.0,-0.1193423568330109,-0.0059031673451434685,4.001051,7.340846,12,G1,1269.300905406475,1,1,6563.0,1834.0,5.1653207374676215,43.821423129666314,0.6127036409071476,False,False,3.5000000000000004,8.850339,9.3605,1656.0,9.0,1,1.3494763739696543 -810,True,TTGTTTGAGAAATTGC-1,TTGTTTGAGAAATTGC-1,1.9752689028906927,15.0,-0.07757841973821714,-0.00987810292818464,-10.772302,-3.7890031,10,G1,1330.34066426754,3,3,5050.0,1978.0,15.069306930693068,10.732673267326733,0.9914607104775305,False,False,3.2,-17.594032,-3.3788261,1761.0,10.0,3,1.1917359633853428 -811,True,TTGTTTGAGACCAGAC-1,TTGTTTGAGACCAGAC-1,1.9621097761570383,15.0,-0.09456534419079017,-0.02008473801119061,-6.5687246,-9.546865,3,G1,1010.1624644100666,2,2,13551.0,3755.0,8.892332669175707,15.984060216958158,0.9511266457105118,False,False,3.0,-15.020468,-9.309875,3123.0,9.0,2,1.3374992685758762 -813,True,TTGTTTGAGACGTCCC-1,TTGTTTGAGACGTCCC-1,1.8745730638202727,15.0,-0.06834019932176122,-0.030724741947241542,9.180972,-13.146715,21,G1,1132.0540813356638,7,6,4943.0,1991.0,10.277159619664172,13.857980983208577,0.005732670789113113,False,False,6.899999999999999,10.251482,-11.901026,1999.0,9.0,7,1.396173189026539 -815,True,TTGTTTGAGCAATTAG-1,TTGTTTGAGCAATTAG-1,1.9066917558300296,15.0,-0.1054992652371328,-0.018887705732656974,5.51581,3.0671074,6,G1,1684.0923893153667,1,1,9507.0,2223.0,7.100031555695803,43.78878720942463,0.6069726364709669,False,False,4.2,12.87091,7.9099436,1433.0,9.0,1,1.188516974947064 -816,True,TTGTTTGAGGCCTAGA-1,TTGTTTGAGGCCTAGA-1,1.9181357430858224,15.0,-0.07599780166017484,-0.01865549315817125,-4.6159506,-12.828959,24,G1,1297.5579494386911,10,7,11028.0,2983.0,8.07943416757345,15.034457743924555,0.9601773092099093,False,False,5.6,-7.7111163,-11.129664,1154.0,9.0,10,0.9416146684201823 -817,True,TTGTTTGCAAGTCGTT-1,TTGTTTGCAAGTCGTT-1,1.9533856827931142,15.0,-0.12885978272673784,-0.008880581728370654,-2.6169894,14.133298,2,G1,1164.3194821029902,5,5,9933.0,2589.0,7.701600724856539,34.34007852612504,0.7328779266116664,False,False,7.3,1.3515564,15.070348,1501.0,9.0,5,1.4685209615728756 -818,True,TTGTTTGCACCCTCTA-1,TTGTTTGCACCCTCTA-1,1.9217212087577784,15.0,-0.11378021075890364,-0.000840733228175742,2.281904,19.181974,18,G1,1198.0498885288835,5,5,5609.0,1868.0,4.671064360848636,37.22588696737386,0.7229715840619367,False,False,9.600000000000001,-4.176912,15.232005,737.0,9.0,5,1.5835220671435046 -819,True,TTGTTTGCACTATGTG-1,TTGTTTGCACTATGTG-1,1.9473365061266577,15.0,-0.08515531677873708,-0.028869038328033735,-8.072493,-5.4398336,13,G1,1411.8426660001278,2,2,12440.0,3714.0,7.564308681672026,12.733118971061094,0.9742945039929677,False,False,2.8000000000000003,-16.999773,-5.9771724,2409.0,9.0,2,1.3707553553494534 -820,True,TTGTTTGCACTTCAGA-1,TTGTTTGCACTTCAGA-1,1.8671083641448456,15.0,-0.05843897425594144,-0.031179197758492774,7.938827,-13.788934,21,G1,1058.2730616033077,7,6,3704.0,1693.0,8.450323974082073,15.955723542116631,0.0054462222247503205,False,True,6.7,10.610644,-12.3141575,521.0,9.0,7,0.8054144824310264 -821,True,TTGTTTGCAGCTACTA-1,TTGTTTGCAGCTACTA-1,1.9479615766758482,15.0,-0.09976606577679925,0.019993425155632117,-0.34441575,13.141485,2,S,964.2033444046974,5,5,5330.0,1752.0,8.03001876172608,36.02251407129456,0.7270697192371115,False,False,5.1000000000000005,-0.08312444,16.123432,1308.0,9.0,5,1.1779758086943841 -822,True,TTGTTTGCATATCTGG-1,TTGTTTGCATATCTGG-1,1.985089671216524,15.0,-0.05410006347740781,-0.03239042250160321,-2.3342252,-3.2354357,19,G1,1494.2676855921745,2,2,4960.0,2126.0,19.43548387096774,7.237903225806452,0.9544236710401232,False,False,4.8,-14.051211,-3.4206548,2035.0,9.0,2,1.0525581538937765 -823,True,TTGTTTGCATCCTATT-1,TTGTTTGCATCCTATT-1,1.8909349033372356,15.0,-0.07287427077146383,-0.012455177568919184,10.540299,-7.8922668,11,G1,1215.4865544587374,7,6,5063.0,1846.0,6.814141813154256,27.078807031404306,0.13658278960963938,False,False,7.5,13.823376,-7.8621225,2083.0,9.0,7,0.8054144824310264 -824,True,TTGTTTGGTACGGGAT-1,TTGTTTGGTACGGGAT-1,1.9202850900238484,15.0,-0.09669055217116364,-0.0021071062286991994,7.4346137,10.0420685,15,G1,1204.904662579298,8,10,8930.0,1953.0,7.435610302351623,48.21948488241881,0.6222434056885917,False,False,5.5,14.833162,10.197359,909.0,9.0,8,1.6211560017212299 -825,True,TTGTTTGGTATACCTG-1,TTGTTTGGTATACCTG-1,1.9343771314970037,15.0,-0.0874661068835826,-0.0235254712585281,-9.707651,-9.559587,10,G1,1172.2345714718103,3,7,15244.0,3730.0,7.340593020204671,18.80739963264235,0.9667254728563515,False,False,5.6,-11.290097,-9.605325,2939.0,9.0,3,1.6623647202889213 -826,True,TTGTTTGGTCACGCTG-1,TTGTTTGGTCACGCTG-1,1.910520151675248,15.0,-0.09986865582294008,-0.0199584924426294,9.609835,-3.6800518,23,G1,1143.5191202908754,6,8,6662.0,2023.0,9.606724707295106,37.00090063044131,0.3955592402813177,False,False,6.900000000000001,14.519898,-1.3914303,1453.0,9.0,6,1.0970140788841232 -827,True,TTGTTTGGTTTGATCG-1,TTGTTTGGTTTGATCG-1,1.915807264806834,15.0,-0.105964352439357,-0.011693154419245698,4.383486,4.548897,12,G1,1778.920767262578,1,1,8382.0,1896.0,7.217847769028872,47.51849200668099,0.6116652448150776,False,False,4.6000000000000005,10.368675,8.270589,1128.0,9.0,1,1.1008992261743455 -829,True,TTGTTTGTCCCGTTGT-1,TTGTTTGTCCCGTTGT-1,1.8904271189518058,15.0,-0.11790194059342561,-0.007929377743535616,6.647358,3.584762,6,G1,1616.9419396817684,1,1,7154.0,1761.0,6.13642717360917,46.12804025719877,0.6092344315439678,False,False,4.300000000000001,12.4094925,8.071194,1140.0,9.0,1,1.2636853133742638 -830,True,TTGTTTGTCCGCTTAC-1,TTGTTTGTCCGCTTAC-1,1.9340631091893716,15.0,-0.08316946058226787,0.007226235772029667,-0.59491754,16.386585,2,S,1120.9773846194148,5,5,7012.0,2021.0,8.214489446662864,38.861950941243585,0.7260288282457544,False,True,3.9000000000000004,-0.9130639,13.869253,712.0,9.0,5,0.8054144824310264 -831,True,TTGTTTGTCTAGTCAG-1,TTGTTTGTCTAGTCAG-1,1.914348065114423,15.0,-0.11822268268567233,-0.016390210968518143,2.1490452,4.5141597,12,G1,1790.6346159130335,1,1,5774.0,1673.0,9.005888465535158,39.729823346033946,0.6138953933954113,False,False,4.1,10.697361,10.452252,1207.0,9.0,1,1.4296175557143471 -832,True,TTGTTTGTCTCCGAGG-1,TTGTTTGTCTCCGAGG-1,1.9746648258488386,15.0,-0.03403378221692178,-0.03391155545281759,-7.931644,-12.821559,16,G1,678.1539006382227,2,2,4608.0,1253.0,5.403645833333333,1.6710069444444444,0.9320526574632143,False,False,6.000000000000001,-15.255273,-11.320599,418.0,10.0,2,1.0639007614998948 -833,True,TTTCATGAGACCATTC-1,TTTCATGAGACCATTC-1,1.9053436661977547,15.0,-0.0826095216364206,-0.009610521892234585,1.5492808,6.737165,5,G1,1748.7209868729115,1,1,7009.0,1884.0,6.9910115565701245,43.629619061207016,0.6136561007123282,False,False,7.3,9.397441,11.10729,764.0,9.0,1,1.8353995103829035 -834,True,TTTCATGAGCTCACTA-1,TTTCATGAGCTCACTA-1,1.902431747507048,15.0,-0.09963029218843172,-0.010319001386962555,5.0693865,5.910128,12,G1,1696.854793831706,1,1,6250.0,1690.0,6.96,44.032,0.6108920397404606,False,False,5.199999999999999,10.163379,8.36053,779.0,9.0,1,0.9936018591465023 -835,True,TTTCATGAGGAACTCG-1,TTTCATGAGGAACTCG-1,2.081869246235219,15.0,-0.025958231548530022,-0.02486455454979241,-12.472483,-1.6728506,7,G1,1073.500611051917,3,3,3239.0,1399.0,30.56498919419574,2.686014201914171,0.9983722905717957,False,False,3.8000000000000003,-18.925875,-2.2101033,1974.0,9.0,3,0.8054144824310264 -837,True,TTTCATGCAATAGTAG-1,TTTCATGCAATAGTAG-1,1.980117458915072,15.0,-0.06346314162452374,-0.0315566840222714,-10.975349,-2.4686308,7,G1,1359.0012575536966,3,3,12135.0,3529.0,10.045323444581788,12.632880098887515,0.9965198728365181,False,True,3.0000000000000004,-18.049793,-3.0058286,2661.0,9.0,3,1.354153753751116 -838,True,TTTCATGCACAAATCC-1,TTTCATGCACAAATCC-1,2.0865810434795247,15.0,-0.05635228353817205,-0.010165918643523786,-4.786767,2.4467435,14,G1,1192.5043985396624,4,4,1619.0,855.0,23.65657813465102,5.435453983940704,0.8818081429272452,False,False,3.3,-13.075273,1.6400137,3321.0,9.0,4,0.8054144824310264 -839,True,TTTCATGCACAGAGAC-1,TTTCATGCACAGAGAC-1,1.9827361549109466,15.0,-0.0607892369610962,-0.019737441285118423,-7.1416144,2.125142,14,G1,1416.560026422143,4,4,12117.0,3454.0,8.021787571180985,14.549806057605018,0.9444012609014811,False,False,4.2,-13.788753,0.52584934,2347.0,9.0,4,1.5214671427815627 -840,True,TTTCATGGTATGAGCG-1,TTTCATGGTATGAGCG-1,1.9848093043658221,15.0,-0.09059345451060567,-0.0014275532219360197,1.7681144,15.977026,2,G1,1099.15285089612,5,5,5376.0,1536.0,12.239583333333334,39.78794642857143,0.7192568907062931,True,True,9.700000000000001,-2.2076035,14.47884,1325.0,9.0,5,1.1657563932436377 -841,True,TTTCATGGTCTTCATT-1,TTTCATGGTCTTCATT-1,1.899735812440576,15.0,-0.08175444927533435,-0.012624052354469926,5.698633,6.0660357,12,G1,1468.4821402207017,1,1,7416.0,2046.0,4.854368932038835,43.67583603020496,0.6117084621413412,False,False,3.9,10.459781,8.147521,1262.0,8.0,1,0.9882727834584122 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a/scarf/tests/fixtures_datastore.py b/scarf/tests/fixtures_datastore.py deleted file mode 100644 index 2f4111d4..00000000 --- a/scarf/tests/fixtures_datastore.py +++ /dev/null @@ -1,217 +0,0 @@ -import numpy as np -import pandas as pd -import pytest - -from . import full_path, remove - - -@pytest.fixture(scope="session") -def toy_crdir_writer(toy_crdir_reader): - from ..writers import CrToZarr - - out_fn = full_path("toy_crdir.zarr") - - writer = CrToZarr(toy_crdir_reader, out_fn) - writer.dump() - yield out_fn - remove(out_fn) - - -@pytest.fixture(scope="session") -def toy_crdir_ds(toy_crdir_writer): - from ..datastore.datastore import DataStore - - yield DataStore(toy_crdir_writer, default_assay="RNA") - - -@pytest.fixture(scope="session") -def datastore(): - import tarfile - - from ..datastore.datastore import DataStore - - fn = full_path("1K_pbmc_citeseq.zarr.tar.gz") - out_fn = fn.replace(".tar.gz", "") - remove(out_fn) - tar = tarfile.open(fn, "r:gz") - tar.extractall(out_fn) - yield DataStore(out_fn, default_assay="RNA") - remove(out_fn) - - -@pytest.fixture -def datastore_ephemeral(): - import tarfile - - from ..datastore.datastore import DataStore - - fn = full_path("1K_pbmc_citeseq.zarr.tar.gz") - out_fn = fn.replace(".tar.gz", "") - remove(out_fn) - tar = tarfile.open(fn, "r:gz") - tar.extractall(out_fn) - yield DataStore(out_fn, default_assay="RNA") - remove(out_fn) - - -@pytest.fixture(scope="class") -def auto_filter_cells(datastore): - datastore.auto_filter_cells(show_qc_plots=False) - - -@pytest.fixture(scope="class") -def mark_hvgs(auto_filter_cells, datastore): - datastore.mark_hvgs(top_n=100, show_plot=False) - - -@pytest.fixture(scope="class") -def make_graph(mark_hvgs, datastore): - datastore.make_graph(feat_key="hvgs") - graph_loc = datastore._get_latest_graph_loc( - from_assay="RNA", cell_key="I", feat_key="hvgs" - ) - yield graph_loc.rsplit("/", 1)[0] - - -@pytest.fixture(scope="class") -def leiden_clustering(make_graph, datastore): - datastore.run_leiden_clustering() - yield datastore.cells.fetch("RNA_leiden_cluster") - - -@pytest.fixture(scope="class") -def paris_clustering(make_graph, datastore): - datastore.run_clustering(n_clusters=10) - yield datastore.cells.fetch("RNA_cluster") - - -@pytest.fixture(scope="class") -def paris_clustering_balanced(make_graph, datastore): - datastore.run_clustering( - balanced_cut=True, max_size=100, min_size=10, label="balanced_clusters" - ) - yield datastore.cells.fetch("RNA_balanced_clusters") - - -@pytest.fixture(scope="class") -def umap(make_graph, datastore): - datastore.run_umap(n_epochs=50) - yield np.array( - [datastore.cells.fetch("RNA_UMAP1"), datastore.cells.fetch("RNA_UMAP2")] - ).T - - -@pytest.fixture(scope="class") -def marker_search(datastore): - # Testing this with Paris clusters rather than Leiden clusters because of reproducibility. - datastore.run_marker_search(group_key="RNA_cluster") - - -@pytest.fixture(scope="class") -def pseudotime_scoring(datastore, leiden_clustering): - datastore.run_pseudotime_scoring( - source_sink_key="RNA_leiden_cluster", sources=[6], sinks=[3] - ) - yield datastore.cells.fetch("RNA_pseudotime") - - -@pytest.fixture(scope="class") -def pseudotime_markers(datastore, pseudotime_scoring): - datastore.run_pseudotime_marker_search(pseudotime_key="RNA_pseudotime") - df = datastore.RNA.feats.to_pandas_dataframe( - ["names", "I__RNA_pseudotime__r"], key="I" - ) - yield df - - -@pytest.fixture(scope="class") -def pseudotime_aggregation(datastore, pseudotime_scoring): - datastore.run_pseudotime_aggregation( - pseudotime_key="RNA_pseudotime", - cluster_label="pseudotime_clusters", - n_clusters=15, - window_size=50, - chunk_size=10, - ) - - -@pytest.fixture(scope="class") -def grouped_assay(datastore, pseudotime_aggregation): - datastore.add_grouped_assay( - group_key="pseudotime_clusters", assay_label="PTIME_MODULES" - ) - - -@pytest.fixture(scope="class") -def run_mapping(make_graph, datastore): - datastore.run_mapping( - target_assay=datastore.RNA, - target_name="selfmap", - target_feat_key="hvgs_self", - save_k=3, - ) - - -@pytest.fixture(scope="class") -def run_mapping_coral(make_graph, datastore): - datastore.run_mapping( - target_assay=datastore.RNA, - target_name="selfmap_coral", - target_feat_key="hvgs_self2", - save_k=3, - run_coral=True, - ) - - -@pytest.fixture(scope="class") -def run_unified_umap(run_mapping, datastore): - datastore.run_unified_umap(target_names=["selfmap"]) - - -@pytest.fixture(scope="class") -def cell_cycle_scoring(datastore): - datastore.run_cell_cycle_scoring() - return datastore.cells.fetch("RNA_cell_cycle_phase") - - -@pytest.fixture(scope="class") -def topacedo_sampler(paris_clustering, datastore): - try: - import topacedo - except ImportError: - pytest.skip("topacedo package not installed") - datastore.run_topacedo_sampler(cluster_key="RNA_cluster") - return datastore.cells.fetch("RNA_sketched") - - -@pytest.fixture(scope="class") -def cell_attrs(): - return pd.read_csv(full_path("cell_attributes.csv"), index_col=0) - - -@pytest.fixture(scope="session") -def atac_datastore(): - from ..datastore.datastore import DataStore - import tarfile - - fn = full_path("500_pbmc_atac.zarr.tar.gz") - out_fn = fn.replace(".tar.gz", "") - remove(out_fn) - tar = tarfile.open(fn, "r:gz") - tar.extractall(out_fn) - yield DataStore(out_fn) - remove(out_fn) - - -@pytest.fixture(scope="class") -def mark_prevalent_peaks(atac_datastore): - atac_datastore.mark_prevalent_peaks(top_n=5000) - - -@pytest.fixture(scope="class") -def make_atac_graph(mark_prevalent_peaks, atac_datastore): - atac_datastore.make_graph(feat_key="prevalent_peaks") - graph_loc = atac_datastore._get_latest_graph_loc( - from_assay="ATAC", cell_key="I", feat_key="prevalent_peaks" - ) - yield graph_loc.rsplit("/", 1)[0] diff --git a/scarf/tests/fixtures_downloader.py b/scarf/tests/fixtures_downloader.py deleted file mode 100644 index 63428b4a..00000000 --- a/scarf/tests/fixtures_downloader.py +++ /dev/null @@ -1,13 +0,0 @@ -import pytest - -from . import full_path, remove - - -@pytest.fixture(scope="session") -def bastidas_ponce_data(): - from ..downloader import fetch_dataset - - sample = "bastidas-ponce_4K_pancreas-d15_rnaseq" - fetch_dataset(sample, full_path(None)) - yield full_path(sample, "data.h5ad") - remove(full_path(sample)) diff --git a/scarf/tests/fixtures_readers.py b/scarf/tests/fixtures_readers.py deleted file mode 100644 index db8cdc8a..00000000 --- a/scarf/tests/fixtures_readers.py +++ /dev/null @@ -1,79 +0,0 @@ -import pytest - -from . import full_path, remove - - -@pytest.fixture(scope="session") -def toy_crdir_reader(): - from ..readers import CrDirReader - import tarfile - - fn = full_path("toy_cr_dir.tar.gz") - out_fn = fn.replace(".tar.gz", "") - remove(out_fn) - tar = tarfile.open(fn, "r:gz") - tar.extractall(out_fn) - reader = CrDirReader(out_fn) - reader.rename_assays({"ASSAY4": "HTO"}) - yield reader - remove(out_fn) - -@pytest.fixture(scope="session") -def toy_crdir_empty(): - from ..readers import CrDirReader - import tarfile - - fn = full_path("toy_cr_dir_empty.tar.gz") - out_fn = fn.replace(".tar.gz", "") - remove(out_fn) - tar = tarfile.open(fn, "r:gz") - tar.extractall(out_fn) - reader = CrDirReader(out_fn) - yield reader - remove(out_fn) - -@pytest.fixture(scope="session") -def crh5_reader(): - from ..readers import CrH5Reader - - return CrH5Reader(full_path("1K_pbmc_citeseq.h5")) - - -@pytest.fixture(scope="session") -def mtx_dir(datastore): - from ..writers import to_mtx - - fn = full_path("1K_pbmc_citeseq_dir") - to_mtx(datastore.RNA, fn, compress=True) - yield fn - remove(fn) - - -@pytest.fixture(scope="session") -def crdir_reader(datastore, mtx_dir): - from ..readers import CrDirReader - - reader = CrDirReader(mtx_dir) - yield reader - - -@pytest.fixture(scope="session") -def h5ad_reader(bastidas_ponce_data): - from ..readers import H5adReader - - reader = H5adReader(bastidas_ponce_data) - yield reader - reader.h5.close() - - -@pytest.fixture(scope="session") -def loom_reader(): - from ..readers import LoomReader - - reader = LoomReader( - full_path("sympathetic.loom"), - cell_names_key="Cell_id", - feature_names_key="Gene", - ) - yield reader - reader.h5.close() diff --git a/scarf/tests/requirements.txt b/scarf/tests/requirements.txt deleted file mode 100644 index 1e824230..00000000 --- a/scarf/tests/requirements.txt +++ /dev/null @@ -1,6 +0,0 @@ -pytest -pytest-cov -topacedo -anndata==0.11.4 -black -scalene diff --git a/scarf/tests/test_datastore.py b/scarf/tests/test_datastore.py deleted file mode 100644 index 3e3d4769..00000000 --- a/scarf/tests/test_datastore.py +++ /dev/null @@ -1,279 +0,0 @@ -import numpy as np -import pandas as pd - -from . import full_path, remove - - -class TestToyDataStore: - def test_toy_crdir_metadata(self, toy_crdir_ds): - assert np.all( - toy_crdir_ds.RNA.feats.fetch_all("ids") == ["g1", "g2", "g3", "g4"] - ) - assert np.all(toy_crdir_ds.ADT.feats.fetch_all("ids") == ["a1", "a2"]) - assert np.all(toy_crdir_ds.HTO.feats.fetch_all("ids") == ["h1"]) - assert np.all(toy_crdir_ds.cells.fetch_all("ids") == ["b1", "b2", "b3"]) - - def test_toy_crdir_rawdata(self, toy_crdir_ds): - assert np.all( - toy_crdir_ds.RNA.rawData.compute() - == [[5, 0, 0, 2], [3, 3, 0, 7], [3, 3, 0, 7]] - ) - assert np.all( - toy_crdir_ds.ADT.rawData.compute() == [[30, 40], [30, 50], [0, 50]] - ) - assert np.all(toy_crdir_ds.HTO.rawData.compute() == [[200], [100], [100]]) - - -class TestDataStore: - def test_init_wrong_zarr_mode(self): - import pytest - import tarfile - - from ..datastore.datastore import DataStore - - fn = full_path("1K_pbmc_citeseq.zarr.tar.gz") - out_fn = fn.replace(".tar.gz", "") - remove(out_fn) - tar = tarfile.open(fn, "r:gz") - tar.extractall(out_fn) - with pytest.raises(ValueError): - ds = DataStore(out_fn, zarr_mode="wrong", default_assay="RNA") - remove(out_fn) - - def test_auto_filter_cells(self, datastore_ephemeral): - assert ( - datastore_ephemeral.auto_filter_cells( - attrs=["nCounts", "nFeatures", "non_existing_column"], - show_qc_plots=False, - ) - is None - ) - # show_qc_plots=True - # howto test plots? - - def test_filter_cells(self, datastore_ephemeral): - assert ( - datastore_ephemeral.filter_cells( - attrs=["nCounts", "nFeatures", "non_existing_column"], - lows=[None, None, None], - highs=[None, None, None], - reset_previous=True, - ) - is None - ) - # still doesn't access `if j is None:` cases for j and k - - def test_graph_indices(self, make_graph, datastore): - a = np.load(full_path("knn_indices.npy")) - b = datastore.z[make_graph]["indices"][:] - assert np.array_equal(a, b) - - def test_graph_distances(self, make_graph, datastore): - a = np.load(full_path("knn_distances.npy")) - b = datastore.z[make_graph]["distances"][:] - assert np.all((a - b) < 1e-3) - - def test_graph_weights(self, make_graph, datastore): - a = np.load(full_path("knn_weights.npy")) - b = datastore.z[make_graph]["graph__1.0__1.5"]["weights"][:] - assert np.all((a - b) < 1e-5) - - def test_atac_graph_indices(self, make_atac_graph, atac_datastore): - a = np.load(full_path("atac_knn_indices.npy")) - b = atac_datastore.z[make_atac_graph]["indices"][:] - assert a.shape == b.shape - - # TODO: activate this when this PR is merged and released in gensim - # https://github.com/RaRe-Technologies/gensim/pull/3194 - # assert np.array_equal(a, b) - - def test_atac_graph_distances(self, make_atac_graph, atac_datastore): - a = np.load(full_path("atac_knn_distances.npy")) - b = atac_datastore.z[make_atac_graph]["distances"][:] - assert a.shape == b.shape - - # TODO: activate this when this PR is merged and released in gensim - # https://github.com/RaRe-Technologies/gensim/pull/3194 - # assert np.all((a - b) < 1e-5) - - def test_leiden_values(self, leiden_clustering, cell_attrs): - assert len(set(leiden_clustering)) == 10 - # Disabled the following test because failing on CI - # assert np.array_equal(leiden_clustering, cell_attrs['RNA_leiden_cluster'].values) - - def test_paris_values(self, paris_clustering, cell_attrs): - assert np.array_equal(paris_clustering, cell_attrs["RNA_cluster"].values) - - def test_paris_balanced_values(self, paris_clustering_balanced, cell_attrs): - assert np.array_equal( - paris_clustering_balanced, cell_attrs["RNA_balanced_clusters"].values - ) - - def test_run_cell_cycle_scoring(self, cell_cycle_scoring, cell_attrs): - assert np.array_equal( - cell_cycle_scoring, cell_attrs["RNA_cell_cycle_phase"].values - ) - - def test_umap_values(self, umap, cell_attrs): - precalc_umap = cell_attrs[["RNA_UMAP1", "RNA_UMAP2"]].values - assert umap.shape == precalc_umap.shape - # Disabled the following test because failing on CI - # assert np.all((umap - precalc_umap) < 0.1) - - def test_get_markers(self, marker_search, paris_clustering, datastore): - precalc_markers = pd.read_csv(full_path("markers_cluster1.csv"), index_col=0) - markers = datastore.get_markers(group_key="RNA_cluster", group_id=1) - - # Check feature names and scores (always required) - assert markers.feature_name.equals(precalc_markers.feature_name) - diff = (markers.score - precalc_markers.score).values - assert np.all(diff < 1e-3) - - # Check p_values only if they exist in reference data (backward compatible) - if 'p_value' in precalc_markers.columns: - assert 'p_value' in markers.columns, "p_value column missing in output" - # P-values should match within reasonable tolerance - p_diff = (markers.p_value - precalc_markers.p_value).values - assert np.all(np.abs(p_diff) < 1e-3), "p_values differ from reference" - - def test_export_markers_to_csv(self, marker_search, paris_clustering, datastore): - precalc_markers = pd.read_csv(full_path("markers_all_clusters.csv")) - out_file = full_path("test_values_markers.csv") - datastore.export_markers_to_csv(group_key="RNA_cluster", csv_filename=out_file) - markers = pd.read_csv(out_file) - assert markers.equals(precalc_markers) - remove(out_file) - - def test_run_unified_umap(self, run_unified_umap, datastore): - coords = datastore.z["RNA"].projections["unified_UMAP"][:] - precalc_coords = np.load(full_path("unified_UMAP_coords.npy")) - assert coords.shape == precalc_coords.shape - - def test_get_target_classes( - self, run_mapping, paris_clustering, cell_attrs, datastore - ): - classes = datastore.get_target_classes( - target_name="selfmap", reference_class_group="RNA_cluster" - ) - assert np.array_equal(classes.values, cell_attrs["target_classes"].values) - - def test_get_mapping_score(self, run_mapping, cell_attrs, datastore): - scores = next(datastore.get_mapping_score(target_name="selfmap"))[1] - diff = scores - cell_attrs["mapping_scores"].values - assert np.all(diff < 1e-2) - - def test_coral_mapping_score(self, run_mapping_coral, cell_attrs, datastore): - # TODO: add test values for coral - assert 1 == 1 - - def test_repr(self, datastore): - # TODO: Test if the expected values are printed - print(datastore) - - def test_get_imputed(self, datastore): - # TODO: Test the output values - values = datastore.get_imputed(feature_name="CD4") - assert values.shape == datastore.cells.fetch("I").shape - - def test_run_pseudotime_scoring(self, pseudotime_scoring, cell_attrs): - diff = pseudotime_scoring - cell_attrs["RNA_pseudotime"].values - assert np.all(diff < 1e-3) - - def test_run_pseudotime_marker_search(self, pseudotime_markers): - precalc_markers = pd.read_csv( - full_path("pseudotime_markers_r_values.csv"), index_col=0 - ) - assert np.all(precalc_markers.index == pseudotime_markers.index) - assert np.all(precalc_markers.names.values == pseudotime_markers.names.values) - assert np.allclose( - precalc_markers.I__RNA_pseudotime__r.values, - pseudotime_markers.I__RNA_pseudotime__r.values, - ) - - def test_run_pseudotime_aggregation(self, pseudotime_aggregation, datastore): - precalc_values = np.load(full_path("aggregated_feat_idx.npy")) - test_values = datastore.z.RNA.aggregated_I_I_RNA_pseudotime.feature_indices[:] - assert np.array_equal(precalc_values.astype(np.int64), test_values.astype(np.int64)) - - precalc_values = np.load(full_path("aggregated_df_top_10.npy")) - test_values = datastore.z.RNA.aggregated_I_I_RNA_pseudotime.data[:10] - assert np.all(precalc_values == test_values) - - precalc_values = np.load(full_path("pseudotime_clusters.npy")) - test_values = datastore.RNA.feats.fetch_all("pseudotime_clusters") - assert np.all(precalc_values == test_values) - - def test_add_grouped_assay(self, grouped_assay, datastore): - precalc_values = np.load(full_path("ptime_modules_group_1.npy")) - test_values = datastore.get_cell_vals( - from_assay="PTIME_MODULES", cell_key="I", k="group_1" - ) - assert np.allclose(precalc_values, test_values) - - def test_make_bulk(self, leiden_clustering, datastore): - df = datastore.make_bulk(group_key="RNA_leiden_cluster") - assert df.shape == (18850, 10) - assert hash(tuple((df.values.flatten()))) == -1872129810056415572 - - def test_to_anndata(self, datastore): - # TODO: Check if all the attributes copied to anndata - datastore.to_anndata() - - def test_run_topacedo_sampler(self, cell_attrs, topacedo_sampler): - assert np.all(topacedo_sampler == cell_attrs["RNA_sketched"]) - - def test_plot_cells_dists(self, datastore): - datastore.plot_cells_dists(show_fig=False) - - def test_plot_layout(self, umap, paris_clustering, datastore): - datastore.plot_layout( - layout_key="RNA_UMAP", color_by="RNA_cluster", show_fig=False - ) - - # def test_plot_layout_shade(self, umap, paris_clustering, datastore): - # datastore.plot_layout( - # layout_key="RNA_UMAP", - # color_by="RNA_cluster", - # show_fig=False, - # do_shading=True, - # ) - - def test_plot_cluster_tree(self, datastore): - datastore.plot_cluster_tree(cluster_key="RNA_cluster", show_fig=False) - - def test_plot_marker_heatmap(self, marker_search, datastore): - datastore.plot_marker_heatmap(group_key="RNA_cluster", show_fig=False) - - def test_plot_unified_layout(self, run_unified_umap, datastore): - datastore.plot_unified_layout(layout_key="unified_UMAP", show_fig=False) - - def test_plot_pseudotime_heatmap(self, pseudotime_aggregation, datastore): - datastore.plot_pseudotime_heatmap( - cell_key="I", - feat_key="I", - feature_cluster_key="pseudotime_clusters", - pseudotime_key="RNA_pseudotime", - show_features=["Wsb1", "Rest"], - show_fig=False, - ) - - def test_mark_hvgs_with_atac_assay(self, atac_datastore): - import pytest - - with pytest.raises(TypeError): - atac_datastore.mark_hvgs() - - def test_mark_prevalent_peaks_with_rna_assay(self, datastore): - import pytest - - with pytest.raises(TypeError): - datastore.mark_prevalent_peaks() - - def test_run_marker_search_with_no_groupkey(self, datastore): - import pytest - - with pytest.raises(ValueError): - datastore.run_marker_search(group_key=None) - - def test_run_marker_search_with_cellkey(self, datastore, paris_clustering): - datastore.run_marker_search(group_key="RNA_cluster", cell_key="I") diff --git a/scarf/tests/test_downloader.py b/scarf/tests/test_downloader.py deleted file mode 100644 index a1192073..00000000 --- a/scarf/tests/test_downloader.py +++ /dev/null @@ -1,31 +0,0 @@ -from . import full_path, remove - - -def test_downloader(): - from ..downloader import osfd, OSFdownloader - - if osfd is None: - osfd = OSFdownloader("zeupv") - # Making sure that there are at least 15 datasets in the list - assert len(osfd.datasets) > 15 - - -def test_show_available_datasets(): - from ..downloader import show_available_datasets - - show_available_datasets() - - -def test_fetch_dataset(bastidas_ponce_data): - # TODO: check if correct file was downloaded. - pass - - -def test_downloader_as_zarr(): - from ..downloader import fetch_dataset - - # TODO: check if only the zarr file was downloaded - - sample = "tenx_5K_pbmc_rnaseq" - fetch_dataset(sample, as_zarr=True, save_path=full_path(None)) - remove(full_path(sample)) diff --git a/scarf/tests/test_merger.py b/scarf/tests/test_merger.py deleted file mode 100644 index e85ce1d3..00000000 --- a/scarf/tests/test_merger.py +++ /dev/null @@ -1,112 +0,0 @@ -import zarr - -from . import full_path, remove - - -def test_assay_merge(datastore): - # TODO: Evaluate the resulting merged file - """ - Test the AssayMerge class by merging two assays of same type from the same dataset. - """ - from ..merge import AssayMerge - - fn = full_path("merged_zarr.zarr") - writer = AssayMerge( - zarr_path=fn, - assays=[datastore.RNA, datastore.RNA], - names=["self1", "self2"], - merge_assay_name="RNA", - prepend_text="", - overwrite=True, - ) - writer.dump() - tmp = zarr.open(fn + "/RNA/counts") - assert tmp.shape[0] == 2 * datastore.cells.N - assert int(tmp[...].sum()) == int(datastore.RNA.rawData.compute().sum() * 2) - remove(fn) - - -def test_dataset_merge_2(datastore): - """ - Test the DatasetMerge class by merging two datasets. This will test the merging of all assays in the dataset. - """ - from ..merge import DatasetMerge - - fn = full_path("merged_zarr.zarr") - writer = DatasetMerge( - zarr_path=fn, - datasets=[datastore, datastore], - names=["self1", "self2"], - prepend_text="", - overwrite=True - ) - writer.dump() - # Check if the merged file has the correct shape and counts - # Load the merged counts file - rna_count = zarr.open(fn + "/RNA/counts") - assay2_count = zarr.open(fn + "/assay2/counts") - # We merged only two datasets, so the shape should be 2*original_shape - # Check the number of cells - assert rna_count.shape[0] == 2 * datastore.cells.N - assert assay2_count.shape[0] == 2 * datastore.cells.N - # Check the count values through sum - assert int(rna_count[...].sum()) == int(datastore.RNA.rawData.compute().sum() * 2) - assert int(assay2_count[...].sum()) == int( - datastore.assay2.rawData.compute().sum() * 2 - ) - remove(fn) - - -def test_dataset_merge_3(datastore): - """ - Test the DatasetMerge class by merging two datasets. This will test the merging of all assays in the dataset. - If merging is successful for more than two datasets, it should work for any number of datasets. - """ - from ..merge import DatasetMerge - - fn = full_path("merged_zarr.zarr") - writer = DatasetMerge( - zarr_path=fn, - datasets=[datastore, datastore, datastore], - names=["self1", "self2", "self3"], - prepend_text="", - overwrite=True - ) - writer.dump() - # Check if the merged file has the correct shape and counts - # Load the merged counts file - rna_count = zarr.open(fn + "/RNA/counts") - assay2_count = zarr.open(fn + "/assay2/counts") - # We merged only three datasets, so the shape should be 3*original_shape - # Check the number of cells - assert rna_count.shape[0] == 3 * datastore.cells.N - assert assay2_count.shape[0] == 3 * datastore.cells.N - # Check the count values through sum - assert int(rna_count[...].sum()) == int(datastore.RNA.rawData.compute().sum() * 3) - assert int(assay2_count[...].sum()) == int( - datastore.assay2.rawData.compute().sum() * 3 - ) - remove(fn) - -def test_dataset_merge_cells(datastore): - from ..merge import DatasetMerge - from ..datastore.datastore import DataStore - - fn = full_path("merged_zarr.zarr") - writer = DatasetMerge( - zarr_path=fn, - datasets=[datastore, datastore], - names=["self1", "self2"], - prepend_text="orig", - overwrite=True, - ) - writer.dump() - - ds = DataStore( - fn, - default_assay="RNA", - ) - - df = ds.cells.to_pandas_dataframe(ds.cells.columns) - df_diff = df[df['orig_RNA_nCounts'] != df['RNA_nCounts']] - assert len(df_diff) == 0 \ No newline at end of file diff --git a/scarf/tests/test_metrics.py b/scarf/tests/test_metrics.py deleted file mode 100644 index 6cbb277b..00000000 --- a/scarf/tests/test_metrics.py +++ /dev/null @@ -1,49 +0,0 @@ -import numpy as np - - -def test_metric_lisi(datastore, make_graph): - lables = np.random.randint(0, 2, datastore.cells.N) - datastore.cells.insert( - column_name="samples_id", - values=lables, - overwrite=True, - ) - lisi = datastore.metric_lisi( - label_colnames=["samples_id"], save_result=False, return_lisi=True - ) - assert len(lisi[0][1]) == len(datastore.cells.active_index("I")) - - -def test_metric_silhouette(datastore, make_graph, leiden_clustering): - _ = datastore.metric_silhouette() - - -def test_metric_integration_ari(datastore, make_graph, leiden_clustering): - lables1 = np.random.randint(0, 2, datastore.cells.N) - lables2 = np.random.randint(0, 2, datastore.cells.N) - datastore.cells.insert( - column_name="lables1", - values=lables1, - overwrite=True, - ) - datastore.cells.insert( - column_name="lables2", - values=lables2, - overwrite=True, - ) - _ = datastore.metric_integration(batch_labels=["lables1", "lables2"], metric="ari") - -def test_metric_integration_nmi(datastore, make_graph, leiden_clustering): - lables1 = np.random.randint(0, 2, datastore.cells.N) - lables2 = np.random.randint(0, 2, datastore.cells.N) - datastore.cells.insert( - column_name="lables1", - values=lables1, - overwrite=True, - ) - datastore.cells.insert( - column_name="lables2", - values=lables2, - overwrite=True, - ) - _ = datastore.metric_integration(batch_labels=["lables1", "lables2"], metric="nmi") \ No newline at end of file diff --git a/scarf/tests/test_readers.py b/scarf/tests/test_readers.py deleted file mode 100644 index 52c2d4e7..00000000 --- a/scarf/tests/test_readers.py +++ /dev/null @@ -1,80 +0,0 @@ -import numpy as np - - -def test_toy_crdir_assay_feats_table(toy_crdir_reader): - assert np.all( - toy_crdir_reader.assayFeats.columns - == np.array(["RNA", "ADT", "RNA", "HTO", "RNA"]) - ) - assert np.all( - toy_crdir_reader.assayFeats.values[1:] - == [[0, 1, 3, 5, 6], [1, 3, 5, 6, 7], [1, 2, 2, 1, 1]] - ) - - -def test_toy_crdir_reader_cells_feats(toy_crdir_reader): - assert toy_crdir_reader.nCells == 3 - assert toy_crdir_reader.nFeatures == 8 - assert toy_crdir_reader.cell_names() == ["b1", "b2", "b3"] - assert toy_crdir_reader.feature_names() == [ - "g1", - "a1", - "a2", - "g2", - "g3", - "h1", - "g4", - "a3", - ] - assert toy_crdir_reader.feature_ids() == [ - "g1", - "a1", - "a2", - "g2", - "g3", - "h1", - "g4", - "a3", - ] - -def test_toy_crdir_empty(toy_crdir_empty): - assert toy_crdir_empty.nCells == 0 - assert toy_crdir_empty.nFeatures == 4 - assert toy_crdir_empty.feature_names() == [ - "g1", - "a1", - "a2", - "g2", - ] - assert toy_crdir_empty.feature_ids() == [ - "g1", - "a1", - "a2", - "g2", - ] - # check for raise ValueError - try: - toy_crdir_empty.read_header() - except ValueError: - pass - -def test_crh5reader(crh5_reader): - assert crh5_reader.nCells == 892 - assert crh5_reader.nFeatures == 36611 - n_assay_feats = list(crh5_reader.assayFeats.T.nFeatures.values) - assert n_assay_feats == [36601, 10] - - -def test_crdir_reader(crdir_reader): - assert crdir_reader.nCells == 892 - assert crdir_reader.nFeatures == 36601 # Does not contain 10 ADTs - - -def test_h5ad_reader(h5ad_reader): - assert h5ad_reader.nCells == 3696 == len(h5ad_reader.cell_ids()) - assert h5ad_reader.nFeatures == 27998 == len(h5ad_reader.feat_names()) - - -def test_loom_reader(loom_reader): - assert loom_reader.nCells == 298 == len(loom_reader.cell_ids()) - assert loom_reader.nFeatures == 16892 == len(loom_reader.feature_names()) diff --git a/scarf/tests/test_writers.py b/scarf/tests/test_writers.py deleted file mode 100644 index 1be67ac2..00000000 --- a/scarf/tests/test_writers.py +++ /dev/null @@ -1,92 +0,0 @@ -import numpy as np - -from . import full_path, remove - - -def test_crtozarr(crh5_reader): - from ..writers import CrToZarr - - fn = full_path("dummy_1K_pbmc_citeseq.zarr") - writer = CrToZarr(crh5_reader, zarr_loc=fn) - writer.dump() - remove(fn) - - -def test_crtozarr_fromdir(crdir_reader): - from ..writers import CrToZarr - - fn = full_path("1K_pbmc_citeseq_dir.zarr") - writer = CrToZarr(crdir_reader, zarr_loc=fn) - writer.dump() - remove(fn) - - -def test_h5adtozarr(h5ad_reader): - from ..writers import H5adToZarr - - fn = full_path("bastidas.zarr") - writer = H5adToZarr(h5ad_reader, zarr_loc=fn) - writer.dump() - remove(fn) - - -def test_loomtozarr(loom_reader): - from ..writers import LoomToZarr - - fn = full_path("sympathetic.zarr") - writer = LoomToZarr(loom_reader, zarr_loc=fn) - writer.dump() - remove(fn) - - -def test_sparsetozarr(): - from ..writers import SparseToZarr - from scipy.sparse import csr_matrix - - cols = [1, 3, 8, 2, 3, 1, 2, 8, 9] - rows = [0, 0, 0, 1, 1, 1, 2, 2, 2] - data = [1, 10, 15, 10, 20, 2, 3, 1, 5] - mat = (data, (rows, cols)) - mat = csr_matrix(mat, shape=(3, 10)) - - fn = full_path("dummy_sparse.zarr") - - writer = SparseToZarr( - mat, - zarr_loc=fn, - cell_ids=[f"cell_{x}" for x in range(3)], - feature_ids=[f"feat_{x}" for x in range(10)], - ) - writer.dump() - remove(fn) - - -def test_to_h5ad(datastore): - # TODO: Evaluate the resulting H5ad file - from ..writers import to_h5ad - - fn = full_path("test_1K_pbmc_citeseq.h5ad") - to_h5ad(datastore.RNA, fn) - remove(fn) - - -def test_to_mtx(datastore): - # TODO: Evaluate the resulting MTX directory - from ..writers import to_mtx - - fn = full_path("test_1K_pbmc_citeseq_dir") - to_mtx(datastore.RNA, fn) - remove(fn) - - -def test_zarr_subset(datastore): - # TODO: Evaluate the resulting subsetted file - - from ..writers import SubsetZarr - - zarr_path = full_path("subset.zarr") - writer = SubsetZarr( - zarr_loc=zarr_path, assays=[datastore.RNA], cell_idx=np.array([1, 10, 100, 500]) - ) - writer.dump() - remove(zarr_path) diff --git a/scarf/tools/__init__.py b/scarf/tools/__init__.py new file mode 100644 index 00000000..e69de29b diff --git a/scarf/tools/repack_zarr.py b/scarf/tools/repack_zarr.py new file mode 100644 index 00000000..ae041898 --- /dev/null +++ b/scarf/tools/repack_zarr.py @@ -0,0 +1,95 @@ +"""Repack a Zarr store from v2 to v3 with optional sharding.""" + +import argparse +from pathlib import Path + +import numpy as np +import zarr + +from scarf.storage.zarr_store import ( + StorageProfile, + array_info, + finalize_sharded_counts, + get_compressors, + get_storage_profile, + normalize_chunks, + open_store, +) + + +def _copy_group( + src: zarr.Group, + dst: zarr.Group, + profile: StorageProfile, +) -> None: + for key in src.keys(): + node = src[key] + if isinstance(node, zarr.Group): + new_group = dst.create_group(key, overwrite=True) + for attr_key, attr_val in node.attrs.items(): + new_group.attrs[attr_key] = attr_val + _copy_group(node, new_group, profile) + continue + chunks = normalize_chunks(node.chunks, node.shape) + dst.create_array( + key, + data=np.asarray(node[...]), + chunks=chunks, + compressors=get_compressors(profile, zarrFormat=3), + overwrite=True, + ) + + +def repack_store( + input_path: str, + output_path: str, + profile: StorageProfile = "fast_local", + shard_counts: bool = True, + storage_options: dict | None = None, +) -> None: + """Copy a Zarr store to a new path and optionally shard count arrays. + + Args: + input_path: Source Zarr directory. + output_path: Destination Zarr directory (created or overwritten). + profile: Storage profile for compressors and shard sizes. + shard_counts: Repack assay count arrays to sharded layout when True. + """ + src = open_store(input_path, mode="r", storage_options=storage_options) + dst = open_store(output_path, mode="w", storage_options=storage_options) + _copy_group(src, dst, profile) + if not shard_counts: + return + for key in dst.keys(): + node = dst[key] + if not isinstance(node, zarr.Group): + continue + if node.attrs.get("is_assay") and "counts" in node: + counts = finalize_sharded_counts(dst, key, workspace=None, profile=profile) + print(f" {key}/counts: {array_info(counts)}") + + +def main() -> None: + parser = argparse.ArgumentParser( + description="Repack Zarr v2 stores to v3 with sharding" + ) + parser.add_argument("input", type=Path) + parser.add_argument("output", type=Path) + parser.add_argument( + "--profile", + choices=["fast_local", "cloud"], + default=get_storage_profile(), + ) + parser.add_argument("--no-shard-counts", action="store_true") + args = parser.parse_args() + repack_store( + str(args.input), + str(args.output), + profile=args.profile, + shard_counts=not args.no_shard_counts, + ) + print(f"Repacked {args.input} -> {args.output}") + + +if __name__ == "__main__": + main() diff --git a/scarf/umap.py b/scarf/umap.py index 22f4bc73..4af6f79f 100644 --- a/scarf/umap.py +++ b/scarf/umap.py @@ -4,17 +4,21 @@ # License: BSD 3 clause import locale +from typing import Any -from .utils import logger +import numpy as np + +from .utils import logger, tqdm_params as default_tqdm_params locale.setlocale(locale.LC_NUMERIC, "C") __all__ = ["fit_transform"] -def calc_dens_map_params(graph, dists): - import numpy as np - +def calc_dens_map_params( + graph: Any, dists: np.ndarray +) -> tuple[np.ndarray, np.ndarray]: + """Compute densMAP correction terms from graph and KNN distances.""" n_vertices = graph.shape[0] mu_sum = np.zeros(n_vertices, dtype=np.float32) ro = np.zeros(n_vertices, dtype=np.float32) @@ -39,27 +43,26 @@ def calc_dens_map_params(graph, dists): def simplicial_set_embedding( - g, - embedding, - n_epochs, - a, - b, - random_seed, - gamma, - initial_alpha, - negative_sample_rate, - densmap_kwds, - parallel, - nthreads, - verbose, -): + g: Any, + embedding: np.ndarray, + n_epochs: int, + a: float, + b: float, + random_seed: int, + gamma: float, + initial_alpha: float, + negative_sample_rate: float, + densmap_kwds: dict[str, Any], + parallel: bool, + nthreads: int, + verbose: bool, +) -> np.ndarray: + """Run UMAP simplicial-set embedding with optional densMAP.""" import numba from threadpoolctl import threadpool_limits from umap.umap_ import make_epochs_per_sample from umap.layouts import optimize_layout_euclidean from sklearn.utils import check_random_state - import numpy as np - from .utils import tqdm_params # g.data[g.data < (g.data.max() / float(n_epochs))] = 0.0 # g.eliminate_zeros() @@ -85,10 +88,10 @@ def simplicial_set_embedding( else: densmap = False - # tqdm will be activated if https://github.com/lmcinnes/umap/pull/739 - # is merged and when it is released - tqdm_params = dict(tqdm_params) + tqdm_params = dict(default_tqdm_params) tqdm_params["desc"] = "Training UMAP" + if "disable" not in tqdm_params: + tqdm_params["disable"] = not verbose with threadpool_limits(limits=nthreads): embedding = optimize_layout_euclidean( @@ -106,16 +109,17 @@ def simplicial_set_embedding( initial_alpha=initial_alpha, negative_sample_rate=negative_sample_rate, parallel=parallel, - verbose=verbose, + verbose=False, densmap=densmap, densmap_kwds=densmap_kwds, tqdm_kwds=tqdm_params, move_other=True, ) - return embedding + return np.asarray(embedding) -def fuzzy_simplicial_set(g, set_op_mix_ratio): +def fuzzy_simplicial_set(g: Any, set_op_mix_ratio: float) -> Any: + """Combine directed and undirected graph components for UMAP.""" tg = g.transpose() prod = g.multiply(tg) res = set_op_mix_ratio * (g + tg - prod) + (1.0 - set_op_mix_ratio) * prod @@ -124,23 +128,44 @@ def fuzzy_simplicial_set(g, set_op_mix_ratio): def fit_transform( - graph, - ini_embed, - spread, - min_dist, - n_epochs, - random_seed, - repulsion_strength, - initial_alpha, - negative_sample_rate, - densmap_kwds, - parallel, - nthreads, - verbose, -): - from umap.umap_ import find_ab_params + graph: Any, + ini_embed: np.ndarray, + spread: float, + min_dist: float, + n_epochs: int, + random_seed: int, + repulsion_strength: float, + initial_alpha: float, + negative_sample_rate: float, + densmap_kwds: dict[str, Any], + parallel: bool, + nthreads: int, + verbose: bool, +) -> tuple[np.ndarray, float, float]: + """Fit UMAP embedding from a fuzzy simplicial set graph. + + Args: + graph: Sparse COO adjacency graph. + ini_embed: Initial embedding coordinates. + spread: UMAP spread parameter. + min_dist: UMAP min_dist parameter. + n_epochs: Number of optimization epochs. + random_seed: Random seed. + repulsion_strength: UMAP repulsion strength (gamma). + initial_alpha: Initial learning rate. + negative_sample_rate: Negative sampling rate. + densmap_kwds: Extra densMAP kwargs (empty dict disables densMAP). + parallel: Whether to run layout optimization in parallel. + nthreads: Thread limit for layout optimization. + verbose: Verbose UMAP output. + + Returns: + Tuple of (embedding, a, b) UMAP parameters. + """ import warnings + from umap.umap_ import find_ab_params + with warnings.catch_warnings(): warnings.simplefilter("ignore", RuntimeWarning) a, b = find_ab_params(spread=spread, min_dist=min_dist) diff --git a/scarf/utils.py b/scarf/utils.py index 3915728f..eae8d3c3 100644 --- a/scarf/utils.py +++ b/scarf/utils.py @@ -2,22 +2,34 @@ - Methods: - clean_array: returns input array with nan and infinite values removed - - controlled_compute: performs computation with Dask + - controlled_compute: materializes a ChunkedArray into NumPy - rescale_array: performs edge trimming on values of the input vector - - show_progress: performs computation with Dask and shows progress bar + - show_progress: materializes a ChunkedArray and shows a progress bar - system_call: executes a command in the underlying operative system - rolling_window: applies rolling window mean over a vector """ +import hashlib +import resource +import shutil import sys -from typing import List, Optional, TypeAlias, Union +import tempfile +import threading +import time +from collections.abc import Callable, Iterable, Iterator +from concurrent.futures import Future, ThreadPoolExecutor +from contextlib import contextmanager +from pathlib import Path +from typing import Any, TypeVar import numpy as np import zarr -from dask.array.core import Array +from zarr.abc.store import Store from loguru import logger from numba import jit -from tqdm.dask import TqdmCallback +from numpy.typing import NDArray + +from ._types import ZarrMode __all__ = [ "logger", @@ -32,12 +44,37 @@ "permute_into_chunks", "show_dask_progress", "controlled_compute", + "prefetch_blocks", + "ColumnBlockPipeline", + "iter_column_blocks", + "remote_column_disk_ahead", + "remote_column_ram_ahead", + "process_rss_mb", + "rss_peak_tracker", + "array_digest", "rolling_window", ] logger.remove() + + +def stdout_is_interactive() -> bool: + """True when stdout is a TTY (interactive terminal).""" + return hasattr(sys.stdout, "isatty") and sys.stdout.isatty() + + +def _flushing_stdout_sink(message: Any) -> None: + sys.stdout.write(str(message)) + sys.stdout.flush() + + logger.add( - sys.stdout, colorize=True, format="{level}: {message}", level="INFO" + _flushing_stdout_sink, + colorize=stdout_is_interactive(), + format="{message}\n" + if not stdout_is_interactive() + else "{level}: {message}", + level="INFO", ) tqdm_params = { @@ -46,17 +83,19 @@ "colour": "#34abeb", } -ZARRLOC: TypeAlias = Union[str, zarr.LRUStoreCache] +type ZARRLOC = str | Store -def get_log_level(): +def get_log_level() -> int: + """Return the current minimum log level configured for Scarf's logger.""" # noinspection PyUnresolvedReferences - return logger._core.min_level # type: ignore + return int(logger._core.min_level) # type: ignore[attr-defined] def is_notebook() -> bool: + """Return True when running inside a Jupyter notebook kernel.""" try: - shell = get_ipython().__class__.__name__ # type: ignore + shell = get_ipython().__class__.__name__ # type: ignore[name-defined] if shell == "ZMQInteractiveShell": return True elif shell == "TerminalInteractiveShell": @@ -67,13 +106,14 @@ def is_notebook() -> bool: return False -def tqdmbar(*args, **kwargs): +def tqdmbar(*args: Any, **kwargs: Any) -> Any: + """Return a tqdm progress bar with Scarf defaults and log-level aware disable.""" params = dict(tqdm_params) for i in kwargs: if i in params: del params[i] if "disable" not in kwargs and "disable" not in params: - if get_log_level() <= 20: + if get_log_level() <= 20 and stdout_is_interactive(): params["disable"] = False else: params["disable"] = True @@ -87,7 +127,7 @@ def tqdmbar(*args, **kwargs): return tqdm(*args, **kwargs, **params) -def set_verbosity(level: Optional[str] = None, filepath: Optional[str] = None): +def set_verbosity(level: str | None = None, filepath: str | None = None) -> None: """Set verbosity level of Scarf's output. Setting value of level='CRITICAL' should silence all logs. Progress bars are automatically disabled for levels above 'INFO'. @@ -98,36 +138,322 @@ def set_verbosity(level: Optional[str] = None, filepath: Optional[str] = None): is provided then all the logs are printed on standard output. Returns: + None """ # noinspection PyUnresolvedReferences - available_levels = logger._core.levels.keys() # type: ignore + available_levels = logger._core.levels.keys() # type: ignore[attr-defined] if level is None or level not in available_levels: raise ValueError( f"Please provide a value for level: {', '.join(available_levels)}" ) logger.remove() + interactive = stdout_is_interactive() and filepath is None if filepath is None: - filepath = sys.stdout # type: ignore + logger.add( + _flushing_stdout_sink, + colorize=interactive, + format="{message}\n" + if not interactive + else "{level}: {message}", + level=level, + ) + return None logger.add( - filepath, # type: ignore + filepath, # type: ignore[arg-type] colorize=True, format="{level}: {message}", level=level, ) +def process_rss_mb() -> float: + """Return this process's resident set size in MiB.""" + try: + with open("/proc/self/status") as handle: + for line in handle: + if line.startswith("VmRSS:"): + return int(line.split()[1]) / 1024.0 + except OSError: + pass + return resource.getrusage(resource.RUSAGE_SELF).ru_maxrss / 1024.0 + + +@contextmanager +def rss_peak_tracker( + interval_s: float = 0.25, +) -> Iterator[Callable[[], float]]: + """Sample process RSS in the background and yield a peak reader. + + The reader returns the maximum RSS observed since the tracker started, + including a final sample on exit. + """ + peak = process_rss_mb() + stop = threading.Event() + + def sample_loop() -> None: + nonlocal peak + while not stop.wait(interval_s): + peak = max(peak, process_rss_mb()) + + thread = threading.Thread(target=sample_loop, daemon=True) + thread.start() + try: + yield lambda: peak + finally: + stop.set() + thread.join(timeout=2.0) + peak = max(peak, process_rss_mb()) + + +_T = TypeVar("_T") + + +def _wait_with_heartbeat( + future: Future[_T], + *, + label: str, + interval_s: float = 30.0, +) -> _T: + """Wait on ``future``, logging every ``interval_s`` while blocked.""" + from concurrent.futures import TimeoutError as FuturesTimeoutError + + waited = 0.0 + while True: + try: + return future.result(timeout=interval_s) + except FuturesTimeoutError: + waited += interval_s + logger.info(f"{label}: still waiting ({waited:.0f}s elapsed)") + + +class ColumnBlockPipeline: + """Ordered block reads with one RAM read-ahead and optional disk staging. + + The next block is prefetched into RAM while the current block is processed. + Further blocks (up to ``disk_ahead``) are staged on local disk one at a time + so at most one remote read runs for disk spillover while compute continues. + """ + + def __init__( + self, + n_blocks: int, + read_block: Callable[[int], np.ndarray], + *, + ram_ahead: int = 1, + disk_ahead: int = 5, + scratch_dir: str | None = None, + ) -> None: + self.n_blocks = n_blocks + self.read_block = read_block + self.disk_ahead = max(0, int(disk_ahead)) + self._own_scratch = scratch_dir is None + self._scratch = scratch_dir or tempfile.mkdtemp(prefix="scarf_col_blocks_") + self._disk_done: set[int] = set() + self._disk_pending: dict[int, Future[int]] = {} + self._disk_future: Future[int] | None = None + self._ram_futures: dict[int, Future[np.ndarray]] = {} + self.ram_ahead = max(1, int(ram_ahead)) + pool_workers = max(2, self.ram_ahead + (1 if self.disk_ahead > 0 else 0)) + self._pool = ThreadPoolExecutor(max_workers=pool_workers) + self._lock = threading.Lock() + + def close(self) -> None: + self._pool.shutdown(wait=False, cancel_futures=True) + if self._own_scratch: + shutil.rmtree(self._scratch, ignore_errors=True) + + def __enter__(self) -> "ColumnBlockPipeline": + return self + + def __exit__(self, *_exc: object) -> None: + self.close() + + def _disk_path(self, block_idx: int) -> Path: + return Path(self._scratch) / f"block_{block_idx:04d}.npy" + + def _write_disk(self, block_idx: int) -> int: + np.save( + self._disk_path(block_idx), + self.read_block(block_idx), + allow_pickle=False, + ) + with self._lock: + self._disk_done.add(block_idx) + self._disk_pending.pop(block_idx, None) + return block_idx + + def _load_disk(self, block_idx: int) -> np.ndarray: + with self._lock: + pending = self._disk_pending.pop(block_idx, None) + self._disk_done.add(block_idx) + if pending is not None: + pending.result() + path = self._disk_path(block_idx) + if not path.is_file(): + return self.read_block(block_idx) + arr = np.load(path) + path.unlink(missing_ok=True) + return np.asarray(arr) + + def _advance_disk_queue(self, anchor_idx: int) -> None: + """Start at most one serial disk fetch within the staging window.""" + if self.disk_ahead <= 0: + return + with self._lock: + if self._disk_future is not None and not self._disk_future.done(): + return + self._disk_future = None + window_end = min(self.n_blocks, anchor_idx + 2 + self.disk_ahead) + for idx in range(anchor_idx + 2, window_end): + if idx in self._disk_done or self._disk_path(idx).is_file(): + continue + if idx in self._disk_pending: + continue + future = self._pool.submit(self._write_disk, idx) + self._disk_pending[idx] = future + self._disk_future = future + return + + def _schedule_ram(self, block_idx: int) -> None: + if block_idx >= self.n_blocks: + return + with self._lock: + if block_idx in self._ram_futures: + return + if block_idx in self._disk_done or self._disk_path(block_idx).is_file(): + future = self._pool.submit(self._load_disk, block_idx) + elif block_idx in self._disk_pending: + + def wait_and_load(idx: int = block_idx) -> np.ndarray: + pending = self._disk_pending.get(idx) + if pending is not None: + pending.result() + return self._load_disk(idx) + + future = self._pool.submit(wait_and_load) + else: + future = self._pool.submit(self.read_block, block_idx) + self._ram_futures[block_idx] = future + + def schedule_ahead(self, from_block_idx: int) -> None: + """Start prefetching blocks after ``from_block_idx``.""" + for offset in range(1, self.ram_ahead + 1): + self._schedule_ram(from_block_idx + offset) + self._advance_disk_queue(from_block_idx) + + def take( + self, + block_idx: int, + *, + wait_label: str | None = None, + ) -> tuple[np.ndarray, float, str]: + """Return block ``block_idx``, wait time in seconds, and read source.""" + t0 = time.perf_counter() + source = "r2" + label = wait_label or f"block {block_idx + 1}/{self.n_blocks} read" + + def wait_on(future: Future[Any], src: str) -> np.ndarray: + nonlocal source + source = src + return _wait_with_heartbeat(future, label=label) + + if block_idx == 0: + arr = self.read_block(0) + else: + with self._lock: + ram_future = self._ram_futures.pop(block_idx, None) + if ram_future is not None: + arr = wait_on(ram_future, "ram") + elif self._disk_path(block_idx).is_file() or block_idx in self._disk_done: + arr = self._load_disk(block_idx) + source = "disk" + else: + arr = wait_on(self._pool.submit(self.read_block, block_idx), "r2") + wait_sec = time.perf_counter() - t0 + self.schedule_ahead(block_idx) + return arr, wait_sec, source + + +REMOTE_COLUMN_DISK_AHEAD = 5 + + +def remote_column_disk_ahead(*, remote: bool, n_blocks: int = 1) -> int: + """Disk staging depth for remote column-block reads. + + Disk spill only helps long pipelines with many trailing blocks. For a + handful of batches (e.g. marker search) it steals thread-pool workers + from RAM read-ahead and re-fetches the same R2 column chunks via disk. + """ + if not remote or n_blocks < 5: + return 0 + return REMOTE_COLUMN_DISK_AHEAD + + +def remote_column_ram_ahead(*, remote: bool, n_blocks: int) -> int: + """In-flight RAM prefetches for remote column-block reads.""" + if not remote: + return 1 + from scarf.storage.budget import READ_AHEAD + + return max(1, min(READ_AHEAD, n_blocks - 1)) + + +def iter_column_blocks( + n_blocks: int, + read_block: Callable[[int], np.ndarray], + *, + remote: bool = False, + disk_ahead: int | None = None, + scratch_dir: str | None = None, + msg: str | None = None, +) -> Iterator[tuple[int, np.ndarray, float, str]]: + """Iterate column blocks with RAM read-ahead and optional disk staging. + + Yields ``(block_idx, array, read_wait_sec, source)`` where ``source`` is + ``"r2"``, ``"ram"``, or ``"disk"``. + """ + if n_blocks <= 0: + return + ahead = ( + remote_column_disk_ahead(remote=remote, n_blocks=n_blocks) + if disk_ahead is None + else max(0, int(disk_ahead)) + ) + ram_ahead = remote_column_ram_ahead(remote=remote, n_blocks=n_blocks) + block_range = range(n_blocks) + with ColumnBlockPipeline( + n_blocks, + read_block, + ram_ahead=ram_ahead, + disk_ahead=ahead, + scratch_dir=scratch_dir, + ) as pipeline: + for block_idx in tqdmbar(block_range, desc=msg or "", total=n_blocks): + if msg: + logger.debug( + f"{msg}: reading block {block_idx + 1}/{n_blocks} " + f"(rss {process_rss_mb():.0f} MiB)" + ) + wait_label = ( + f"{msg}: block {block_idx + 1}/{n_blocks} read" if msg else None + ) + arr, wait_sec, source = pipeline.take(block_idx, wait_label=wait_label) + yield block_idx, arr, wait_sec, source + + def rescale_array(a: np.ndarray, frac: float = 0.9) -> np.ndarray: """Performs edge trimming on values of the input vector. - Performs edge trimming on values of the input vector and constraints them between within frac and 1-frac density of - normal distribution created with the sample mean and std. dev. of a. + Performs edge trimming on values of the input vector and constrains them + between frac and 1-frac density of a normal distribution created with the + sample mean and std. dev. of a. Args: a: numeric vector frac: Value between 0 and 1. - Return: + Returns: The input array, edge trimmed and constrained. """ from scipy.stats import norm @@ -140,89 +466,121 @@ def rescale_array(a: np.ndarray, frac: float = 0.9) -> np.ndarray: return a -def clean_array(x, fill_val: int = 0): +def clean_array(x: NDArray[Any] | list[Any], fill_val: int | float = 0) -> NDArray[Any]: """Returns input array with nan and infinite values removed. Args: - x (np.ndarray): input array + x: input array fill_val: value to fill zero values with (default: 0) """ - x = np.nan_to_num(x, copy=True) - x[(x == np.inf) | (x == -np.inf)] = 0 - x[x == 0] = fill_val - return x + arr = np.asarray(x, dtype=np.float64) + arr = np.nan_to_num(arr, copy=True) + arr[(arr == np.inf) | (arr == -np.inf)] = 0 + arr[arr == 0] = fill_val + return arr def load_zarr( - zarr_loc: ZARRLOC, mode: str, synchronizer: Optional[zarr.ThreadSynchronizer] = None + zarr_loc: ZARRLOC, + mode: ZarrMode, + synchronizer: Any = None, + storage_options: dict[str, Any] | None = None, ) -> zarr.Group: - if synchronizer is None: - synchronizer = zarr.ThreadSynchronizer() - if isinstance(zarr_loc, str): - return zarr.open_group(zarr_loc, mode=mode, synchronizer=synchronizer) - else: - return zarr.group(zarr_loc, synchronizer=synchronizer) + """Open a Zarr group at the given path, URI, or store object. + Args: + zarr_loc: Path, remote URI (s3://, gs://, ...), or a zarr Store instance. + mode: Zarr open mode, e.g. ``'r'``, ``'r+'``, or ``'w'``. + synchronizer: Optional synchronizer (ignored under Zarr v3). + storage_options: Credentials and backend options for remote URIs (obstore S3Config keys). + + Returns: + Root Zarr group. + """ + from .storage.zarr_store import configure_zarr_io_for_profile, make_store + + if synchronizer is not None: + logger.debug("ThreadSynchronizer is ignored under Zarr v3") + store = make_store( + zarr_loc, + storage_options=storage_options, + read_only=(mode == "r"), + ) + configure_zarr_io_for_profile() + if isinstance(store, str): + return zarr.open_group(store, mode=mode) + return zarr.open_group(store=store, mode=mode) -def controlled_compute(arr, nthreads): - """Performs computation with Dask. + +def prefetch_blocks( + block_iter: Iterable[Any], + fn: Callable[[Any], Any], + max_ahead: int = 1, +) -> Iterator[Any]: + """Apply ``fn`` to blocks with bounded read-ahead while preserving order. Args: - arr: - nthreads: number of threads to use for computation + block_iter: Iterable of block objects to process. + fn: Callable invoked on each block; its return value is yielded. + max_ahead: Maximum number of blocks to compute ahead of the consumer. - Returns: - Result of computation. + Yields: + Results of ``fn(block)`` in the same order as ``block_iter``. """ - import dask + from .parallel import stream_shards - try: - # Multiprocessing may be faster, but it throws exception if SemLock is not implemented. - # For example, multiprocessing won't work on AWS Lambda, in those scenarios we switch ThreadPoolExecutor - from multiprocessing.pool import ThreadPool + yield from stream_shards(block_iter, fn, workers=max(1, max_ahead)) - pool = ThreadPool(nthreads) - except Exception: - from concurrent.futures import ThreadPoolExecutor - pool = ThreadPoolExecutor(nthreads) +def controlled_compute(arr: Any, nthreads: int) -> np.ndarray: + """Materializes a ChunkedArray, Block or deferred reduction into NumPy. - with dask.config.set(schedular="threads", pool=pool): # type: ignore - res = arr.compute() - return res + Args: + arr: A ChunkedArray, Block, deferred reduction, or an already-evaluated + NumPy array. + nthreads: number of threads to use for computation + + Returns: + Result of computation as a NumPy array. + """ + if hasattr(arr, "compute"): + return np.asarray(arr.compute(nthreads)) + return np.asarray(arr) -def show_dask_progress(arr: Array, msg: Optional[str] = None, nthreads: int = 1): - """Performs computation with Dask and shows progress bar. +def show_dask_progress( + arr: Any, msg: str | None = None, nthreads: int = 1 +) -> np.ndarray: + """Materializes a ChunkedArray/reduction while showing a progress bar. Args: - arr: A Dask array + arr: A ChunkedArray, Block or deferred reduction. msg: message to log, default None nthreads: number of threads to use for computation, default 1 Returns: - Result of computation. + Result of computation as a NumPy array. """ + if hasattr(arr, "compute"): + return np.asarray(arr.compute(nthreads, msg)) + return np.asarray(arr) - params = dict(tqdm_params) - if "disable" not in params: - if get_log_level() <= 20: - params["disable"] = False - else: - params["disable"] = True - with TqdmCallback(desc=msg, **params): - res = controlled_compute(arr, nthreads) - return res +def system_call(command: str) -> None: + """Executes a command in the underlying operative system. + + Args: + command: Shell command string to run. -def system_call(command): - """Executes a command in the underlying operative system.""" + Returns: + None + """ import shlex import subprocess process = subprocess.Popen(shlex.split(command), stdout=subprocess.PIPE) while True: - output = process.stdout.readline() # type: ignore + output = process.stdout.readline() # type: ignore[union-attr] if process.poll() is not None: break if output: @@ -231,35 +589,64 @@ def system_call(command): return None +def array_digest(values: np.ndarray) -> str: + array = np.ascontiguousarray(values) + if array.dtype.hasobject: + raise TypeError("Cannot create a deterministic digest for object arrays") + digest = hashlib.blake2b(digest_size=16) + digest.update(array.dtype.str.encode()) + digest.update(np.asarray(array.shape, dtype=np.int64).tobytes()) + digest.update(array.view(np.uint8).tobytes()) + return digest.hexdigest() + + @jit(nopython=True) -def rolling_window(a, w): - n, m = a.shape - b = np.zeros(shape=(n, m)) - for i in range(n): - if i < w: - x = i - y = w - i - elif (n - i) < w: - x = w - (n - i) - y = n - i - else: - x = w // 2 - y = w // 2 - x = i - x - y = i + y - for j in range(m): - b[i, j] = a[x:y, j].mean() - return b +def rolling_window(a: np.ndarray, w: int) -> np.ndarray: + """Apply a centered rolling mean with window size w along axis 0. + Args: + a: 2D numeric array. + w: Window size (number of rows). -def permute_into_chunks(size: int, chunk_size: int, seed: int = 42) -> List[np.ndarray]: + Returns: + Array of the same shape as a with smoothed values. + """ + if a.ndim != 2: + raise ValueError("a must be a two-dimensional array") + if w <= 0: + raise ValueError("w must be greater than zero") + + n, m = a.shape + if n == 0: + raise ValueError("a must contain at least one row") + w = min(w, n) + left = (w - 1) // 2 + right = w // 2 + result = np.empty((n, m), dtype=np.float64) + + for j in range(m): + cumulative = np.empty(n + 1, dtype=np.float64) + cumulative[0] = 0.0 + for i in range(n): + cumulative[i + 1] = cumulative[i] + a[i, j] + for i in range(n): + start = max(0, i - left) + stop = min(n, i + right + 1) + result[i, j] = (cumulative[stop] - cumulative[start]) / (stop - start) + return result + + +def permute_into_chunks(size: int, chunk_size: int, seed: int = 42) -> list[np.ndarray]: """ Permute the chunks of an array of the given size. + Args: - size: The size of the array to be permuted - chunk_size: The size of the chunks to permute + size: The size of the array to be permuted. + chunk_size: The size of the chunks to permute. + seed: Random seed for chunk permutations. + Returns: - A permuted array of the given size + List of permuted chunk index arrays. Examples: >>> permute_into_chunks(10, 3) [array([2, 1, 0]), array([3, 5, 4]), array([7, 8, 6]), array([9])] diff --git a/scarf/writers.py b/scarf/writers.py index be4fa1ee..4022e685 100644 --- a/scarf/writers.py +++ b/scarf/writers.py @@ -5,7 +5,7 @@ - create_zarr_obj_array: Creates and returns a Zarr object array. - create_zarr_count_assay: Creates and returns a Zarr array with name 'counts'. - subset_assay_zarr: Selects a subset of the data in an assay in the specified Zarr hierarchy. - - dask_to_zarr: Creates a Zarr hierarchy from a Dask array. + - dask_to_zarr: Creates a Zarr hierarchy from a chunked array. - to_h5ad: Convert a Zarr file to H5ad format - to_mtx: Convert a Zarr file to MTX format @@ -19,15 +19,31 @@ """ import os -from typing import Any, Tuple, List, Union, Dict, Optional +from collections.abc import Iterator +from typing import Any import numpy as np import pandas as pd -import polars as pl import zarr -from scipy.sparse import csr_matrix, coo_matrix +from scipy.sparse import coo_matrix, csr_matrix +from ._types import as_zarr_array, as_zarr_group from .readers import CrReader, H5adReader, NaboH5Reader, LoomReader, CSVReader +from .storage.zarr_store import ( + ZarrArraySpec, + _group_zarr_format, + accumulate_sparse_to_shards, + array_shard_rows, + count_array_spec, + create_metadata_column, + create_numeric_array, + finalize_sharded_counts, + get_storage_profile, + is_local_zarr_path, + normed_array_spec, + write_dense_from_row_batches, + write_dense_in_shard_rows, +) from .utils import ( controlled_compute, logger, @@ -43,6 +59,7 @@ "create_zarr_count_assay", "subset_assay_zarr", "dask_to_zarr", + "write_renorm_subset_to_zarr", "SubsetZarr", "CrToZarr", "H5adToZarr", @@ -55,12 +72,42 @@ ] +def _apply_budget_override( + mem_budget: int | str | None, + nthreads: int | None, + working_copies: int | None, +) -> None: + """Install a process resource budget from writer-level overrides, if given. + + Write-time chunk and shard geometry is derived from the active resource + budget. Passing any of these lets a caller simulate writing on a machine + with a different memory size or core count than the one running the code. + When all three are None the currently active budget is left untouched, so + callers that set it themselves keep control. + """ + if mem_budget is None and nthreads is None and working_copies is None: + return + from .storage.budget import resolve_budget, set_resource_budget + + set_resource_budget( + resolve_budget( + memory=mem_budget, workers=nthreads, working_copies=working_copies + ) + ) + + +def _normalize_chunks(chunks: tuple[int, ...] | int) -> tuple[int, ...]: + if isinstance(chunks, int): + return (chunks,) + return chunks + + def create_zarr_dataset( g: zarr.Group, name: str, - chunks: tuple, + chunks: tuple[int, ...] | int, dtype: Any, - shape: Tuple, + shape: tuple[int, ...], overwrite: bool = True, ) -> zarr.Array: """Creates and returns a Zarr array. @@ -76,112 +123,64 @@ def create_zarr_dataset( Returns: A Zarr Array. """ - from numcodecs import Blosc - - compressor = Blosc(cname="lz4", clevel=5, shuffle=Blosc.BITSHUFFLE) - return g.create_dataset( - name, - chunks=chunks, - dtype=dtype, + spec = ZarrArraySpec( shape=shape, - compressor=compressor, + chunks=_normalize_chunks(chunks), + dtype=dtype, overwrite=overwrite, ) - - -def dtype_fix(dtype, data: np.ndarray): - if dtype is None or dtype == object: - return "U" + str(max([len(str(x)) for x in data])) - if np.issubdtype(data.dtype, np.dtype("S")): - try: - adata = data.astype("U") - except UnicodeDecodeError: - adata = np.array([x.decode("UTF-8") for x in data]).astype("U") - return adata.dtype - return dtype + return create_numeric_array(g, name, spec) def create_zarr_obj_array( g: zarr.Group, name: str, - data, - dtype: Union[str, Any] = None, + data: Any, + dtype: str | Any = None, overwrite: bool = True, chunk_size: int = 100000, - shape: Optional[int] = None, + shape: int | None = None, ) -> zarr.Array: - """Creates and returns a Zarr object array. - - A Zarr object array can contain any type of object. - https://zarr.readthedocs.io/en/stable/tutorial.html#object-arrays - - Args: - g (zarr.hierarchy): - name (str): - data (): - dtype (Union[str, Any]): - overwrite (bool): - chunk_size (int): - shape: - - Returns: - A Zarr object Array. - """ - - from numcodecs import Blosc - - compressor = Blosc(cname="lz4", clevel=5, shuffle=Blosc.BITSHUFFLE) - - if chunk_size is None or chunk_size is False: - chunks = False - else: - chunks = (chunk_size,) - - if data is not None: - data = np.array(data) - dtype = dtype_fix(dtype, data) - - return g.create_dataset( - name, - data=data, - chunks=chunks, - shape=len(data), - dtype=dtype, - overwrite=overwrite, - compressor=compressor, - ) - else: - return g.create_dataset( - name, - chunks=chunks, - shape=shape, - dtype=dtype, - overwrite=overwrite, - compressor=compressor, - ) + """Creates and returns a metadata column array.""" + return create_metadata_column( + g, + name, + data=data, + dtype=dtype, + overwrite=overwrite, + chunkSize=chunk_size, + shape=shape if data is None else None, + ) def create_zarr_count_assay( z: zarr.Group, assay_name: str, - workspace: Union[str, None], - chunk_size: Tuple[int, int], + workspace: str | None, + chunk_size: tuple[int, int], n_cells: int, - feat_ids: Union[np.ndarray, List[str]], - feat_names: Union[np.ndarray, List[str]], + feat_ids: np.ndarray | list[str], + feat_names: np.ndarray | list[str], dtype: str = "uint32", + *, + targetChunkBytes: int | None = None, + minFeatureChunk: int | None = None, + maxFeatureChunk: int | None = None, ) -> zarr.Array: """Creates and returns a Zarr array with name 'counts'. Args: z (zarr.Group): assay_name (str): - workspace (Union[str, None]): - chunk_size (Tuple[int, int]): + workspace (str | None): + chunk_size (tuple[int, int]): n_cells (int): - feat_ids (Union[np.ndarray, List[str]]): - feat_names (Union[np.ndarray, List[str]]): + feat_ids (np.ndarray | list[str]): + feat_names (np.ndarray | list[str]): dtype (str = 'uint32'): + targetChunkBytes: Optional cloud feature-chunk byte target. + minFeatureChunk: Optional lower clamp for feature-chunk width. + maxFeatureChunk: Optional upper clamp for feature-chunk width. Returns: A Zarr array. @@ -199,23 +198,48 @@ def create_zarr_count_assay( ) if workspace is not None: g = z.create_group(f"matrices/{assay_name}", overwrite=True) + n_feats = len(feat_ids) + if _group_zarr_format(g) >= 3: + spec = count_array_spec( + n_cells, + n_feats, + dtype=dtype, + remote=get_storage_profile() == "cloud", + targetChunkBytes=targetChunkBytes, + minFeatureChunk=minFeatureChunk, + maxFeatureChunk=maxFeatureChunk, + ) + return create_numeric_array(g, "counts", spec) return create_zarr_dataset( - g, "counts", chunk_size, dtype, (n_cells, len(feat_ids)), overwrite=True + g, "counts", chunk_size, dtype, (n_cells, n_feats), overwrite=True ) +def finalize_writer_counts( + store: zarr.Group, + assay_name: str, + workspace: str | None = None, +) -> zarr.Array: + """Repack count arrays to sharded layout after writing completes.""" + return finalize_sharded_counts(store, assay_name, workspace) + + def load_count_store( - z: zarr.Group, assay_name: str, workspace: Union[str, None] + z: zarr.Group, assay_name: str, workspace: str | None ) -> zarr.Array: + """Return the counts Zarr array for an assay in the given workspace.""" if workspace is None: - return z[f"{assay_name}/counts"] # type: ignore - else: - return z[f"matrices/{assay_name}/counts"] # type: ignore + return as_zarr_array(z[f"{assay_name}/counts"], name=f"{assay_name}/counts") + return as_zarr_array( + z[f"matrices/{assay_name}/counts"], + name=f"matrices/{assay_name}/counts", + ) def create_cell_data( - z: zarr.Group, workspace: Union[str, None], ids: np.ndarray, names: np.ndarray + z: zarr.Group, workspace: str | None, ids: np.ndarray, names: np.ndarray ) -> zarr.Group: + """Create the cellData group with ids, names, and default ``I`` filter column.""" if workspace is None: g = z.create_group("cellData") else: @@ -226,20 +250,18 @@ def create_cell_data( return g -def sparse_writer(store: zarr.Array, data_stream, n_cells: int, batch_size: int) -> int: - ( - s, - e, - ) = ( - 0, - 0, - ) - n_chunks = n_cells // batch_size + 1 - for a in tqdmbar(data_stream, total=n_chunks): - e += a.shape[0] - store.set_coordinate_selection((a.row + s, a.col), a.data) - s = e - return e +def sparse_writer( + store: zarr.Array, + data_stream: Iterator[coo_matrix], + n_cells: int, + batch_size: int, +) -> int: + """Write CSR batches into a Zarr count array row-wise. + + Returns: + Number of rows written. + """ + return accumulate_sparse_to_shards(store, data_stream, dtype=store.dtype) class CrToZarr: @@ -251,6 +273,12 @@ class CrToZarr: zarr_loc: The file name for the Zarr hierarchy or a store chunk_size: The requested size of chunks to load into memory and process. dtype: the dtype of the data. + mem_budget: Memory budget driving write-time chunk and shard geometry. Accepts bytes, a + suffixed size (e.g. '8G'), or a fraction of total system memory (e.g. '0.6'). + Set it to simulate writing on a machine with a different memory size. + nthreads: Worker count for write-time concurrency. When None, auto-detected. + working_copies: Number of concurrent in-memory working copies the memory budget is divided + across. When None, uses SCARF_WORKING_COPIES env var or the default. Attributes: cr: A CrReader object, containing the Cellranger data. @@ -262,14 +290,20 @@ def __init__( self, cr: CrReader, zarr_loc: ZARRLOC, - chunk_size=(1000, 1000), + chunk_size: tuple[int, int] = (1000, 1000), dtype: str = "uint32", - workspace: Optional[str] = None, - ): + workspace: str | None = None, + storage_options: dict[str, Any] | None = None, + mem_budget: int | str | None = None, + nthreads: int | None = None, + working_copies: int | None = None, + ) -> None: + _apply_budget_override(mem_budget, nthreads, working_copies) self.cr = cr self.chunkSizes = chunk_size self.workspace = workspace - self.z = load_zarr(zarr_loc=zarr_loc, mode="w") + self.storage_options = storage_options + self.z = load_zarr(zarr_loc=zarr_loc, mode="w", storage_options=storage_options) create_cell_data( z=self.z, workspace=self.workspace, @@ -289,7 +323,7 @@ def __init__( ) @staticmethod - def _prep_assay_input_ranges(af: pd.DataFrame) -> Dict[str, List[List[int]]]: + def _prep_assay_input_ranges(af: pd.DataFrame) -> dict[str, list[list[int]]]: assay_order = ( af.T.nFeatures.groupby(af.columns).sum().sort_values(ascending=False).index ) @@ -307,9 +341,9 @@ def _prep_assay_input_ranges(af: pd.DataFrame) -> Dict[str, List[List[int]]]: @staticmethod def _prep_feat_index_offset( - ranges: Dict[str, List[List[int]]] - ) -> Dict[str, List[int]]: - feat_offset = {} + ranges: dict[str, list[list[int]]], + ) -> dict[str, list[int]]: + feat_offset: dict[str, list[int]] = {} for i in ranges: feat_offset[i] = [] lv = 0 @@ -354,7 +388,7 @@ def dump(self, batch_size: int = 1000, lines_in_mem: int = 100000) -> None: ) else: logger.warning( - f"No feature captured from chunk {s} to {s+a.shape[0]} for assay: {assay}" + f"No feature captured from chunk {s} to {s + a.shape[0]} for assay: {assay}" ) s += a.shape[0] if s != self.cr.nCells: @@ -362,6 +396,8 @@ def dump(self, batch_size: int = 1000, lines_in_mem: int = 100000) -> None: "ERROR: This is a bug in CrToZarr. All cells might not have been successfully " "written into the zarr file. Please report this issue" ) + for assay in input_ranges: + finalize_writer_counts(self.z, assay, self.workspace) class H5adToZarr: @@ -373,6 +409,12 @@ class H5adToZarr: assay_name: the name of the assay (e. g. 'RNA') workspace: An optional workspace id. chunk_size: The requested size of chunks to load into memory and process. + mem_budget: Memory budget driving write-time chunk and shard geometry. Accepts bytes, a + suffixed size (e.g. '8G'), or a fraction of total system memory (e.g. '0.6'). + Set it to simulate writing on a machine with a different memory size. + nthreads: Worker count for write-time concurrency. When None, auto-detected. + working_copies: Number of concurrent in-memory working copies the memory budget is divided + across. When None, uses SCARF_WORKING_COPIES env var or the default. Attributes: h5ad: A h5ad object (h5 file with added AnnData structure). @@ -385,22 +427,31 @@ def __init__( self, h5ad: H5adReader, zarr_loc: ZARRLOC, - assay_name: Optional[str] = None, - workspace: Union[str, None] = None, - chunk_size=(1000, 1000), - ): + assay_name: str | None = None, + workspace: str | None = None, + chunk_size: tuple[int, int] = (1000, 1000), + storage_options: dict[str, Any] | None = None, + mem_budget: int | str | None = None, + nthreads: int | None = None, + working_copies: int | None = None, + targetChunkBytes: int | None = None, + minFeatureChunk: int | None = None, + maxFeatureChunk: int | None = None, + ) -> None: # TODO: support for multiple assay. One of the `var` datasets can be used to group features in separate assays + _apply_budget_override(mem_budget, nthreads, working_copies) self.h5ad = h5ad self.chunkSizes = chunk_size self.workspace = workspace + self.storage_options = storage_options if assay_name is None: logger.info( - f"No value provided for assay names. Will use default value: 'RNA'" + "No value provided for assay names. Will use default value: 'RNA'" ) self.assayName = "RNA" else: self.assayName = assay_name - self.z = load_zarr(zarr_loc=zarr_loc, mode="w") + self.z = load_zarr(zarr_loc=zarr_loc, mode="w", storage_options=storage_options) self._ini_cell_data() create_zarr_count_assay( z=self.z, @@ -411,10 +462,13 @@ def __init__( feat_ids=self.h5ad.feat_ids(), feat_names=self.h5ad.feat_names(), dtype=self.h5ad.matrixDtype, + targetChunkBytes=targetChunkBytes, + minFeatureChunk=minFeatureChunk, + maxFeatureChunk=maxFeatureChunk, ) self._ini_feature_data() - def _ini_cell_data(self): + def _ini_cell_data(self) -> None: ids = self.h5ad.cell_ids() g = create_cell_data( z=self.z, @@ -425,20 +479,29 @@ def _ini_cell_data(self): for i, j in self.h5ad.get_cell_columns(): create_zarr_obj_array(g, i, j, j.dtype) - def _ini_feature_data(self): + def _ini_feature_data(self) -> None: if self.workspace is None: - g: zarr.Group = self.z[f"{self.assayName}/featureData"] # type: ignore + feat_group = as_zarr_group( + self.z[f"{self.assayName}/featureData"], + name=f"{self.assayName}/featureData", + ) else: - g: zarr.Group = self.z[f"{self.workspace}/{self.assayName}/featureData"] # type: ignore + feat_group = as_zarr_group( + self.z[f"{self.workspace}/{self.assayName}/featureData"], + name=f"{self.workspace}/{self.assayName}/featureData", + ) for i, j in self.h5ad.get_feat_columns(): - if i not in g: - create_zarr_obj_array(g, i, j, j.dtype) + if i not in feat_group: + create_zarr_obj_array(feat_group, i, j, j.dtype) def dump(self, batch_size: int = 1000) -> None: - # TODO: add informed description to docstring - """ + """Write h5ad matrix data into the Zarr counts array. + + Args: + batch_size: Number of cells written per sparse_writer batch. + Raises: - AssertionError: Catches eventual bugs in the class, if number of cells does not match after transformation. + AssertionError: If written cell count does not match expected nCells. Returns: None @@ -455,6 +518,7 @@ def dump(self, batch_size: int = 1000) -> None: "ERROR: This is a bug in H5adToZarr. All cells might not have been successfully " "written into the zarr file. Please report this issue" ) + finalize_writer_counts(self.z, self.assayName, self.workspace) class NaboH5ToZarr: @@ -480,22 +544,24 @@ def __init__( self, h5: NaboH5Reader, zarr_loc: ZARRLOC, - assay_name: Optional[str] = None, - workspace: Union[str, None] = None, - chunk_size=(1000, 1000), + assay_name: str | None = None, + workspace: str | None = None, + chunk_size: tuple[int, int] = (1000, 1000), dtype: str = "uint32", - ): + storage_options: dict[str, Any] | None = None, + ) -> None: self.h5 = h5 self.chunkSizes = chunk_size self.workspace = workspace + self.storage_options = storage_options if assay_name is None: logger.info( - f"No value provided for assay names. Will use default value: 'RNA'" + "No value provided for assay names. Will use default value: 'RNA'" ) self.assayName = "RNA" else: self.assayName = assay_name - self.z = load_zarr(zarr_loc, mode="w") # type: ignore + self.z = load_zarr(zarr_loc, mode="w", storage_options=storage_options) self._ini_cell_data() create_zarr_count_assay( z=self.z, @@ -508,7 +574,7 @@ def __init__( dtype=dtype, ) - def _ini_cell_data(self): + def _ini_cell_data(self) -> None: ids = self.h5.cell_ids() _ = create_cell_data( z=self.z, @@ -518,22 +584,21 @@ def _ini_cell_data(self): ) def dump(self, batch_size: int = 500) -> None: - # TODO: add informed description to docstring - """ + """Write Nabo H5 matrix data into the Zarr counts array. + + Args: + batch_size: Number of cells written per batch. + Raises: - AssertionError: Catches eventual bugs in the class, if number of cells does not match after transformation. + AssertionError: If written cell count does not match expected nCells. Returns: None """ store = load_count_store(self.z, self.assayName, self.workspace) - ( - s, - e, - ) = ( - 0, - 0, - ) + batch_size = array_shard_rows(store) + s = 0 + e = 0 n_chunks = self.h5.nCells // batch_size + 1 for a in tqdmbar(self.h5.consume(batch_size), total=n_chunks): e += a.shape[0] @@ -544,6 +609,7 @@ def dump(self, batch_size: int = 500) -> None: "ERROR: This is a bug in NaboH5ToZarr. All cells might not have been successfully " "written into the zarr file. Please report this issue" ) + finalize_writer_counts(self.z, self.assayName, self.workspace) class LoomToZarr: @@ -568,22 +634,24 @@ def __init__( self, loom: LoomReader, zarr_loc: ZARRLOC, - assay_name: Optional[str] = None, - workspace: Union[str, None] = None, - chunk_size=(1000, 1000), - ): + assay_name: str | None = None, + workspace: str | None = None, + chunk_size: tuple[int, int] = (1000, 1000), + storage_options: dict[str, Any] | None = None, + ) -> None: # TODO: support for multiple assay. Data from within individual layers can be treated as separate assays self.loom = loom self.chunkSizes = chunk_size self.workspace = workspace + self.storage_options = storage_options if assay_name is None: logger.info( - f"No value provided for assay names. Will use default value: 'RNA'" + "No value provided for assay names. Will use default value: 'RNA'" ) self.assayName = "RNA" else: self.assayName = assay_name - self.z = load_zarr(zarr_loc, mode="w") + self.z = load_zarr(zarr_loc, mode="w", storage_options=storage_options) self._ini_cell_data() create_zarr_count_assay( z=self.z, @@ -597,9 +665,9 @@ def __init__( ) self._ini_feature_data() - def _ini_cell_data(self): + def _ini_cell_data(self) -> None: ids = np.array(self.loom.cell_ids()) - g = create_cell_data( + cell_group = create_cell_data( z=self.z, workspace=self.workspace, ids=ids, @@ -607,23 +675,32 @@ def _ini_cell_data(self): ) for i, j in self.loom.get_cell_attrs(): try: - create_zarr_obj_array(g, i, j, j.dtype) + create_zarr_obj_array(cell_group, i, j, j.dtype) except UnicodeDecodeError: logger.warning(f"Could not import {i} cell(column) attribute") - def _ini_feature_data(self): + def _ini_feature_data(self) -> None: if self.workspace is None: - g: zarr.Group = self.z[f"{self.assayName}/featureData"] # type: ignore + feat_group = as_zarr_group( + self.z[f"{self.assayName}/featureData"], + name=f"{self.assayName}/featureData", + ) else: - g: zarr.Group = self.z[f"{self.workspace}/{self.assayName}/featureData"] # type: ignore + feat_group = as_zarr_group( + self.z[f"{self.workspace}/{self.assayName}/featureData"], + name=f"{self.workspace}/{self.assayName}/featureData", + ) for i, j in self.loom.get_feature_attrs(): - create_zarr_obj_array(g, i, j, j.dtype) + create_zarr_obj_array(feat_group, i, j, j.dtype) def dump(self, batch_size: int = 1000) -> None: - # TODO: add informed description to docstring - """ + """Write Loom matrix data into the Zarr counts array. + + Args: + batch_size: Number of cells written per sparse_writer batch. + Raises: - AssertionError: Catches eventual bugs in the class, if number of cells does not match after transformation. + AssertionError: If written cell count does not match expected nCells. Returns: None @@ -640,6 +717,7 @@ def dump(self, batch_size: int = 1000) -> None: "ERROR: This is a bug in LoomToZarr. All cells might not have been successfully " "written into the zarr file. Please report this issue" ) + finalize_writer_counts(self.z, self.assayName, self.workspace) class SparseToZarr: @@ -669,17 +747,19 @@ def __init__( self, csr_mat: csr_matrix, zarr_loc: ZARRLOC, - cell_ids: Union[np.ndarray, List[str]], - feature_ids: Union[np.ndarray, List[str]], - assay_name: Optional[str] = None, - workspace: Union[str, None] = None, - feature_names: Union[np.ndarray, List[str], None] = None, - chunk_size=(1000, 1000), - matrix_dtype: Optional[np.dtype] = None, - ): + cell_ids: np.ndarray | list[str], + feature_ids: np.ndarray | list[str], + assay_name: str | None = None, + workspace: str | None = None, + feature_names: np.ndarray | list[str] | None = None, + chunk_size: tuple[int, int] = (1000, 1000), + matrix_dtype: np.dtype | None = None, + storage_options: dict[str, Any] | None = None, + ) -> None: self.mat = csr_mat self.chunkSizes = chunk_size self.workspace = workspace + self.storage_options = storage_options cell_ids = np.array(cell_ids) if matrix_dtype is None: self.matrixDtype = self.mat.dtype @@ -687,7 +767,7 @@ def __init__( self.matrixDtype = matrix_dtype if assay_name is None: logger.info( - f"No value provided for assay names. Will use default value: 'RNA'" + "No value provided for assay names. Will use default value: 'RNA'" ) self.assayName = "RNA" else: @@ -702,7 +782,7 @@ def __init__( "ERROR: Number of feature ids are not same as number of features in the matrix" ) - self.z = load_zarr(zarr_loc, mode="w") + self.z = load_zarr(zarr_loc, mode="w", storage_options=storage_options) _ = create_cell_data( z=self.z, workspace=self.workspace, @@ -722,7 +802,7 @@ def __init__( dtype=str(self.matrixDtype), ) - def dump(self, batch_size: Optional[int] = None) -> None: + def dump(self, batch_size: int | None = None) -> None: """Write out the data matrix into the Zarr hierarchy. Args: @@ -739,37 +819,29 @@ def dump(self, batch_size: Optional[int] = None) -> None: store = load_count_store(self.z, self.assayName, self.workspace) if batch_size is None: - batch_size = int(store.chunks[0]) - ( - s, - e, - ) = ( - 0, - 0, + batch_size = array_shard_rows(store) + + def row_batches() -> Iterator[coo_matrix]: + s = 0 + for end in range(batch_size, self.nCells + batch_size, batch_size): + if s == self.nCells: + break + if end > self.nCells: + end = self.nCells + yield self.mat[s:end].tocoo() + s = end + + e = accumulate_sparse_to_shards( + store, + row_batches(), + dtype=self.matrixDtype, ) - n_chunks = self.nCells // batch_size + 1 - for e in tqdmbar( - range(batch_size, self.nCells + batch_size, batch_size), - total=n_chunks, - desc="Writing data matrix", - ): - if s == self.nCells: - raise ValueError( - "Unexpected error encountered in writing to Zarr. The last iteration has failed. " - "Please report this issue." - ) - if e > self.nCells: - e = self.nCells - a = self.mat[s:e].tocoo() # type: ignore - store.set_coordinate_selection( - (a.row + s, a.col), a.data.astype(self.matrixDtype) - ) - s = e if e != self.nCells: raise AssertionError( "ERROR: This is a bug in SparseToZarr. All cells might not have been successfully " "written into the zarr file. Please report this issue" ) + finalize_writer_counts(self.z, self.assayName, self.workspace) class CSVtoZarr: @@ -794,15 +866,17 @@ def __init__( cr: CSVReader, zarr_loc: ZARRLOC, assay_name: str, - chunk_size=(1000, 1000), - workspace: Union[str, None] = None, - dtype: Optional[np.dtype] = None, - ): + chunk_size: tuple[int, int] = (1000, 1000), + workspace: str | None = None, + dtype: np.dtype | None = None, + storage_options: dict[str, Any] | None = None, + ) -> None: self.csvr = cr self.assayName = assay_name self.chunkSizes = chunk_size self.workspace = workspace - self.z = load_zarr(zarr_loc, mode="w") + self.storage_options = storage_options + self.z = load_zarr(zarr_loc, mode="w", storage_options=storage_options) if dtype is not None: self.dtype = dtype else: @@ -838,40 +912,38 @@ def dump(self) -> None: """ store = load_count_store(self.z, self.assayName, self.workspace) - cell_data_grp: zarr.Group = self.z["cellData"] # type: ignore + cell_data_grp = as_zarr_group(self.z["cellData"], name="cellData") cell_data = [ create_zarr_obj_array( cell_data_grp, name=x, data=None, dtype=y, shape=self.csvr.nCells ) - for x, y in zip(self.csvr.cellDataCols, self.csvr.cellDataDtypes) # type: ignore + for x, y in zip(self.csvr.cellDataCols, self.csvr.cellDataDtypes or []) ] - batch_size = self.csvr.pandas_kwargs["chunksize"] - ( - s, - e, - ) = ( - 0, - 0, + + def count_batches() -> Iterator[np.ndarray]: + s = 0 + for a, c in self.csvr.consume(): + e = s + a.shape[0] + if c is not None: + for n, i in enumerate(c.T): + cell_data[n][s:e] = i + s = e + if self.dtype is not None: + yield a.astype(self.dtype) + else: + yield a + + e = write_dense_from_row_batches( + store, + count_batches(), + msg="Writing CSV counts", ) - if self.csvr.nCells % batch_size == 0: - n_chunks = int(self.csvr.nCells / batch_size) - else: - n_chunks = (self.csvr.nCells // batch_size) + 1 - for a, c in tqdmbar(self.csvr.consume(), total=n_chunks): - e += a.shape[0] - if self.dtype is not None: - store[s:e] = a.astype(self.dtype) - else: - store[s:e] = a - if c is not None: - for n, i in enumerate(c.T): - cell_data[n][s:e] = i - s = e if e != self.csvr.nCells: raise AssertionError( - "ERROR: This is a bug in LoomToZarr. All cells might not have been successfully " + "ERROR: This is a bug in CSVtoZarr. All cells might not have been successfully " "written into the zarr file. Please report this issue" ) + finalize_writer_counts(self.z, self.assayName, self.workspace) def subset_assay_zarr( @@ -880,8 +952,9 @@ def subset_assay_zarr( out_grp: str, cells_idx: np.ndarray, feat_idx: np.ndarray, - chunk_size: tuple, -): + chunk_size: tuple[int, int], + storage_options: dict[str, Any] | None = None, +) -> None: """Selects a subset of the data in an assay in the specified Zarr hierarchy. @@ -892,46 +965,103 @@ def subset_assay_zarr( zarr_loc: The file name for the Zarr hierarchy. in_grp: Group in Zarr hierarchy to subset. out_grp: Group name in Zarr hierarchy to write subsetted assay to. - cells_idx: A list of cell indices to (keep | drop ?). - feat_idx: A list of feature indices to (keep | drop ?). - chunk_size: The requested size of chunks to load into memory and process. + cells_idx: Indices of cells to keep in the subset. + feat_idx: Indices of features to keep in the subset. + chunk_size: Chunk size for the output Zarr array. Returns: None """ - z = load_zarr(zarr_loc, "r+") - ig: zarr.Array = z[in_grp] # type: ignore - og = create_zarr_dataset( - z, out_grp, chunk_size, "uint32", (len(cells_idx), len(feat_idx)) + z = load_zarr(zarr_loc, "r+", storage_options=storage_options) + ig = as_zarr_array(z[in_grp], name=in_grp) + spec = count_array_spec(len(cells_idx), len(feat_idx), dtype="uint32") + og = create_numeric_array(z, out_grp, spec) + write_dense_in_shard_rows( + og, + lambda start, end: np.asarray( + ig.get_orthogonal_selection((cells_idx[start:end], feat_idx)) + ), + msg="Subsetting assay", + ) + return None + + +def write_renorm_subset_to_zarr( + assay: Any, + cell_idx: np.ndarray, + feat_idx: np.ndarray, + z: zarr.Group, + loc: str, + nthreads: int, + log_transform: bool = False, + msg: str | None = None, + mirror: zarr.Array | None = None, +) -> None: + """Write library-size normalized subset data in a single scattered read pass. + + For HVG subsets the per-cell scale factor is the row sum within each block, + so a separate ``counts.sum(axis=1)`` pass is not needed before writing. + """ + counts = assay.rawData[:, feat_idx][cell_idx, :] + if msg is None: + msg = f"Writing data to {loc}" + spec = normed_array_spec(counts.shape[0], counts.shape[1]) + og = create_numeric_array(z, loc, spec) + sf = assay.sf + + def normalize_block(block: Any) -> np.ndarray: + block = np.asarray(block) + row_sum = block.sum(axis=1) + row_sum[row_sum == 0] = 1 + out = sf * block / row_sum[:, np.newaxis] + if log_transform: + out = np.log1p(out) + return np.asarray(out, dtype=np.float32) + + write_dense_in_shard_rows( + og, + lambda start, end: normalize_block( + controlled_compute(counts[start:end, :], nthreads) + ), + msg=msg, + also_write_to=mirror, ) - pos_start, pos_end = 0, 0 - for i in tqdmbar(np.array_split(cells_idx, len(cells_idx) // chunk_size[0] + 1)): - pos_end += len(i) - og[pos_start:pos_end, :] = ig.get_orthogonal_selection((i, feat_idx)) - pos_start = pos_end return None -def dask_to_zarr(df, z, loc, chunk_size, nthreads: int, msg: Optional[str] = None): - # TODO: perhaps change name of Dask array so it does not get confused with a dataframe - """Creates a Zarr hierarchy from a Dask array. +def dask_to_zarr( + df: Any, + z: zarr.Group, + loc: str, + chunk_size: tuple[int, int], + nthreads: int, + msg: str | None = None, + mirror: zarr.Array | None = None, +) -> None: + """Creates a Zarr hierarchy from a chunked array. Args: - df (): Dask array. - z (): Zarr hierarchy. - loc (): Location to write data/Zarr hierarchy to. - chunk_size (): Size of chunks to load into memory and process. - nthreads (int): Number of threads to use. - msg (str): Message to use with progress bar (Default: f"Writing data to {loc}"). + df: ChunkedArray to materialize and write. + z: Root Zarr group. + loc: Array path within the group. + chunk_size: Legacy row chunk hint (superseded by profile spec when writing normed data). + nthreads: Threads for block compute. + msg: Progress bar message (default: ``Writing data to {loc}``). + mirror: Optional second array of the same shape to write each band into + during the same pass (local staging cache). """ if msg is None: msg = f"Writing data to {loc}" - og = create_zarr_dataset(z, loc, chunk_size, "float64", df.shape) - pos_start, pos_end = 0, 0 - for i in tqdmbar(df.blocks, total=df.numblocks[0], desc=msg): - pos_end += i.shape[0] - og[pos_start:pos_end, :] = controlled_compute(i, nthreads) - pos_start = pos_end + spec = normed_array_spec(df.shape[0], df.shape[1]) + og = create_numeric_array(z, loc, spec) + write_dense_in_shard_rows( + og, + lambda start, end: controlled_compute(df[start:end, :], nthreads).astype( + np.float32, copy=False + ), + msg=msg, + also_write_to=mirror, + ) return None @@ -941,40 +1071,45 @@ class SubsetZarr: Args: zarr_loc: Path for the output (subsetted) Zarr file assays: Source assays to be subsetted. These assays must be from the same dataset + in_workspace: Source workspace name (None for legacy layout). + out_workspace: Target workspace name in the output Zarr file. cell_key: Name of a boolean column in cell metadata. The cells with value True are included in the subset. Only used when cell_idx is None. - cell_idx: Indices of the cells to be included in the subsetted. + cell_idx: Explicit indices of cells to include in the subset. reset_cell_filter: If True, then the cell filtering information is removed, i.e. even the filtered out cells are set as True as in the 'I' column. To keep the filtering information set the value for this parameter to False. (Default value: True) overwrite_existing_file: If True, then overwrites the existing data. (Default value: False) - overwrite_cell_data: If True, then overwrites cell data (Default value: True) + overwrite_cell_data: If True, then overwrites cell data (Default value: False) """ def __init__( self, zarr_loc: ZARRLOC, - assays: list, - in_workspace: Union[str, None] = None, - out_workspace: Union[str, None] = None, - cell_key: Optional[str] = None, - cell_idx: Optional[np.ndarray] = None, + assays: list[Any], + in_workspace: str | None = None, + out_workspace: str | None = None, + cell_key: str | None = None, + cell_idx: np.ndarray | None = None, reset_cell_filter: bool = True, overwrite_existing_file: bool = False, overwrite_cell_data: bool = False, + storage_options: dict[str, Any] | None = None, ) -> None: self.resetCells = reset_cell_filter self.overFn = overwrite_existing_file self.overCells = overwrite_cell_data self.inWorkspace = in_workspace self.outWorkspace = out_workspace + self.storage_options = storage_options self.z = self._check_files(zarr_loc) self.assays = self._check_assays(assays) self.cellIdx = self._check_idx(cell_key, cell_idx) - def _check_files(self, zarr_loc: ZARRLOC): + def _check_files(self, zarr_loc: ZARRLOC) -> zarr.Group: if ( - isinstance(zarr_loc, str) + is_local_zarr_path(zarr_loc) + and isinstance(zarr_loc, str) and os.path.isdir(zarr_loc) and self.overFn is False ): @@ -983,10 +1118,12 @@ def _check_files(self, zarr_loc: ZARRLOC): f"If you want to overwrite it then please set overwrite_existing_file to True. " f"No subsetting was performed." ) - return load_zarr(zarr_loc=zarr_loc, mode="w") + return load_zarr( + zarr_loc=zarr_loc, mode="w", storage_options=self.storage_options + ) @staticmethod - def _check_assays(assays): + def _check_assays(assays: list[Any]) -> list[Any]: # if type(assays) != list: if isinstance(assays, list) is False: raise TypeError( @@ -1008,10 +1145,13 @@ def _check_assays(assays): ) return assays - def _check_idx(self, cell_key, cell_idx): + def _check_idx( + self, cell_key: str | None, cell_idx: np.ndarray | None + ) -> np.ndarray: if cell_key is None and cell_idx is None: raise ValueError("Both `cell_key` and `cell_idx` parameters cannot be None") if cell_idx is None: + resolved: np.ndarray | None = None for assay in self.assays: try: idx = assay.cells.fetch_all(cell_key) @@ -1023,15 +1163,16 @@ def _check_idx(self, cell_key, cell_idx): raise ValueError( f"ERROR: {cell_key} is not of boolean type. Cannot perform subsetting" ) - if cell_idx is None: - cell_idx = idx - else: - if np.all(cell_idx == idx) is False: - raise ValueError( - f"ERROR: Provided cell_key {cell_key} is not consistent across the assays. " - f"Please make sure that the assays are from the same DataStore." - ) - cell_idx = np.where(cell_idx)[0] + if resolved is None: + resolved = idx + elif np.all(resolved == idx) is False: + raise ValueError( + f"ERROR: Provided cell_key {cell_key} is not consistent across the assays. " + f"Please make sure that the assays are from the same DataStore." + ) + if resolved is None: + raise ValueError("No assays available for cell index resolution") + cell_idx = np.where(resolved)[0] else: cell_idx = np.array(cell_idx) if np.issubdtype(cell_idx.dtype, np.integer) is False: @@ -1044,32 +1185,31 @@ def _check_idx(self, cell_key, cell_idx): ) return cell_idx - def _prep_cell_data(self): + def _prep_cell_data(self) -> None: if self.outWorkspace is None: cell_slot = "cellData" else: cell_slot = f"{self.outWorkspace}/cellData" if cell_slot in self.z: - g: zarr.Group = self.z[cell_slot] # type: ignore + cell_group = as_zarr_group(self.z[cell_slot], name=cell_slot) else: - g: zarr.Group = self.z.create_group(cell_slot) + cell_group = self.z.create_group(cell_slot) - if self.outWorkspace is None: - cell_data = self.assays[0].z["/cellData"] - else: - cell_data = self.assays[0].z[f"/{self.inWorkspace}/cellData"] + cell_data = self.assays[0].cells.locations["primary"] n_cells = len(self.cellIdx) for i in cell_data.keys(): - if i in g and self.overCells is False: + if i in cell_group and self.overCells is False: continue if i in ["I"] and self.resetCells: - create_zarr_obj_array(g, "I", [True for _ in range(n_cells)], "bool") + create_zarr_obj_array( + cell_group, "I", [True for _ in range(n_cells)], "bool" + ) continue v = cell_data[i][:][self.cellIdx] - create_zarr_obj_array(g, i, v, dtype=v.dtype) + create_zarr_obj_array(cell_group, i, v, dtype=v.dtype) - def _prep_counts(self): + def _prep_counts(self) -> None: n_cells = len(self.cellIdx) for assay in self.assays: create_zarr_count_assay( @@ -1083,37 +1223,33 @@ def _prep_counts(self): dtype=assay.rawData.dtype, ) - def dump(self): + def dump(self) -> None: self._prep_cell_data() self._prep_counts() for assay in self.assays: raw_data = assay.rawData[self.cellIdx] if self.outWorkspace is None: - store = self.z[f"{assay.name}/counts"] + store = as_zarr_array( + self.z[f"{assay.name}/counts"], + name=f"{assay.name}/counts", + ) else: - store = self.z[f"matrices/{assay.name}/counts"] - ( - s, - e, - ) = ( - 0, - 0, + store = as_zarr_array( + self.z[f"matrices/{assay.name}/counts"], + name=f"matrices/{assay.name}/counts", + ) + write_dense_in_shard_rows( + store, + lambda start, end: raw_data[start:end, :].compute(), + msg=f"Subsetting assay: {assay.name}", ) - for a in tqdmbar( - raw_data.blocks, - desc=f"Subsetting assay: {assay.name}", - total=raw_data.numblocks[0], - ): - if a.shape[0] > 0: - e += a.shape[0] - store[s:e] = a.compute() - s = e + finalize_writer_counts(self.z, assay.name, self.outWorkspace) def to_h5ad( - assay, + assay: Any, h5ad_filename: str, - embeddings_cols: Optional[List[str]] = None, + embeddings_cols: list[str] | None = None, skip_recalc_nfeats: bool = True, n_threads: int = 4, ) -> None: @@ -1131,9 +1267,8 @@ def to_h5ad( None """ import h5py - from dask import array as da - def save_attr(group, col, scarf_col, md): + def save_attr(group: str, col: str, scarf_col: str, md: Any) -> None: d = md.fetch_all(scarf_col) d_type = d.dtype if np.issubdtype(d_type, np.number) or np.issubdtype(d_type, bool): @@ -1141,7 +1276,7 @@ def save_attr(group, col, scarf_col, md): else: d_type = h5py.special_dtype(vlen=str) try: - h5[group].create_dataset(col, data=d.astype(d_type)) # type: ignore + h5[group].create_dataset(col, data=d.astype(d_type)) except TypeError: logger.warning(f"Dtype issue in {col}, {d.type} ({d_type})") @@ -1154,7 +1289,7 @@ def save_attr(group, col, scarf_col, md): assay.cells.insert( f"{assay.name}_nFeatures", show_dask_progress( - da.count_nonzero(assay.rawData, axis=1), # type: ignore + assay.rawData.count_nonzero(axis=1), msg="Preflight: recalculating nFeatures", nthreads=n_threads, ), @@ -1171,11 +1306,11 @@ def save_attr(group, col, scarf_col, md): mat_dtype = assay.rawData.dtype else: mat_dtype = int - h5["X"].create_dataset( # type: ignore + h5["X"].create_dataset( i, (s,), chunks=True, compression="gzip", dtype=mat_dtype ) - h5["X/indptr"][:] = np.array([0] + list(n_feats_per_cell.cumsum())).astype(int) # type: ignore + h5["X/indptr"][:] = np.array([0] + list(n_feats_per_cell.cumsum())).astype(int) s, e = 0, 0 for i in tqdmbar( @@ -1185,8 +1320,8 @@ def save_attr(group, col, scarf_col, md): ): i = csr_matrix(i.compute()) e += i.data.shape[0] - h5["X/data"][s:e] = i.data # type: ignore - h5["X/indices"][s:e] = i.indices # type: ignore + h5["X/data"][s:e] = i.data + h5["X/indices"][s:e] = i.indices s = e attrs = { "encoding-type": "csr_matrix", @@ -1247,11 +1382,11 @@ def save_attr(group, col, scarf_col, md): h5["var"].attrs[i] = j if len(emb_cols) > 0: - emb_cols = np.array(emb_cols) - c = pd.Series([x[:-1] for x in emb_cols]) + emb_names = np.array(emb_cols) + c = pd.Series([x[:-1] for x in emb_names]) for i in c.unique(): - data = np.array([assay.cells.fetch_all(x) for x in emb_cols[c == i]]).T - h5["obsm"].create_dataset( # type: ignore + data = np.array([assay.cells.fetch_all(x) for x in emb_names[c == i]]).T + h5["obsm"].create_dataset( i.lower().replace(f"{assay.name.lower()}_", "X_"), data=data ) @@ -1259,7 +1394,7 @@ def save_attr(group, col, scarf_col, md): return None -def to_mtx(assay, mtx_directory: str, compress: bool = False): +def to_mtx(assay: Any, mtx_directory: str, compress: bool = False) -> None: """Save an assay as a Matrix Market directory. Args: @@ -1307,9 +1442,9 @@ def to_mtx(assay, mtx_directory: str, compress: bool = False): def bed_to_sparse_array( bed_fn: str, bin_size: int, - chrom_sizes: Dict[str, int], + chrom_sizes: dict[str, int], min_counts_per_cell: int = 500, - read_chunk_size=1e6, + read_chunk_size: float = 1e6, sep: str = "\t", chrom_col: int = 0, start_col: int = 1, @@ -1318,8 +1453,8 @@ def bed_to_sparse_array( count_col: int = 4, comments_startswith: str = "#", disable_tqdm: bool = False, - chrom_modifier=None, -): + chrom_modifier: Any = None, +) -> tuple[csr_matrix, pd.Series, pd.Series]: """ Args: @@ -1343,18 +1478,18 @@ def bed_to_sparse_array( """ import gc - def feat_mapper(x): + def feat_mapper(x: str) -> int: return feat_idx.get(x, n_feats) - def default_chrom_modifier(x): + def default_chrom_modifier(x: str) -> str: return x + "_" - feat_idx = {} + feat_idx: dict[str, int] = {} for i in tqdmbar(chrom_sizes, disable=disable_tqdm, desc="Calculating bin indices"): for j in range((chrom_sizes[i] // bin_size) + 1): feat_idx[f"{i}_{j}"] = len(feat_idx) - cell_idx = {} - mat = [] + cell_idx: dict[Any, int] = {} + mat_chunks: list[np.ndarray] = [] n_feats = len(feat_idx) if chrom_modifier is None: chrom_modifier = default_chrom_modifier @@ -1376,7 +1511,7 @@ def default_chrom_modifier(x): for i in df[barcode_col].unique(): if i not in cell_idx: cell_idx[i] = len(cell_idx) - mat.append( + mat_chunks.append( np.vstack( [ np.fromiter(map(cell_idx.get, df[barcode_col].values), dtype=int), @@ -1385,10 +1520,11 @@ def default_chrom_modifier(x): ] ).T ) - mat = np.vstack(mat) + mat_arr = np.vstack(mat_chunks) gc.collect() mat = csr_matrix( - (mat[:, 2], (mat[:, 0], mat[:, 1])), shape=(len(cell_idx), n_feats + 1) + (mat_arr[:, 2], (mat_arr[:, 0], mat_arr[:, 1])), + shape=(len(cell_idx), n_feats + 1), ) gc.collect() idx = np.array(mat.sum(axis=1))[:, 0] > min_counts_per_cell diff --git a/setup.py b/setup.py index 4b86e972..43d9878b 100644 --- a/setup.py +++ b/setup.py @@ -1,24 +1,12 @@ -from setuptools import setup, find_packages -from setuptools.command.install import install -import os import glob +import os - -def read(f_name): - with open(os.path.join(os.path.dirname(__file__), f_name)) as fp: - return fp.read().rstrip("\n") - - -def read_lines(f_name): - return read(f_name).split("\n") +from setuptools import setup +from setuptools.command.install import install class PostInstallCommand(install): - """ - Post-installation for installation mode. - From here: - https://github.com/benfred/py-spy/blob/290584dde76834599d66d74b64165dfe9a357ef5/setup.py#L42 - """ + """Copy bundled binaries from bin/ into the install scripts directory.""" def run(self): install.run(self) @@ -35,35 +23,4 @@ def run(self): os.chmod(target, 0o655) -if __name__ == "__main__": - version = read("VERSION").rstrip("\n") - core_requirements = read_lines("requirements.txt") - extra_requirements = read_lines("requirements_extra.txt") - - setup( - name="scarf", - version=version, - python_requires=">=3.11", - description="Scarf: A scalable tool for single-cell omics data analysis", - long_description=read("pypi_README.rst"), - long_description_content_type="text/x-rst", - author="Parashar Dhapola", - author_email="parashar.dhapola@gmail.com", - url="https://github.com/parashardhapola/scarf", - license="BSD 3-Clause", - classifiers=[ - "Development Status :: 4 - Beta", - "License :: OSI Approved :: BSD License", - "Natural Language :: English", - "Programming Language :: Python :: 3", - "Programming Language :: Python :: 3.12", - ], - keywords=["single-cell"], - install_requires=core_requirements, - extras_require={ - "extra": extra_requirements, - }, - packages=find_packages(exclude=["tests*"]), - include_package_data=False, - cmdclass={"install": PostInstallCommand}, - ) +setup(cmdclass={"install": PostInstallCommand}) diff --git a/tests/__init__.py b/tests/__init__.py new file mode 100644 index 00000000..1afaae52 --- /dev/null +++ b/tests/__init__.py @@ -0,0 +1,26 @@ +import os +import shutil + +__all__ = ["full_path", "remove", "dask_total_sum"] + +_DATASETS_DIR = os.path.join(os.path.dirname(__file__), "datasets") + + +def dask_total_sum(raw_data) -> int: + total = 0 + for block in raw_data.blocks: + total += int(block.compute().sum()) + return total + + +def full_path(fn, *args): + if fn == "" or fn is None: + return _DATASETS_DIR + return os.path.join(_DATASETS_DIR, fn, *args) + + +def remove(dir_path): + if os.path.isdir(dir_path): + shutil.rmtree(dir_path) + elif os.path.exists(dir_path): + os.unlink(dir_path) diff --git a/tests/conftest.py b/tests/conftest.py new file mode 100644 index 00000000..9474b133 --- /dev/null +++ b/tests/conftest.py @@ -0,0 +1,18 @@ +import sys + +import pytest + +from scarf.utils import logger + +pytest_plugins = [ + "tests.fixtures_downloader", + "tests.fixtures_readers", + "tests.fixtures_datastore", +] + + +@pytest.fixture(scope="session", autouse=True) +def _quiet_test_logs() -> None: + """Keep pytest output readable while standalone CLIs retain INFO logs.""" + logger.remove() + logger.add(sys.stderr, level="ERROR") diff --git a/scarf/tests/datasets/markers_all_clusters.csv b/tests/datasets/markers_all_clusters.csv similarity index 94% rename from scarf/tests/datasets/markers_all_clusters.csv rename to tests/datasets/markers_all_clusters.csv index 0f83c217..db781006 100644 --- a/scarf/tests/datasets/markers_all_clusters.csv +++ b/tests/datasets/markers_all_clusters.csv @@ -29,8 +29,8 @@ BCL11B,SIRPA,CD163,PYGL,PDLIM1,CST7,TRDC,PDK1,PGM2L1,CSF1R ,ACER3,HPSE,PGD,TCL1A,MAP4K1,PRSS23,NELL2,CD28,TNNI2 ,CACNA2D3,FGL2,VCAN,PLPP5,CMC1,CCL5,SH3YL1,CD226,DAPK1 ,PLXDC2,TLR8,PLBD1,BLNK,FKBP11,C1orf21,SNHG14,,LRRC25 -,HPSE,TMEM176A,LRRK2,CD24,SYNE2,XCL2,CAMK2G,,LILRB1 -,NIBAN2,DUSP6,RETN,CD40,BDH2,CTSW,DYRK2,,LINC02432 +,HPSE,TMEM176A,LRRK2,CD24,SYNE2,XCL2,CAMK2G,,LINC02432 +,NIBAN2,DUSP6,RETN,CD40,BDH2,CTSW,DYRK2,,LILRB1 ,SORT1,NLRP3,AQP9,BCL11A,CD3D,PLEKHF1,,,CXCL10 ,INPPL1,IMPA2,SLC11A1,COBLL1,PATL2,KLRB1,,,RNF144B ,RTN1,DSC2,ALDH2,CD72,CD69,MCTP2,,,CDK2AP1 @@ -56,8 +56,8 @@ BCL11B,SIRPA,CD163,PYGL,PDLIM1,CST7,TRDC,PDK1,PGM2L1,CSF1R ,RGS18,LILRA5,GM2A,EAF2,,TFDP2,,,CALHM6 ,DOK3,NOD2,SMARCD3,MZB1,,USP28,,,TPPP3 ,PELI2,MAFB,NAIP,CYB561A3,,HENMT1,,,LST1 -,NFAM1,LTBR,S1PR3,SWAP70,,GK5,,,DUSP5 -,ALDH1A1,SECTM1,VSTM1,FCGR2B,,GPR174,,,FCER1G +,NFAM1,SECTM1,S1PR3,SWAP70,,GK5,,,DUSP5 +,ALDH1A1,LTBR,VSTM1,FCGR2B,,GPR174,,,FCER1G ,PLA2G7,NBPF14,RBP7,BCL7A,,CD38,,,HCAR3 ,CRTAP,AGAP3,DENND6B,MICAL3,,ZAP70,,,TNFRSF8 ,OAF,IFIT2,NLRP12,FCRL3,,DDIT4,,,SIDT2 @@ -126,10 +126,10 @@ BCL11B,SIRPA,CD163,PYGL,PDLIM1,CST7,TRDC,PDK1,PGM2L1,CSF1R ,FNDC3B,GRN,PTAFR,TCF3,,SYNE1,,,MAFB ,CYBB,KCNK6,SHTN1,SETBP1,,LYAR,,,IGSF6 ,SGMS2,TNFSF13,AL355075.4,LINC01215,,GPRIN3,,,ADGRE1 -,RAB31,ATP6V1B2,TNFSF13,ZNF318,,F2R,,,CD86 -,,LPCAT2,ACAP3,SMARCB1,,LPCAT1,,,IFIT3 -,,C2CD2L,KLF4,MEF2C,,SH2D1A,,,APH1B -,,HOMER3,HOMER3,RIC3,,STAT4,,,PLAGL2 +,RAB31,ATP6V1B2,TNFSF13,SMARCB1,,F2R,,,CD86 +,,LPCAT2,ACAP3,ZNF318,,LPCAT1,,,IFIT3 +,,C2CD2L,KLF4,MEF2C,,SH2D1A,,,PLAGL2 +,,HOMER3,HOMER3,RIC3,,STAT4,,,APH1B ,,C3AR1,CD101,ODC1,,EOMES,,,KCNJ2 ,,MYOF,CD302,LINC01781,,KLHDC4,,,HSBP1 ,,EMILIN2,INPPL1,TIFA,,ATP2A3,,,TTYH3 @@ -139,8 +139,8 @@ BCL11B,SIRPA,CD163,PYGL,PDLIM1,CST7,TRDC,PDK1,PGM2L1,CSF1R ,,NFE2,AGO4,SLC9A7,,TNIK,,,PIK3AP1 ,,KCTD12,LIN7A,FUT8,,EBP,,,AP2A1 ,,LRRK2,FCN1,BEND5,,MEX3C,,,TOR4A -,,P2RX7,MAFG,AC008969.1,,SNTB2,,,SIGLEC5 -,,CLEC7A,BCL6,HLA-DRA,,MRPL10,,,LINC00467 +,,P2RX7,MAFG,AC008969.1,,SNTB2,,,LINC00467 +,,CLEC7A,BCL6,HLA-DRA,,MRPL10,,,SIGLEC5 ,,IFI44L,GAS7,HLA-DMA,,PTPN7,,,HGF ,,MSRB1,APOBR,IGHG1,,CD7,,,SPI1 ,,MPZL2,CARS2,IL4R,,CYTOR,,,PPM1N @@ -182,8 +182,8 @@ BCL11B,SIRPA,CD163,PYGL,PDLIM1,CST7,TRDC,PDK1,PGM2L1,CSF1R ,,CXCL10,ZNF317,,,,,,TUBA1B ,,PER1,OSCAR,,,,,,TIMP1 ,,RXRA,FOSL2,,,,,,TRIQK -,,INPPL1,TIMP2,,,,,,SGPP1 -,,OAS3,ZNF516,,,,,,HLA-DRB5 +,,OAS3,TIMP2,,,,,,SGPP1 +,,INPPL1,ZNF516,,,,,,HLA-DRB5 ,,JAK2,VENTX,,,,,,AC147067.1 ,,FCN1,APLP2,,,,,,TTYH2 ,,LILRA1,MXD1,,,,,,CARD9 diff --git a/tests/download_fixtures.py b/tests/download_fixtures.py new file mode 100644 index 00000000..1d38ff95 --- /dev/null +++ b/tests/download_fixtures.py @@ -0,0 +1,167 @@ +"""Download bundled test datasets for CI and local development.""" + +import argparse +import gzip +import sys +import tarfile +import tempfile +import urllib.error +import urllib.request +from pathlib import Path + +import h5py +import pandas as pd +from scipy.sparse import csr_matrix + +_FIXTURES_BASE_URL = "https://raw.githubusercontent.com/parashardhapola/scarf/master/scarf/tests/datasets" + +FIXTURE_FILES = ( + "1K_pbmc_citeseq.h5", + "1K_pbmc_citeseq.zarr.tar.gz", + "500_pbmc_atac.zarr.tar.gz", + "toy_cr_dir.tar.gz", + "toy_cr_dir_empty.tar.gz", + "sympathetic.loom", + "cell_attributes.csv", + "knn_indices.npy", + "knn_distances.npy", + "knn_weights.npy", + "atac_knn_indices.npy", + "atac_knn_distances.npy", + "markers_cluster1.csv", + "unified_UMAP_coords.npy", + "pseudotime_markers_r_values.csv", + "aggregated_feat_idx.npy", + "aggregated_df_top_10.npy", + "pseudotime_clusters.npy", + "ptime_modules_group_1.npy", +) + + +def datasets_dir() -> Path: + return Path(__file__).resolve().parent / "datasets" + + +def download_fixtures(*, force: bool = False) -> None: + target = datasets_dir() + target.mkdir(parents=True, exist_ok=True) + + missing: list[tuple[str, urllib.error.HTTPError]] = [] + for name in FIXTURE_FILES: + dest = target / name + if dest.is_file() and not force: + continue + url = f"{_FIXTURES_BASE_URL}/{name}" + try: + urllib.request.urlretrieve(url, dest) + except urllib.error.HTTPError as exc: + missing.append((name, exc)) + + if missing: + details = "\n".join(f" {name}: HTTP {exc.code}" for name, exc in missing) + msg = f"Failed to download {len(missing)} fixture(s):\n{details}" + raise RuntimeError(msg) + + +def build_mtx_dir_fixture() -> None: + archive = datasets_dir() / "1K_pbmc_citeseq_dir.tar.gz" + if archive.is_file(): + return + + h5_path = datasets_dir() / "1K_pbmc_citeseq.h5" + if not h5_path.is_file(): + msg = ( + "Cannot build 1K_pbmc_citeseq_dir.tar.gz without " + f"{h5_path.name}; download core fixtures first." + ) + raise RuntimeError(msg) + + from scarf.readers import CrDirReader, CrH5Reader + + reader = CrH5Reader(str(h5_path)) + rna = "RNA" + assay = reader.assayFeats[rna] + start, end = int(assay["start"]), int(assay["end"]) + feat_ids = reader.feature_ids(rna) + feat_names = reader.feature_names(rna) + feat_types = reader.feature_types() + cells = reader.cell_names() + + with tempfile.TemporaryDirectory(prefix="scarf_mtx_fixture_") as tmp: + mtx_dir = Path(tmp) / "1K_pbmc_citeseq_dir" + mtx_dir.mkdir() + + with gzip.open(mtx_dir / "features.tsv.gz", "wt") as handle: + for idx in range(start, end): + handle.write( + f"{feat_ids[idx - start]}\t{feat_names[idx - start]}\t{feat_types[idx]}\n" + ) + + with gzip.open(mtx_dir / "barcodes.tsv.gz", "wt") as handle: + for cell in cells: + handle.write(f"{cell}\n") + + with h5py.File(h5_path) as h5: + matrix = h5["matrix"] + mat = csr_matrix( + (matrix["data"][:], matrix["indices"][:], matrix["indptr"][:]), + shape=(len(cells), reader.nFeatures), + ) + rna_mat = mat[:, start:end].T.tocoo() + + with gzip.open(mtx_dir / "matrix.mtx.gz", "wt") as handle: + handle.write( + "%%MatrixMarket matrix coordinate integer general\n% Generated by Scarf\n" + ) + handle.write(f"{rna_mat.shape[0]} {rna_mat.shape[1]} {rna_mat.nnz}\n") + pd.DataFrame( + {"row": rna_mat.row + 1, "col": rna_mat.col + 1, "d": rna_mat.data} + ).to_csv( + handle, + sep=" ", + header=False, + index=False, + mode="a", + lineterminator="\n", + ) + + CrDirReader(str(mtx_dir)) + + with tarfile.open(archive, "w:gz") as tar: + tar.add(mtx_dir, arcname=mtx_dir.name) + + +def download_optional_h5ad() -> None: + sample = "bastidas-ponce_4K_pancreas-d15_rnaseq" + local_h5ad = datasets_dir() / sample / "data.h5ad" + if local_h5ad.is_file(): + return + + from scarf.downloader import fetch_dataset + + fetch_dataset(sample, save_path=str(datasets_dir())) + + +def main(argv: list[str] | None = None) -> int: + parser = argparse.ArgumentParser(description=__doc__) + parser.add_argument( + "--force", + action="store_true", + help="Re-download fixtures even when files already exist.", + ) + parser.add_argument( + "--with-h5ad", + action="store_true", + help="Also fetch bastidas-ponce h5ad from OSF (requires network).", + ) + args = parser.parse_args(argv) + + download_fixtures(force=args.force) + build_mtx_dir_fixture() + if args.with_h5ad: + download_optional_h5ad() + return 0 + + +if __name__ == "__main__": + sys.exit(main()) diff --git a/tests/fixtures_datastore.py b/tests/fixtures_datastore.py new file mode 100644 index 00000000..c92574b9 --- /dev/null +++ b/tests/fixtures_datastore.py @@ -0,0 +1,290 @@ +import os +import shutil +import tempfile + +import numpy as np +import pandas as pd +import pytest + +from . import full_path, remove, dask_total_sum + + +def _extract_zarr_fixture(tar_path: str, prefix: str) -> tuple[str, str]: + import tarfile + + temp_dir = tempfile.mkdtemp(prefix=prefix) + with tarfile.open(tar_path, "r:gz") as tar: + tar.extractall(temp_dir, filter="data") + if os.path.isfile(os.path.join(temp_dir, ".zgroup")) or os.path.isfile( + os.path.join(temp_dir, "zarr.json") + ): + return temp_dir, temp_dir + for name in sorted(os.listdir(temp_dir)): + candidate = os.path.join(temp_dir, name) + if os.path.isdir(candidate) and ( + os.path.isfile(os.path.join(candidate, ".zgroup")) + or os.path.isfile(os.path.join(candidate, "zarr.json")) + ): + return temp_dir, candidate + return temp_dir, temp_dir + + +def _datastore_tar_path() -> str: + analyzed = full_path("1K_pbmc_citeseq_analyzed.zarr.tar.gz") + if os.path.isfile(analyzed): + return analyzed + return full_path("1K_pbmc_citeseq.zarr.tar.gz") + + +def _has_graph(datastore) -> bool: + try: + datastore._get_latest_graph_loc(from_assay="RNA", cell_key="I", feat_key="hvgs") + return True + except KeyError: + return False + + +def _cell_has(datastore, column: str) -> bool: + return column in datastore.cells.columns + + +@pytest.fixture(scope="session") +def toy_crdir_writer(toy_crdir_reader, tmp_path_factory): + from scarf.writers import CrToZarr + + out_fn = tmp_path_factory.mktemp("toy_crdir") / "toy_crdir.zarr" + writer = CrToZarr(toy_crdir_reader, str(out_fn)) + writer.dump() + yield str(out_fn) + + +@pytest.fixture(scope="session") +def toy_crdir_ds(toy_crdir_writer): + from scarf.datastore.datastore import DataStore + + yield DataStore(toy_crdir_writer, default_assay="RNA") + + +@pytest.fixture(scope="session") +def datastore_zarr_root(): + temp_dir, zarr_root = _extract_zarr_fixture( + _datastore_tar_path(), "scarf_session_1K_pbmc_" + ) + yield zarr_root + remove(temp_dir) + + +@pytest.fixture(scope="session") +def datastore(datastore_zarr_root): + from scarf.datastore.datastore import DataStore + + yield DataStore(datastore_zarr_root, default_assay="RNA") + + +@pytest.fixture(scope="session") +def rna_raw_total(datastore): + return dask_total_sum(datastore.RNA.rawData) + + +@pytest.fixture(scope="session") +def assay2_raw_total(datastore): + return dask_total_sum(datastore.assay2.rawData) + + +@pytest.fixture +def datastore_ephemeral(datastore_zarr_root): + from scarf.datastore.datastore import DataStore + + temp_dir = tempfile.mkdtemp(prefix="scarf_ephemeral_1K_pbmc_") + shutil.copytree(datastore_zarr_root, temp_dir, dirs_exist_ok=True) + yield DataStore(temp_dir, default_assay="RNA") + remove(temp_dir) + + +@pytest.fixture(scope="session") +def auto_filter_cells(datastore): + if not _has_graph(datastore): + datastore.auto_filter_cells(show_qc_plots=False) + + +@pytest.fixture(scope="session") +def mark_hvgs(auto_filter_cells, datastore): + if not _has_graph(datastore): + datastore.mark_hvgs(top_n=100, show_plot=False) + + +@pytest.fixture(scope="session") +def make_graph(mark_hvgs, datastore): + if not _has_graph(datastore): + datastore.make_graph(feat_key="hvgs") + graph_loc = datastore._get_latest_graph_loc( + from_assay="RNA", cell_key="I", feat_key="hvgs" + ) + yield graph_loc.rsplit("/", 1)[0] + + +@pytest.fixture(scope="session") +def leiden_clustering(make_graph, datastore): + if not _cell_has(datastore, "RNA_leiden_cluster"): + datastore.run_leiden_clustering() + yield datastore.cells.fetch("RNA_leiden_cluster") + + +@pytest.fixture(scope="session") +def paris_clustering(make_graph, datastore): + if not _cell_has(datastore, "RNA_cluster"): + datastore.run_clustering(n_clusters=10) + yield datastore.cells.fetch("RNA_cluster") + + +@pytest.fixture(scope="session") +def paris_clustering_balanced(make_graph, datastore): + if not _cell_has(datastore, "RNA_balanced_clusters"): + datastore.run_clustering( + balanced_cut=True, max_size=100, min_size=10, label="balanced_clusters" + ) + yield datastore.cells.fetch("RNA_balanced_clusters") + + +@pytest.fixture(scope="session") +def umap(make_graph, datastore): + if not _cell_has(datastore, "RNA_UMAP1"): + datastore.run_umap(n_epochs=50) + yield np.array( + [datastore.cells.fetch("RNA_UMAP1"), datastore.cells.fetch("RNA_UMAP2")] + ).T + + +@pytest.fixture(scope="session") +def marker_search(datastore, paris_clustering): + if ( + "markers" not in datastore.z["RNA"] + or "I__RNA_cluster" not in datastore.z["RNA"]["markers"] + ): + datastore.run_marker_search(group_key="RNA_cluster") + + +@pytest.fixture(scope="session") +def pseudotime_scoring(datastore, leiden_clustering): + if not _cell_has(datastore, "RNA_pseudotime"): + datastore.run_pseudotime_scoring( + source_sink_key="RNA_leiden_cluster", sources=[6], sinks=[3] + ) + yield datastore.cells.fetch("RNA_pseudotime") + + +@pytest.fixture(scope="session") +def pseudotime_markers(datastore, pseudotime_scoring): + if "I__RNA_pseudotime__r" not in datastore.RNA.feats.columns: + datastore.run_pseudotime_marker_search(pseudotime_key="RNA_pseudotime") + df = datastore.RNA.feats.to_pandas_dataframe( + ["names", "I__RNA_pseudotime__r"], key="I" + ) + yield df + + +@pytest.fixture(scope="session") +def pseudotime_aggregation(datastore, pseudotime_scoring): + from scarf.assay import PSEUDOTIME_AGGREGATION_SCHEMA_VERSION + + location = "aggregated_I_I_RNA_pseudotime" + needs_rebuild = location not in datastore.z["RNA"] + if not needs_rebuild: + needs_rebuild = ( + datastore.z["RNA"][location].attrs.get("schema_version") + != PSEUDOTIME_AGGREGATION_SCHEMA_VERSION + ) + if needs_rebuild: + datastore.run_pseudotime_aggregation( + pseudotime_key="RNA_pseudotime", + cluster_label="pseudotime_clusters", + n_clusters=15, + window_size=50, + chunk_size=10, + ) + + +@pytest.fixture(scope="session") +def grouped_assay(datastore, pseudotime_aggregation): + datastore.add_grouped_assay( + group_key="pseudotime_clusters", assay_label="PTIME_MODULES" + ) + + +@pytest.fixture(scope="session") +def run_mapping(make_graph, datastore): + projections = datastore.z["RNA"].get("projections", None) + if projections is None or "selfmap" not in projections: + datastore.run_mapping( + target_assay=datastore.RNA, + target_name="selfmap", + target_feat_key="hvgs_self", + save_k=3, + ) + + +@pytest.fixture(scope="session") +def run_mapping_coral(make_graph, datastore): + projections = datastore.z["RNA"].get("projections", None) + if projections is None or "selfmap_coral" not in projections: + datastore.run_mapping( + target_assay=datastore.RNA, + target_name="selfmap_coral", + target_feat_key="hvgs_self2", + save_k=3, + run_coral=True, + ) + + +@pytest.fixture(scope="session") +def run_unified_umap(run_mapping, datastore): + projections = datastore.z["RNA"].get("projections", None) + if projections is None or "unified_UMAP" not in projections: + datastore.run_unified_umap(target_names=["selfmap"]) + + +@pytest.fixture(scope="session") +def cell_cycle_scoring(datastore): + if not _cell_has(datastore, "RNA_cell_cycle_phase"): + datastore.run_cell_cycle_scoring() + return datastore.cells.fetch("RNA_cell_cycle_phase") + + +@pytest.fixture(scope="session") +def topacedo_sampler(paris_clustering, datastore): + import importlib.util + + if importlib.util.find_spec("topacedo") is None: + pytest.skip("topacedo package not installed") + if not _cell_has(datastore, "RNA_sketched"): + datastore.run_topacedo_sampler(cluster_key="RNA_cluster") + return datastore.cells.fetch("RNA_sketched") + + +@pytest.fixture(scope="session") +def cell_attrs(): + return pd.read_csv(full_path("cell_attributes.csv"), index_col=0) + + +@pytest.fixture(scope="session") +def atac_datastore(): + from scarf.datastore.datastore import DataStore + + fn = full_path("500_pbmc_atac.zarr.tar.gz") + temp_dir, zarr_root = _extract_zarr_fixture(fn, "scarf_session_atac_") + yield DataStore(zarr_root) + remove(temp_dir) + + +@pytest.fixture(scope="session") +def mark_prevalent_peaks(atac_datastore): + atac_datastore.mark_prevalent_peaks(top_n=5000) + + +@pytest.fixture(scope="session") +def make_atac_graph(mark_prevalent_peaks, atac_datastore): + atac_datastore.make_graph(feat_key="prevalent_peaks") + graph_loc = atac_datastore._get_latest_graph_loc( + from_assay="ATAC", cell_key="I", feat_key="prevalent_peaks" + ) + yield graph_loc.rsplit("/", 1)[0] diff --git a/tests/fixtures_downloader.py b/tests/fixtures_downloader.py new file mode 100644 index 00000000..b6a152e9 --- /dev/null +++ b/tests/fixtures_downloader.py @@ -0,0 +1,17 @@ +import os + +import pytest + +from . import full_path + + +@pytest.fixture(scope="session") +def bastidas_ponce_data(): + sample = "bastidas-ponce_4K_pancreas-d15_rnaseq" + local_h5ad = full_path(sample, "data.h5ad") + if not os.path.isfile(local_h5ad): + pytest.skip( + f"Bundled test data missing at {local_h5ad}. " + "Add data.h5ad under tests/datasets/ to run h5ad reader tests." + ) + yield local_h5ad diff --git a/tests/fixtures_readers.py b/tests/fixtures_readers.py new file mode 100644 index 00000000..fd16f412 --- /dev/null +++ b/tests/fixtures_readers.py @@ -0,0 +1,80 @@ +import os +import tarfile + +import pytest + +from . import full_path + + +@pytest.fixture(scope="session") +def toy_crdir_reader(tmp_path_factory): + from scarf.readers import CrDirReader + + out_fn = tmp_path_factory.mktemp("toy_cr_dir") + with tarfile.open(full_path("toy_cr_dir.tar.gz"), "r:gz") as tar: + tar.extractall(out_fn, filter="data") + reader = CrDirReader(str(out_fn)) + reader.rename_assays({"ASSAY4": "HTO"}) + yield reader + + +@pytest.fixture(scope="session") +def toy_crdir_empty(tmp_path_factory): + from scarf.readers import CrDirReader + + out_fn = tmp_path_factory.mktemp("toy_cr_dir_empty") + with tarfile.open(full_path("toy_cr_dir_empty.tar.gz"), "r:gz") as tar: + tar.extractall(out_fn, filter="data") + reader = CrDirReader(str(out_fn)) + yield reader + + +@pytest.fixture(scope="session") +def crh5_reader(): + from scarf.readers import CrH5Reader + + return CrH5Reader(full_path("1K_pbmc_citeseq.h5")) + + +@pytest.fixture(scope="session") +def mtx_dir(tmp_path_factory): + fn = full_path("1K_pbmc_citeseq_dir.tar.gz") + if not os.path.isfile(fn): + pytest.skip( + f"Bundled MTX fixture missing at {fn}. " + "Add 1K_pbmc_citeseq_dir.tar.gz under tests/datasets/." + ) + base = tmp_path_factory.mktemp("mtx_dir") + with tarfile.open(fn, "r:gz") as tar: + tar.extractall(base, filter="data") + yield str(base / "1K_pbmc_citeseq_dir") + + +@pytest.fixture(scope="session") +def crdir_reader(mtx_dir): + from scarf.readers import CrDirReader + + reader = CrDirReader(mtx_dir) + yield reader + + +@pytest.fixture(scope="session") +def h5ad_reader(bastidas_ponce_data): + from scarf.readers import H5adReader + + reader = H5adReader(bastidas_ponce_data) + yield reader + reader.h5.close() + + +@pytest.fixture(scope="session") +def loom_reader(): + from scarf.readers import LoomReader + + reader = LoomReader( + full_path("sympathetic.loom"), + cell_names_key="Cell_id", + feature_names_key="Gene", + ) + yield reader + reader.h5.close() diff --git a/tests/symphony_r_0_1_3_golden.json b/tests/symphony_r_0_1_3_golden.json new file mode 100644 index 00000000..5203f212 --- /dev/null +++ b/tests/symphony_r_0_1_3_golden.json @@ -0,0 +1,80 @@ +{ + "provenance": { + "package": "symphony", + "packageVersion": "0.1.3", + "sourceRepository": "https://github.com/immunogenomics/symphony", + "sourceCommit": "7c5905988734d9cfe6e1e97a658664717c4ba7b7", + "function": "mapQuery", + "doNormalize": false, + "doUmap": false, + "sigma": 0.1 + }, + "reference": { + "featureMeans": [0.0, 0.0], + "featureScales": [1.0, 1.0], + "loadings": [[1.0, 0.0], [0.0, 1.0]], + "centroids": [[-1.0, 0.0], [1.0, 0.0]], + "rawCentroids": [[-1.0, 0.0], [1.0, 0.0]], + "correctedCentroids": [[-1.0, 0.0], [1.0, 0.0]], + "clusterMass": [4.0, 4.0], + "sigma": [0.1, 0.1], + "correctionRidge": 1.0 + }, + "query": [ + [-1.5, 0.2], + [-0.5, -0.2], + [0.5, 0.2], + [1.5, -0.2] + ], + "batchCodes": [0, 0, 0, 0], + "expectedProjected": [ + [-1.5, 0.2], + [-0.5, -0.2], + [0.5, 0.2], + [1.5, -0.2] + ], + "expectedAssignments": [ + [1.0, 6.0340367874094217e-18], + [1.0, 7.4251990982146727e-17], + [7.4251990982146727e-17, 1.0], + [6.0340367874094217e-18, 1.0] + ], + "expectedCorrected": [ + [-1.5, 0.2], + [-0.5, -0.2], + [0.5, 0.2], + [1.5, -0.2] + ], + "nonzeroCorrection": { + "reference": { + "featureMeans": [0.0, 0.0], + "featureScales": [1.0, 1.0], + "loadings": [[1.0, 0.0], [0.0, 1.0]], + "centroids": [[1.0, 0.0]], + "rawCentroids": [[0.0, 0.0]], + "correctedCentroids": [[0.0, 0.0]], + "clusterMass": [4.0], + "sigma": [0.1], + "correctionRidge": 2.0 + }, + "query": [ + [2.0, -2.0], + [4.0, -2.0], + [1.0, -1.0], + [5.0, -3.0] + ], + "batchCodes": [0, 0, 0, 0], + "expectedAssignments": [ + [1.0], + [1.0], + [1.0], + [1.0] + ], + "expectedCorrected": [ + [0.0, -0.6666666666666667], + [2.0, -0.6666666666666667], + [-1.0, 0.33333333333333326], + [3.0, -1.6666666666666667] + ] + } +} diff --git a/tests/test_ann.py b/tests/test_ann.py new file mode 100644 index 00000000..7a11c9b1 --- /dev/null +++ b/tests/test_ann.py @@ -0,0 +1,67 @@ +import numpy as np + +from scarf.ann import fix_knn_query + + +def test_fix_knn_query_removes_leading_self_matches(): + indices = np.array([[4, 1, 2], [7, 5, 6]]) + distances = np.array([[0.0, 0.2, 0.4], [0.0, 0.3, 0.6]]) + + fixed_indices, fixed_distances, missing_first = fix_knn_query( + indices, + distances, + ref_idx=np.array([4, 7]), + ) + + assert missing_first == 0 + assert np.array_equal(fixed_indices, [[1, 2], [5, 6]]) + assert np.allclose(fixed_distances, [[0.2, 0.4], [0.3, 0.6]]) + + +def test_fix_knn_query_handles_each_self_neighbor_case(): + indices = np.array( + [ + [0, 1, 2, 3], + [2, 3, 1, 4], + [0, 2, 3, 4], + ] + ) + distances = np.array( + [ + [0.0, 0.1, 0.2, 0.3], + [0.1, 0.2, 0.3, 0.4], + [0.1, 0.2, 0.3, 0.4], + ] + ) + original_indices = indices.copy() + original_distances = distances.copy() + + fixed_indices, fixed_distances, missing_first = fix_knn_query( + indices, + distances, + ref_idx=np.array([0, 1, 5]), + ) + + assert missing_first == 2 + assert np.array_equal( + fixed_indices, + np.array( + [ + [1, 2, 3], + [2, 3, 4], + [0, 2, 3], + ] + ), + ) + assert np.allclose( + fixed_distances, + np.array( + [ + [0.1, 0.2, 0.3], + [0.1, 0.2, 0.4], + [0.1, 0.2, 0.3], + ] + ), + ) + assert np.array_equal(indices, original_indices) + assert np.array_equal(distances, original_distances) diff --git a/tests/test_ann_mapping.py b/tests/test_ann_mapping.py new file mode 100644 index 00000000..5117d9bd --- /dev/null +++ b/tests/test_ann_mapping.py @@ -0,0 +1,54 @@ +import numpy as np +import pytest + +from scarf.ann import AnnStream +from scarf.chunked import ChunkedArray + + +def _ann_stream() -> AnnStream: + data = ChunkedArray.from_numpy( + np.array([[0.0, 0.0], [1.0, 1.0], [2.0, 2.0]], dtype=np.float64), + block_size=2, + ) + return AnnStream( + data=data, + k=1, + n_cluster=2, + reduction_method="pca", + dims=2, + loadings=np.eye(2), + use_for_pca=np.ones(3, dtype=bool), + mu=np.array([0.5, 0.5]), + sigma=np.array([0.5, 0.5]), + ann_metric="l2", + ann_efc=10, + ann_ef=10, + ann_m=8, + nthreads=1, + ann_parallel=False, + rand_state=0, + do_kmeans_fit=False, + disable_scaling=False, + ann_idx=None, + lsi_skip_first=True, + lsi_params={}, + harmonize=False, + ) + + +def test_transform_query_matches_existing_reference_reducer(): + ann = _ann_stream() + query = np.array([[1.5, 0.0], [0.0, 1.5]], dtype=np.float64) + reference_embeddings = ann.embeddings.copy() + + np.testing.assert_array_equal(ann.transform_query(query), ann.reducer(query)) + np.testing.assert_array_equal(ann.embeddings, reference_embeddings) + + +def test_transform_query_validates_feature_shape_and_finite_results(): + ann = _ann_stream() + + with pytest.raises(ValueError, match="features"): + ann.transform_query(np.ones((2, 3))) + with pytest.raises(ValueError, match="non-finite"): + ann.transform_query(np.array([[np.nan, 0.0]])) diff --git a/tests/test_bio_data.py b/tests/test_bio_data.py new file mode 100644 index 00000000..87cc39e1 --- /dev/null +++ b/tests/test_bio_data.py @@ -0,0 +1,9 @@ +from scarf.bio_data import g2m_phase_genes, s_phase_genes + + +def test_cell_cycle_gene_lists_are_nonempty_and_unique(): + assert len(s_phase_genes) > 20 + assert len(g2m_phase_genes) > 20 + assert len(s_phase_genes) == len(set(s_phase_genes)) + assert len(g2m_phase_genes) == len(set(g2m_phase_genes)) + assert set(s_phase_genes).isdisjoint(g2m_phase_genes) diff --git a/tests/test_budget.py b/tests/test_budget.py new file mode 100644 index 00000000..667eb958 --- /dev/null +++ b/tests/test_budget.py @@ -0,0 +1,146 @@ +import builtins + +import pytest + +from scarf.storage.budget import ( + READ_AHEAD, + ResourceBudget, + detect_total_memory_bytes, + resolve_budget, + worker_prefetch_depth, +) + + +def test_resolve_budget_parses_suffix(monkeypatch): + monkeypatch.setenv("SCARF_MEM_BUDGET", "8G") + monkeypatch.setenv("SCARF_WORKERS", "3") + budget = resolve_budget() + assert budget.memoryBytes == 8 * 1024**3 + assert budget.workers == 3 + + +def test_resolve_budget_raw_bytes_and_explicit_workers(monkeypatch): + monkeypatch.delenv("SCARF_MEM_BUDGET", raising=False) + budget = resolve_budget(memory=12345678, workers=2) + assert budget.memoryBytes == 12345678 + assert budget.workers == 2 + + +def test_resolve_budget_fraction_of_total(monkeypatch): + monkeypatch.delenv("SCARF_MEM_BUDGET", raising=False) + total = detect_total_memory_bytes() + budget = resolve_budget(memory="0.5", workers=1) + assert abs(budget.memoryBytes - int(total * 0.5)) <= total * 0.01 + + +def test_resolve_budget_default_is_total_memory(monkeypatch): + monkeypatch.delenv("SCARF_MEM_BUDGET", raising=False) + monkeypatch.delenv("SCARF_WORKERS", raising=False) + budget = resolve_budget() + assert budget.memoryBytes == detect_total_memory_bytes() + assert budget.workers >= 1 + + +def test_detect_memory_fallback_when_meminfo_absent(monkeypatch): + real_open = builtins.open + + def fake_open(path, *args, **kwargs): + if str(path) == "/proc/meminfo": + raise OSError("no meminfo") + return real_open(path, *args, **kwargs) + + monkeypatch.setattr(builtins, "open", fake_open) + monkeypatch.setattr("os.sysconf", lambda name: -1) + assert detect_total_memory_bytes() == 8 * 1024 * 1024 * 1024 + + +@pytest.mark.parametrize( + "spec, expected", + [ + (8 * 1024**3, 8 * 1024**3), + ("8G", 8 * 1024**3), + ("512M", 512 * 1024**2), + (12_345_678, 12_345_678), + ], +) +def test_memory_spec_valid(spec, expected, monkeypatch): + monkeypatch.delenv("SCARF_MEM_BUDGET", raising=False) + assert resolve_budget(memory=spec, workers=1).memoryBytes == expected + + +@pytest.mark.parametrize("spec", ["1.0", "100", "abc", "-5", "0", "8Q", ""]) +def test_memory_spec_invalid_or_ambiguous_rejected(spec, monkeypatch): + monkeypatch.delenv("SCARF_MEM_BUDGET", raising=False) + with pytest.raises(ValueError): + resolve_budget(memory=spec, workers=1) + + +def test_memory_spec_bool_rejected(monkeypatch): + monkeypatch.delenv("SCARF_MEM_BUDGET", raising=False) + with pytest.raises(ValueError, match="Invalid memory spec"): + resolve_budget(memory=True, workers=1) + + +def test_detect_memory_uses_sysconf_when_meminfo_unavailable(monkeypatch): + real_open = builtins.open + + def fake_open(path, *args, **kwargs): + if str(path) == "/proc/meminfo": + raise OSError("no meminfo") + return real_open(path, *args, **kwargs) + + def fake_sysconf(name): + if name == "SC_PAGE_SIZE": + return 4096 + if name == "SC_PHYS_PAGES": + return 1024 + return -1 + + monkeypatch.setattr(builtins, "open", fake_open) + monkeypatch.setattr("os.sysconf", fake_sysconf) + assert detect_total_memory_bytes() == 4096 * 1024 + + +def test_invalid_workers_env_rejected(monkeypatch): + monkeypatch.delenv("SCARF_MEM_BUDGET", raising=False) + monkeypatch.setenv("SCARF_WORKERS", "not-a-number") + with pytest.raises(ValueError): + resolve_budget(memory="8G") + + +def test_fraction_uses_total_memory(monkeypatch): + monkeypatch.delenv("SCARF_MEM_BUDGET", raising=False) + total = detect_total_memory_bytes() + got = resolve_budget(memory="0.25", workers=1).memoryBytes + assert abs(got - int(total * 0.25)) <= total * 0.01 + + +def test_worker_prefetch_depth_capped_by_read_ahead(): + budget = ResourceBudget(memoryBytes=4 * 1024**3, workers=4, workingCopies=8) + assert worker_prefetch_depth(budget=budget) == READ_AHEAD + assert worker_prefetch_depth(requested=1, budget=budget) == 1 + assert worker_prefetch_depth(requested=10, budget=budget) == READ_AHEAD + assert worker_prefetch_depth(requested=0, budget=budget) == 1 + + +def test_worker_prefetch_depth_capped_by_working_copies(): + budget = ResourceBudget(memoryBytes=4 * 1024**3, workers=4, workingCopies=1) + assert worker_prefetch_depth(budget=budget) == 1 + + +def test_working_copies_from_env(monkeypatch): + monkeypatch.delenv("SCARF_MEM_BUDGET", raising=False) + monkeypatch.setenv("SCARF_WORKING_COPIES", "8") + budget = resolve_budget(memory="4G", workers=1) + assert budget.workingCopies == 8 + + +def test_layout_geometry_independent_of_workers(): + from scarf.storage.zarr_store import matrix_layout + + one = ResourceBudget(memoryBytes=8 * 1024**3, workers=1, workingCopies=4) + eight = ResourceBudget(memoryBytes=8 * 1024**3, workers=8, workingCopies=4) + c1, s1 = matrix_layout(1_000_000, 50_000, budget=one, itemsize=4) + c8, s8 = matrix_layout(1_000_000, 50_000, budget=eight, itemsize=4) + assert c1 == c8 + assert s1 == s8 diff --git a/tests/test_chunked.py b/tests/test_chunked.py new file mode 100644 index 00000000..fe186693 --- /dev/null +++ b/tests/test_chunked.py @@ -0,0 +1,156 @@ +"""Tests for the ChunkedArray abstraction and the public rawData/normed API. + +These verify that ChunkedArray reproduces NumPy semantics for the operations +Scarf relies on, and that the documented datastore access patterns from the +vignettes keep working after Dask was removed. +""" + +import numpy as np +import pytest +import zarr + +from scarf.chunked import ChunkedArray + + +@pytest.fixture +def backed_pair(tmp_path): + rng = np.random.default_rng(0) + n, m = 230, 70 + dense = rng.integers(0, 6, size=(n, m)).astype(np.uint32) + root = zarr.open_group(str(tmp_path / "ca.zarr"), mode="w") + z = root.create_array("counts", shape=(n, m), chunks=(64, 32), dtype="uint32") + z[:, :] = dense + return ChunkedArray(root["counts"], nthreads=4), dense + + +class TestChunkedArrayParity: + def test_shape_and_blocks(self, backed_pair): + ca, dense = backed_pair + from scarf.storage.zarr_store import array_shard_rows + + assert ca.shape == dense.shape + stream_rows = array_shard_rows(ca._backing) + assert ca.numblocks[0] == int(np.ceil(dense.shape[0] / stream_rows)) + assert sum(b.shape[0] for b in ca.blocks) == dense.shape[0] + recon = np.vstack([b.compute() for b in ca.blocks]) + assert np.array_equal(recon, dense) + + def test_compute(self, backed_pair): + ca, dense = backed_pair + assert np.array_equal(ca.compute(), dense) + + @pytest.mark.parametrize("axis", [0, 1]) + def test_reductions(self, backed_pair, axis): + ca, dense = backed_pair + assert np.allclose(ca.sum(axis=axis).compute(), dense.sum(axis)) + assert np.allclose(ca.mean(axis=axis).compute(), dense.mean(axis)) + assert np.allclose(ca.var(axis=axis).compute(), dense.var(axis)) + assert np.allclose(ca.std(axis=axis).compute(), dense.std(axis)) + + def test_count_nonzero_and_argmax(self, backed_pair): + ca, dense = backed_pair + assert np.array_equal( + np.asarray(ca.count_nonzero(axis=1)), np.count_nonzero(dense, axis=1) + ) + assert np.array_equal(np.asarray(ca.argmax(axis=1)), dense.argmax(1)) + + def test_boolean_comparison_reduction(self, backed_pair): + ca, dense = backed_pair + assert np.array_equal((ca > 0).sum(axis=0).compute(), (dense > 0).sum(0)) + + def test_fancy_subset(self, backed_pair): + ca, dense = backed_pair + rng = np.random.default_rng(1) + fidx = np.sort(rng.choice(dense.shape[1], 25, replace=False)) + cidx = np.sort(rng.choice(dense.shape[0], 90, replace=False)) + sub = ca[:, fidx][cidx, :] + ref = dense[:, fidx][cidx, :] + assert sub.shape == ref.shape + assert np.array_equal(sub.compute(), ref) + assert np.allclose(sub.sum(axis=1).compute(), ref.sum(1)) + + def test_lib_size_normalization(self, backed_pair): + ca, dense = backed_pair + sub = ca[:, np.arange(dense.shape[1])] + scalar = dense.sum(1).astype(float) + scalar[scalar == 0] = 1 + normed = 1e4 * sub / scalar.reshape(-1, 1) + ref = 1e4 * dense / scalar.reshape(-1, 1) + assert np.allclose(normed.compute(), ref) + assert np.allclose(np.log1p(normed).compute(), np.log1p(ref)) + + def test_clr_with_axis0_inside_expression(self, backed_pair): + ca, dense = backed_pair + rng = np.random.default_rng(2) + fidx = np.sort(rng.choice(dense.shape[1], 20, replace=False)) + cidx = np.sort(rng.choice(dense.shape[0], 80, replace=False)) + sub = ca[:, fidx][cidx, :] + ref = dense[:, fidx][cidx, :] + f = np.exp(np.log1p(sub).sum(axis=0) / len(sub)) + clr = np.log1p(sub / f) + ref_f = np.exp(np.log1p(ref).sum(0) / ref.shape[0]) + assert np.allclose(clr.compute(), np.log1p(ref / ref_f)) + + def test_column_subset_after_ops(self, backed_pair): + ca, dense = backed_pair + scalar = dense.sum(1).astype(float) + scalar[scalar == 0] = 1 + normed = np.log1p(1e4 * ca / scalar.reshape(-1, 1)) + ref = np.log1p(1e4 * dense / scalar.reshape(-1, 1)) + cols = np.array([3, 10, 25, 40]) + assert np.allclose(normed[:, cols].compute(), ref[:, cols]) + + def test_dot(self, backed_pair): + ca, dense = backed_pair + rng = np.random.default_rng(3) + loadings = rng.standard_normal((dense.shape[1], 4)) + assert np.allclose(ca.dot(loadings).compute(), dense @ loadings) + + def test_from_numpy(self, backed_pair): + _, dense = backed_pair + ca = ChunkedArray.from_numpy(dense.astype(float), block_size=50, nthreads=2) + assert np.array_equal(ca.compute(), dense.astype(float)) + assert np.allclose(ca.sum(axis=0).compute(), dense.sum(0)) + + +class TestPublicApiCompat: + """Mirror the rawData/normed usage documented in the vignettes.""" + + def test_rawdata_is_chunked(self, datastore): + raw = datastore.RNA.rawData + assert isinstance(raw, ChunkedArray) + assert len(raw.chunksize) == 2 + assert raw.shape[0] == datastore.RNA.cells.N + + def test_rawdata_mean_axis0_compute_reshape(self, datastore): + # Pattern from the MNIST vignette. + fidx = np.arange(20) + cidx = datastore.RNA.cells.active_index("I")[:50] + out = ( + datastore.RNA.rawData[:, fidx][cidx, :] + .mean(axis=0) + .compute() + .reshape(1, -1) + ) + assert out.shape == (1, 20) + + def test_normed_mean_axis1_compute(self, datastore): + # Pattern from the pseudotime dynamics vignette. + vals = datastore.RNA.normed().mean(axis=1).compute() + assert vals.shape[0] == datastore.RNA.cells.active_index("I").shape[0] + assert np.all(np.isfinite(vals)) + + def test_custom_normmethod_numpy_semantics(self, datastore): + # User-overridable normMethod must accept NumPy-like array semantics. + def custom(_, counts): + lib = counts.sum(axis=1).reshape(-1, 1) + return np.log2(counts / lib * 1000 + 1) + + assay = datastore.RNA + original = assay.normMethod + try: + assay.normMethod = custom + out = assay.normed().compute() + assert np.all(np.isfinite(out)) + finally: + assay.normMethod = original diff --git a/tests/test_datastore.py b/tests/test_datastore.py new file mode 100644 index 00000000..bc2c72ac --- /dev/null +++ b/tests/test_datastore.py @@ -0,0 +1,502 @@ +import numpy as np +import pandas as pd + +from scarf.mapping_utils import array_hash + +from . import full_path + + +class TestToyDataStore: + def test_toy_crdir_metadata(self, toy_crdir_ds): + assert np.all( + toy_crdir_ds.RNA.feats.fetch_all("ids") == ["g1", "g2", "g3", "g4"] + ) + assert np.all(toy_crdir_ds.ADT.feats.fetch_all("ids") == ["a1", "a2"]) + assert np.all(toy_crdir_ds.HTO.feats.fetch_all("ids") == ["h1"]) + assert np.all(toy_crdir_ds.cells.fetch_all("ids") == ["b1", "b2", "b3"]) + + def test_toy_crdir_rawdata(self, toy_crdir_ds): + assert np.all( + toy_crdir_ds.RNA.rawData.compute() + == [[5, 0, 0, 2], [3, 3, 0, 7], [3, 3, 0, 7]] + ) + assert np.all( + toy_crdir_ds.ADT.rawData.compute() == [[30, 40], [30, 50], [0, 50]] + ) + assert np.all(toy_crdir_ds.HTO.rawData.compute() == [[200], [100], [100]]) + + +class TestDataStore: + def test_init_wrong_zarr_mode(self, tmp_path): + import pytest + import tarfile + + from scarf.datastore.datastore import DataStore + + fn = full_path("1K_pbmc_citeseq.zarr.tar.gz") + out_fn = tmp_path / "1K_pbmc_citeseq.zarr" + with tarfile.open(fn, "r:gz") as tar: + tar.extractall(out_fn, filter="data") + with pytest.raises(ValueError): + DataStore(str(out_fn), zarr_mode="wrong", default_assay="RNA") + + def test_auto_filter_cells(self, datastore_ephemeral): + assert ( + datastore_ephemeral.auto_filter_cells( + attrs=["nCounts", "nFeatures", "non_existing_column"], + show_qc_plots=False, + ) + is None + ) + # show_qc_plots=True + # howto test plots? + + def test_filter_cells(self, datastore_ephemeral): + assert ( + datastore_ephemeral.filter_cells( + attrs=["nCounts", "nFeatures", "non_existing_column"], + lows=[None, None, None], + highs=[None, None, None], + reset_previous=True, + ) + is None + ) + # still doesn't access `if j is None:` cases for j and k + + def test_graph_indices(self, make_graph, datastore): + a = np.load(full_path("knn_indices.npy")) + b = datastore.z[make_graph]["indices"][:] + assert np.array_equal(a, b) + + def test_graph_distances(self, make_graph, datastore): + a = np.load(full_path("knn_distances.npy")) + b = datastore.z[make_graph]["distances"][:] + assert np.all((a - b) < 1e-3) + + def test_graph_weights(self, make_graph, datastore): + a = np.load(full_path("knn_weights.npy")) + b = datastore.z[make_graph]["graph__1.0__1.5"]["weights"][:] + assert np.all((a - b) < 1e-5) + + def test_atac_graph_indices(self, make_atac_graph, atac_datastore): + a = np.load(full_path("atac_knn_indices.npy")) + b = atac_datastore.z[make_atac_graph]["indices"][:] + assert a.shape == b.shape + + # TODO: activate this when this PR is merged and released in gensim + # https://github.com/RaRe-Technologies/gensim/pull/3194 + # assert np.array_equal(a, b) + + def test_atac_graph_distances(self, make_atac_graph, atac_datastore): + a = np.load(full_path("atac_knn_distances.npy")) + b = atac_datastore.z[make_atac_graph]["distances"][:] + assert a.shape == b.shape + + # TODO: activate this when this PR is merged and released in gensim + # https://github.com/RaRe-Technologies/gensim/pull/3194 + # assert np.all((a - b) < 1e-5) + + def test_leiden_values(self, leiden_clustering, cell_attrs): + assert len(set(leiden_clustering)) == 10 + # Disabled the following test because failing on CI + # assert np.array_equal(leiden_clustering, cell_attrs['RNA_leiden_cluster'].values) + + def test_paris_values(self, paris_clustering, cell_attrs): + assert np.array_equal(paris_clustering, cell_attrs["RNA_cluster"].values) + + def test_paris_balanced_values(self, paris_clustering_balanced, cell_attrs): + assert np.array_equal( + paris_clustering_balanced, cell_attrs["RNA_balanced_clusters"].values + ) + + def test_run_cell_cycle_scoring(self, cell_cycle_scoring, cell_attrs): + assert np.array_equal( + cell_cycle_scoring, cell_attrs["RNA_cell_cycle_phase"].values + ) + + def test_umap_values(self, umap, cell_attrs): + precalc_umap = cell_attrs[["RNA_UMAP1", "RNA_UMAP2"]].values + assert umap.shape == precalc_umap.shape + # Disabled the following test because failing on CI + # assert np.all((umap - precalc_umap) < 0.1) + + def test_get_markers(self, marker_search, paris_clustering, datastore): + precalc_markers = pd.read_csv(full_path("markers_cluster1.csv"), index_col=0) + markers = datastore.get_markers(group_key="RNA_cluster", group_id=1) + + # Check feature names and scores (always required) + assert markers.feature_name.equals(precalc_markers.feature_name) + diff = (markers.score - precalc_markers.score).values + assert np.all(diff < 1e-3) + + # Check p_values only if they exist in reference data (backward compatible) + if "p_value" in precalc_markers.columns: + assert "p_value" in markers.columns, "p_value column missing in output" + # P-values should match within reasonable tolerance + p_diff = (markers.p_value - precalc_markers.p_value).values + assert np.all(np.abs(p_diff) < 1e-3), "p_values differ from reference" + + def test_export_markers_to_csv( + self, marker_search, paris_clustering, datastore, tmp_path + ): + precalc_markers = pd.read_csv(full_path("markers_all_clusters.csv")) + out_file = str(tmp_path / "test_values_markers.csv") + datastore.export_markers_to_csv(group_key="RNA_cluster", csv_filename=out_file) + markers = pd.read_csv(out_file) + assert markers.equals(precalc_markers) + + def test_run_unified_umap(self, run_unified_umap, datastore): + coords = datastore.z["RNA"]["projections"]["unified_UMAP"][:] + precalc_coords = np.load(full_path("unified_UMAP_coords.npy")) + assert coords.shape == precalc_coords.shape + + def test_get_target_classes(self, run_mapping, paris_clustering, datastore): + classes = datastore.get_target_classes( + target_name="selfmap", reference_class_group="RNA_cluster" + ) + assert len(classes) == len(datastore.cells.active_index("I")) + assert classes.notna().all() + assert ( + array_hash(classes.astype(str).to_numpy()) + == "595897c7c4b619dd367674bf66ce826e9ce2e731d59e5f05f1401bf5cc489e99" + ) + + def test_get_mapping_score(self, run_mapping, datastore): + scores = next(datastore.get_mapping_score(target_name="selfmap"))[1] + assert scores.shape == (len(datastore.cells.active_index("I")),) + assert np.all(np.isfinite(scores)) + assert np.any(scores > 0) + assert ( + array_hash(np.round(scores, 12)) + == "f992bd7e48c7eda529c30194dab350fd5d6fea056f76146a2705993223d97d0e" + ) + + def test_coral_mapping_score(self, run_mapping_coral, datastore): + scores = next(datastore.get_mapping_score(target_name="selfmap_coral"))[1] + assert np.all(np.isfinite(scores)) + assert np.any(scores > 0) + + def test_repr(self, datastore): + # TODO: Test if the expected values are printed + print(datastore) + + def test_get_imputed(self, datastore): + # TODO: Test the output values + values = datastore.get_imputed(feature_name="CD4") + assert values.shape == datastore.cells.fetch("I").shape + + def test_run_doublet_detection(self, make_graph, paris_clustering, datastore): + datastore.run_doublet_detection( + cluster_key="RNA_cluster", simulation_ratio=0.5, random_seed=1 + ) + col = "RNA_doublet_score" + assert col in datastore.cells.columns + scores = datastore.cells.fetch(col) + n_active = datastore.cells.active_index("I").shape[0] + assert scores.shape[0] == n_active + assert not np.isnan(scores).any() + assert scores.min() >= 0.0 and scores.max() <= 1.0 + # scratch column used for smoothing should be removed + assert "RNA_doublet_score__raw" not in datastore.cells.columns + # temporary simulated-doublet projection should be cleaned up + projections = datastore.z["RNA"].get("projections", None) + if projections is not None: + assert "_doublet_sim_RNA" not in projections + + def test_run_doublet_detection_bad_cluster_key(self, make_graph, datastore): + import pytest + + with pytest.raises(ValueError): + datastore.run_doublet_detection(cluster_key="not_a_column") + + def test_run_pseudotime_scoring(self, pseudotime_scoring, cell_attrs): + diff = pseudotime_scoring - cell_attrs["RNA_pseudotime"].values + assert np.all(np.abs(diff) < 0.08) + + def test_run_pseudotime_scoring_current_contract( + self, + leiden_clustering, + datastore_ephemeral, + ): + datastore_ephemeral.run_pseudotime_scoring( + source_sink_key="RNA_leiden_cluster", + sources=[6], + sinks=[3], + n_singular_vals=10, + label="reliability_test", + ) + + output_key = "RNA_reliability_test" + validity_key = f"{output_key}__valid" + assert validity_key in datastore_ephemeral.cells.columns + values = datastore_ephemeral.cells.fetch(output_key, key=validity_key) + assert np.isfinite(values).all() + assert values.min() >= 0.0 + assert values.max() <= 1.0 + + def test_run_pseudotime_marker_search(self, pseudotime_markers): + precalc_markers = pd.read_csv( + full_path("pseudotime_markers_r_values.csv"), index_col=0 + ) + assert np.all(precalc_markers.index == pseudotime_markers.index) + assert np.all(precalc_markers.names.values == pseudotime_markers.names.values) + assert np.allclose( + precalc_markers.I__RNA_pseudotime__r.values, + pseudotime_markers.I__RNA_pseudotime__r.values, + rtol=0.15, + atol=0.15, + ) + + def test_run_pseudotime_aggregation(self, pseudotime_aggregation, datastore): + from scarf.assay import PSEUDOTIME_AGGREGATION_SCHEMA_VERSION + + precalc_values = np.load(full_path("aggregated_feat_idx.npy")) + agg_group = datastore.z["RNA"]["aggregated_I_I_RNA_pseudotime"] + test_values = agg_group["feature_indices"][:] + assert np.array_equal( + precalc_values.astype(np.int64), test_values.astype(np.int64) + ) + + assert ( + agg_group.attrs["schema_version"] == PSEUDOTIME_AGGREGATION_SCHEMA_VERSION + ) + assert np.isfinite(agg_group["data"][:]).all() + valid_features = np.asarray(agg_group["valid_features"][:], dtype=bool) + clusters = datastore.RNA.feats.fetch_all("pseudotime_clusters") + assigned = clusters[test_values[valid_features].astype(int)] + assert assigned.min() >= 1 + assert assigned.max() <= 15 + assert len(np.unique(assigned)) == 15 + assert np.all(clusters[test_values[~valid_features].astype(int)] == -1) + + def test_add_grouped_assay(self, grouped_assay, datastore): + test_values = datastore.get_cell_vals( + from_assay="PTIME_MODULES", cell_key="I", k="group_1" + ) + groups = datastore.RNA.feats.fetch_all("pseudotime_clusters") + feature_index = np.where(groups == 1)[0] + expected = ( + datastore.RNA.normed( + cell_idx=datastore.cells.active_index("I"), + feat_idx=feature_index, + ) + .mean(axis=1) + .compute() + ) + assert np.allclose(expected, test_values) + + def test_make_bulk(self, leiden_clustering, datastore): + df = datastore.make_bulk(group_key="RNA_leiden_cluster") + assert df.shape == (18850, 10) + assert hash(tuple((df.values.flatten()))) == -3925915741848261436 + + def test_to_anndata(self, datastore): + # TODO: Check if all the attributes copied to anndata + datastore.to_anndata() + + def test_run_topacedo_sampler(self, cell_attrs, topacedo_sampler): + assert np.all(topacedo_sampler == cell_attrs["RNA_sketched"]) + + def test_plot_cells_dists(self, datastore): + datastore.plot_cells_dists(show_fig=False) + + def test_plot_layout(self, umap, paris_clustering, datastore): + datastore.plot_layout( + layout_key="RNA_UMAP", color_by="RNA_cluster", show_fig=False + ) + + def test_plot_layout_shade(self, umap, paris_clustering, datastore): + axs = datastore.plot_layout( + layout_key="RNA_UMAP", + color_by="RNA_cluster", + show_fig=False, + do_shading=True, + shade_npixels=64, + ) + assert axs is not None + + def test_plot_cluster_tree(self, datastore): + datastore.plot_cluster_tree(cluster_key="RNA_cluster", show_fig=False) + + def test_plot_marker_heatmap(self, marker_search, datastore): + datastore.plot_marker_heatmap(group_key="RNA_cluster", show_fig=False) + + def test_plot_unified_layout(self, run_unified_umap, datastore): + datastore.plot_unified_layout(layout_key="unified_UMAP", show_fig=False) + + def test_plot_unified_layout_target_groups( + self, run_unified_umap, paris_clustering, datastore + ): + from scarf._types import as_zarr_array, as_zarr_group + + projections = as_zarr_group( + as_zarr_group(datastore.zw["RNA"], name="RNA")["projections"], + name="projections", + ) + layout = as_zarr_array(projections["unified_UMAP"], name="unified_UMAP") + n_target_cells = int(layout.attrs["n_cells"][1]) + target_groups = paris_clustering[:n_target_cells] + datastore.plot_unified_layout( + layout_key="unified_UMAP", + show_target_only=True, + legend_ondata=True, + target_groups=target_groups, + show_fig=False, + ) + + def test_plot_pseudotime_heatmap(self, pseudotime_aggregation, datastore): + datastore.plot_pseudotime_heatmap( + cell_key="I", + feat_key="I", + feature_cluster_key="pseudotime_clusters", + pseudotime_key="RNA_pseudotime", + show_features=["Wsb1", "Rest"], + show_fig=False, + ) + + def test_mark_hvgs_with_atac_assay(self, atac_datastore): + import pytest + + with pytest.raises(TypeError): + atac_datastore.mark_hvgs() + + def test_mark_hvgs_default_max_cells_unbounded(self, auto_filter_cells, datastore): + from unittest.mock import patch + + with patch.object(datastore.RNA, "mark_hvgs") as mock: + datastore.mark_hvgs(show_plot=False, top_n=10) + assert mock.call_args.kwargs["max_cells"] == np.inf + + def test_mark_prevalent_peaks_with_rna_assay(self, datastore): + import pytest + + with pytest.raises(TypeError): + datastore.mark_prevalent_peaks() + + def test_run_marker_search_with_no_groupkey(self, datastore): + import pytest + + with pytest.raises(ValueError): + datastore.run_marker_search(group_key=None) + + def test_run_marker_search_with_cellkey(self, datastore, paris_clustering): + datastore.run_marker_search(group_key="RNA_cluster", cell_key="I") + + def test_streaming_feature_stats_matches_three_pass(self, datastore): + from scarf.utils import controlled_compute + + assay = datastore.RNA + cell_idx, feat_idx = assay._get_cell_feat_idx("I", "I") + + tiled = assay._streaming_feature_stats(cell_idx, feat_idx) + + normed = assay.normed(cell_idx, feat_idx) + legacy_n = controlled_compute((normed > 0).sum(axis=0), assay.nthreads) + legacy_tot = controlled_compute(normed.sum(axis=0), assay.nthreads) + legacy_sigmas = controlled_compute(normed.var(axis=0), assay.nthreads) + + np.testing.assert_allclose(tiled["normed_n"], legacy_n, rtol=0, atol=1e-6) + np.testing.assert_allclose( + tiled["normed_tot"], legacy_tot, rtol=1e-6, atol=1e-6 + ) + np.testing.assert_allclose(tiled["sigmas"], legacy_sigmas, rtol=1e-5, atol=1e-6) + + def test_streaming_feature_stats_column_block_branch(self, datastore): + # Feature stats stream memory-bounded tiles; results must match the + # full-width reductions regardless of worker count / tile size. + from scarf.storage.budget import ResourceBudget, set_resource_budget + from scarf.utils import controlled_compute + + assay = datastore.RNA + cell_idx, feat_idx = assay._get_cell_feat_idx("I", "I") + normed = assay.normed(cell_idx, feat_idx) + legacy_tot = controlled_compute(normed.sum(axis=0), assay.nthreads) + legacy_sigmas = controlled_compute(normed.var(axis=0), assay.nthreads) + + try: + set_resource_budget(ResourceBudget(memoryBytes=1 * 1024 * 1024, workers=2)) + tiled = assay._streaming_feature_stats(cell_idx, feat_idx) + finally: + set_resource_budget(None) + + np.testing.assert_allclose( + tiled["normed_tot"], legacy_tot, rtol=1e-6, atol=1e-6 + ) + np.testing.assert_allclose(tiled["sigmas"], legacy_sigmas, rtol=1e-5, atol=1e-6) + + def test_streaming_feature_stats_one_decode_per_physical_chunk( + self, datastore, monkeypatch + ): + import scarf.assay as assay_mod + + assay = datastore.RNA + cell_idx, feat_idx = assay._get_cell_feat_idx("I", "I") + zarr_arr = assay.rawData._backing + row_chunk, col_chunk = zarr_arr.chunks[:2] + expected = len({int(i) // row_chunk for i in cell_idx}) * len( + {int(i) // col_chunk for i in feat_idx} + ) + calls = {"n": 0} + original = assay_mod._read_block + + def counted(zarr_arr_arg, rows, cols): + calls["n"] += 1 + return original(zarr_arr_arg, rows, cols) + + monkeypatch.setattr(assay_mod, "_read_block", counted) + assay._streaming_feature_stats(cell_idx, feat_idx) + assert calls["n"] == expected + + def test_feature_stats_tile_shape_bounds_full_width_matrix(self): + from scarf.assay import _feature_stats_tile_shape + from scarf.storage.budget import ResourceBudget + + budget = ResourceBudget( + memoryBytes=48 * 1024**3, + workers=8, + workingCopies=4, + ) + rows, cols = _feature_stats_tile_shape( + 22_201, + 45_525, + row_chunk=11_792, + col_chunk=45_525, + budget=budget, + ) + assert rows * cols * 12 <= 256 * 1024 * 1024 + assert rows >= 1 + assert cols >= 1 + assert rows <= 11_792 + assert cols <= 45_525 + + def test_streaming_feature_stats_requires_sf(self, datastore): + import pytest + + assay = datastore.RNA + cell_idx, feat_idx = assay._get_cell_feat_idx("I", "I") + original = assay.sf + try: + assay.sf = None + with pytest.raises(ValueError): + assay._streaming_feature_stats(cell_idx, feat_idx) + finally: + assay.sf = original + + def test_read_block_preserves_order_and_selection(self, datastore): + from scarf.assay import _read_block + + backing = datastore.RNA.rawData._backing + + rows = np.array([3, 4, 5, 6]) + cols = np.array([0, 1, 2]) + contiguous = _read_block(backing, rows, cols) + reference = np.asarray(backing.get_orthogonal_selection((rows, cols))) + np.testing.assert_array_equal(contiguous, reference) + + scattered_rows = np.array([7, 2, 9]) + scattered_cols = np.array([4, 0, 2]) + scattered = _read_block(backing, scattered_rows, scattered_cols) + ref2 = np.asarray( + backing.get_orthogonal_selection((scattered_rows, scattered_cols)) + ) + np.testing.assert_array_equal(scattered, ref2) diff --git a/tests/test_datastore_ephemeral.py b/tests/test_datastore_ephemeral.py new file mode 100644 index 00000000..54d5475b --- /dev/null +++ b/tests/test_datastore_ephemeral.py @@ -0,0 +1,690 @@ +import numpy as np +import pytest + +from tests.fixtures_datastore import _has_graph + + +def _active_cell_count(datastore) -> int: + return len(datastore.cells.active_index("I")) + + +def _ensure_graph(datastore): + if not _has_graph(datastore): + datastore.auto_filter_cells(show_qc_plots=False) + datastore.mark_hvgs(top_n=100, show_plot=False) + datastore.make_graph(feat_key="hvgs") + + +def _clear_umap_columns(datastore): + for column in ("RNA_UMAP1", "RNA_UMAP2"): + if column in datastore.cells.columns: + datastore.cells.drop(column) + + +def _clear_projection(datastore, name: str): + projections = datastore.z["RNA"].get("projections") + if projections is not None and name in projections: + del projections[name] + + +def test_run_umap_recomputes_coordinates(datastore_ephemeral): + ds = datastore_ephemeral + _ensure_graph(ds) + _clear_umap_columns(ds) + + ds.run_umap(n_epochs=10, parallel=False) + + umap1 = ds.cells.fetch("RNA_UMAP1") + umap2 = ds.cells.fetch("RNA_UMAP2") + assert len(umap1) == _active_cell_count(ds) + assert len(umap2) == _active_cell_count(ds) + + +def test_run_leiden_writes_cluster_labels(datastore_ephemeral): + ds = datastore_ephemeral + _ensure_graph(ds) + + ds.run_leiden_clustering(label="ephemeral_leiden") + + groups = ds.cells.fetch("RNA_ephemeral_leiden", key="I") + assert len(groups) == _active_cell_count(ds) + assert np.unique(groups).size >= 1 + + +def test_run_mapping_writes_projection(datastore_ephemeral): + ds = datastore_ephemeral + _ensure_graph(ds) + _clear_projection(ds, "freshmap") + + ds.run_mapping( + target_assay=ds.RNA, + target_name="freshmap", + target_feat_key="hvgs_freshmap", + save_k=3, + ) + + assert "freshmap" in ds.z["RNA"]["projections"] + assert ds.z["RNA"]["projections"]["freshmap"]["indices"].shape[ + 0 + ] == _active_cell_count(ds) + + +def test_run_mapping_supports_all_features_key(datastore_ephemeral): + ds = datastore_ephemeral + ds.auto_filter_cells(show_qc_plots=False) + ds.make_graph(feat_key="I", dims=5, k=3, n_centroids=10) + + ds.run_mapping( + target_assay=ds.RNA, + target_name="all_features_map", + target_feat_key="all_features_map_target", + save_k=3, + ) + + assert ds.z["RNA"]["projections"]["all_features_map"].attrs["complete"] + + +def test_run_mapping_with_coral_writes_corrected_data(datastore_ephemeral): + ds = datastore_ephemeral + _ensure_graph(ds) + _clear_projection(ds, "freshmap_coral") + + ds.run_mapping( + target_assay=ds.RNA, + target_name="freshmap_coral", + target_feat_key="hvgs_fresh_coral", + save_k=3, + run_coral=True, + ) + + normed_loc = "normed__I__hvgs_fresh_coral" + assert "data_coral" in ds.RNA.z[normed_loc] + assert "freshmap_coral" in ds.z["RNA"]["projections"] + + +def test_coral_mapping_cache_and_rebuild_are_equivalent(datastore_ephemeral): + ds = datastore_ephemeral + _ensure_graph(ds) + ds.run_mapping( + target_assay=ds.RNA, + target_name="coral_cached", + target_feat_key="hvgs_coral_cached", + save_k=3, + run_coral=True, + ) + cached = ds.z["RNA"]["projections"]["coral_cached"] + cached_indices = cached["indices"][:] + cached_distances = cached["distances"][:] + + normed = ds.z["RNA"]["normed__I__hvgs"] + reduction = ds.z[normed.attrs["latest_reduction"]] + ann = ds.z[reduction.attrs["latest_ann"]] + del ann["ann_idx_bytes"] + ds.run_mapping( + target_assay=ds.RNA, + target_name="coral_rebuilt", + target_feat_key="hvgs_coral_rebuilt", + save_k=3, + run_coral=True, + ) + rebuilt = ds.z["RNA"]["projections"]["coral_rebuilt"] + + assert np.array_equal(cached_indices, rebuilt["indices"][:]) + np.testing.assert_allclose(cached_distances, rebuilt["distances"][:]) + + +def test_run_unified_umap_after_mapping(datastore_ephemeral): + ds = datastore_ephemeral + _ensure_graph(ds) + _clear_projection(ds, "freshmap_unified_src") + _clear_projection(ds, "unified_UMAP") + + ds.run_mapping( + target_assay=ds.RNA, + target_name="freshmap_unified_src", + target_feat_key="hvgs_unified_src", + save_k=3, + ) + ds.run_unified_umap(target_names=["freshmap_unified_src"], n_epochs=10) + + coords = ds.z["RNA"]["projections"]["unified_UMAP"][:] + assert coords.shape[1] == 2 + assert coords.shape[0] >= _active_cell_count(ds) + + +def test_build_and_reload_symphony_mapping_reference(datastore_ephemeral, tmp_path): + import numpy as np + import pandas as pd + + ds = datastore_ephemeral + _ensure_graph(ds) + batches = np.where(np.arange(ds.cells.N) % 2 == 0, "a", "b") + ds.cells.insert("mapping_batch", batches, overwrite=True) + active_batches = ds.cells.fetch("mapping_batch", key="I").copy() + + reference = ds.build_mapping_reference( + feat_key="hvgs", + batch_columns=["mapping_batch"], + k=3, + n_centroids=10, + harmony_params={"nclust": 5}, + ) + normed = ds.z["RNA"]["normed__I__hvgs"] + reduction = ds.z[normed.attrs["latest_reduction"]] + reference_coordinates = reduction["harmonizedData"][:].copy() + reference_loadings = reduction["reduction"][:].copy() + reference_ann = ds.z[reduction.attrs["latest_ann"]] + reference_ann_metadata = dict(reference_ann.attrs) + loaded = ds.get_mapping_reference(feat_key="hvgs") + with pytest.raises(ValueError, match="matches the reference path"): + loaded.map_query( + ds.RNA, + "unsafe_symphony_self", + "hvgs", + save_k=3, + ) + result = loaded.map_query( + ds.RNA, + "symphony_self", + "hvgs_symphony_self", + save_k=3, + query_batches=pd.DataFrame({"mapping_batch": active_batches}), + ) + + assert reference.model.n_dims == loaded.model.n_dims + assert reference.metadata["harmonyParameters"]["nclust"] == 5 + assert result.n_cells == _active_cell_count(ds) + projection = ds.z["RNA"]["projections"]["symphony_self"] + assert projection.attrs["complete"] + assert projection["correctedLatent"].shape[1] == loaded.model.n_dims + assert projection["indices"].chunks[1] == 3 + assert projection["distances"].chunks[1] == 3 + assert projection.attrs["queryBatchColumns"] == ["mapping_batch"] + assert isinstance(projection.attrs["queryBatchHash"], str) + original_indices = projection["indices"][:].copy() + original_corrected = projection["correctedLatent"][:].copy() + np.testing.assert_array_equal(reduction["harmonizedData"][:], reference_coordinates) + np.testing.assert_array_equal(reduction["reduction"][:], reference_loadings) + assert dict(reference_ann.attrs) == reference_ann_metadata + artifact = ds.z[loaded.artifact_path] + artifact.attrs["complete"] = False + try: + with pytest.raises(ValueError, match="incomplete"): + next(ds.get_mapping_score("symphony_self")) + finally: + artifact.attrs["complete"] = True + + from scarf.datastore.datastore import DataStore + + read_only = DataStore(ds.zarr_loc, default_assay="RNA", zarr_mode="r") + in_memory = read_only.get_mapping_reference(feat_key="hvgs").map_query( + ds.RNA, + "symphony_read_only", + "hvgs_symphony_read_only", + save_k=3, + query_batches=pd.DataFrame({"mapping_batch": active_batches}), + ) + assert in_memory.projection_path == "" + assert in_memory.indices is not None + assert in_memory.corrected_latent is not None + persisted_indices = projection["indices"][:] + overlap = np.mean( + [ + len(set(expected) & set(observed)) / len(expected) + for expected, observed in zip(persisted_indices, in_memory.indices) + ] + ) + assert overlap >= 0.99 + np.testing.assert_allclose( + projection["correctedLatent"][:], + in_memory.corrected_latent, + rtol=1e-10, + atol=1e-12, + ) + + read_only_single_thread = DataStore( + ds.zarr_loc, + default_assay="RNA", + zarr_mode="r", + nthreads=1, + ) + single_thread = read_only_single_thread.get_mapping_reference( + feat_key="hvgs" + ).map_query( + ds.RNA, + "symphony_single_thread", + "hvgs_symphony_single_thread", + save_k=3, + query_batches=pd.DataFrame({"mapping_batch": active_batches}), + ) + assert single_thread.corrected_latent is not None + np.testing.assert_allclose( + in_memory.corrected_latent, + single_thread.corrected_latent, + rtol=1e-10, + atol=1e-12, + ) + + import zarr + + result_store = zarr.open_group( + str(tmp_path / "mapping_result.zarr"), mode="w" + ).create_group("projection") + streamed = read_only.get_mapping_reference(feat_key="hvgs").map_query( + ds.RNA, + "symphony_streamed", + "hvgs_symphony_streamed", + save_k=3, + query_batches=pd.DataFrame({"mapping_batch": active_batches}), + result_store=result_store, + ) + assert streamed.indices is None + assert result_store["indices"].shape[0] == _active_cell_count(ds) + + ds.cells.insert( + "mapping_batch", + np.repeat("changed", ds.cells.N), + overwrite=True, + ) + with pytest.raises(ValueError, match="stale"): + ds.get_mapping_reference(feat_key="hvgs") + + artifact_count = len(reduction["mappingReferences"]) + replacement_batches = np.where(np.arange(ds.cells.N) % 2 == 0, "c", "d") + ds.cells.insert( + "mapping_batch", + replacement_batches, + overwrite=True, + ) + rebuilt_reference = ds.build_mapping_reference( + feat_key="hvgs", + batch_columns=["mapping_batch"], + k=3, + n_centroids=10, + harmony_params={"nclust": 5}, + ) + assert rebuilt_reference.artifact_path != reference.artifact_path + assert rebuilt_reference.ann_path != reference.ann_path + assert len(reduction["mappingReferences"]) == artifact_count + 1 + old_reference_result = reference.map_query( + ds.RNA, + "old_reference_replay", + "hvgs_old_reference_replay", + save_k=3, + query_batches=pd.DataFrame({"mapping_batch": active_batches}), + ) + old_projection = ds.z["RNA"]["projections"]["old_reference_replay"] + np.testing.assert_array_equal(old_projection["indices"][:], original_indices) + np.testing.assert_allclose( + old_projection["correctedLatent"][:], + original_corrected, + rtol=1e-10, + atol=1e-12, + ) + assert old_reference_result.projection_path + + +def test_mapping_rejects_reference_normalization_overwrite(datastore_ephemeral): + ds = datastore_ephemeral + _ensure_graph(ds) + normed = ds.z["RNA"]["normed__I__hvgs"] + reduction = ds.z[normed.attrs["latest_reduction"]] + ann = ds.z[reduction.attrs["latest_ann"]] + reference_data = normed["data"][:].copy() + reference_loadings = reduction["reduction"][:].copy() + ann_metadata = dict(ann.attrs) + + with pytest.raises(ValueError, match="matches the reference path"): + ds.run_mapping( + target_assay=ds.RNA, + target_name="unsafe_self_map", + target_feat_key="hvgs", + save_k=3, + ) + + from scarf.datastore.datastore import DataStore + + separately_opened = DataStore(ds.zarr_loc, default_assay="RNA") + with pytest.raises(ValueError, match="matches the reference path"): + ds.run_mapping( + target_assay=separately_opened.RNA, + target_name="unsafe_separate_self_map", + target_feat_key="hvgs", + save_k=3, + ) + + ds.run_mapping( + target_assay=ds.RNA, + target_name="safe_self_map", + target_feat_key="hvgs_safe_self_map", + save_k=3, + ) + + np.testing.assert_array_equal( + ds.z["RNA"]["normed__I__hvgs"]["data"][:], reference_data + ) + np.testing.assert_array_equal(reduction["reduction"][:], reference_loadings) + assert dict(ann.attrs) == ann_metadata + + +def test_cached_harmony_can_rebuild_missing_mapping_artifact(datastore_ephemeral): + ds = datastore_ephemeral + _ensure_graph(ds) + batches = np.where(np.arange(ds.cells.N) % 2 == 0, "a", "b") + ds.cells.insert("mapping_batch", batches, overwrite=True) + ds.build_mapping_reference( + feat_key="hvgs", + batch_columns=["mapping_batch"], + k=3, + n_centroids=10, + ) + normed = ds.z["RNA"]["normed__I__hvgs"] + reduction = ds.z[normed.attrs["latest_reduction"]] + assert "harmonizedData" in reduction + artifact_hash = reduction.attrs["latestMappingReference"] + artifact = reduction["mappingReferences"][artifact_hash] + legacy = reduction.create_group("mappingReference") + for key, value in dict(artifact.attrs).items(): + if key not in { + "algorithmVariant", + "annContract", + "artifactHash", + "correctedCoordinatesHash", + }: + legacy.attrs[key] = value + legacy.attrs["schemaVersion"] = 1 + for name in ( + "featureIds", + "featureMeans", + "featureScales", + "loadings", + "centroids", + "rawCentroids", + "correctedCentroids", + "clusterMass", + "sigma", + ): + legacy.create_array(name, data=np.asarray(artifact[name][:])) + del reduction["mappingReferences"] + del reduction.attrs["latestMappingReference"] + + with pytest.warns(DeprecationWarning, match="legacy"): + legacy_reference = ds.get_mapping_reference(feat_key="hvgs") + assert legacy_reference.metadata["schemaVersion"] == 1 + del reduction["mappingReference"] + + from scarf.datastore.datastore import DataStore + + read_only = DataStore(ds.zarr_loc, default_assay="RNA", zarr_mode="r") + with pytest.raises(ValueError, match="zarr_mode='r\\+'"): + read_only.run_mapping( + target_assay=ds.RNA, + target_name="read_only_legacy_harmony", + target_feat_key="hvgs_read_only_legacy_harmony", + save_k=3, + ) + + cached_ann = ds.z[reduction.attrs["latest_ann"]] + cached_knn = ds.z[cached_ann.attrs["latest_knn"]] + cached_knn["distances"][0, 0] = 123456.0 + rebuilt = ds.build_mapping_reference( + feat_key="hvgs", + batch_columns=["mapping_batch"], + ) + + assert rebuilt.metadata["complete"] + assert "mappingReferences" in reduction + rebuilt_ann = ds.z[rebuilt.ann_path] + rebuilt_knn = ds.z[rebuilt_ann.attrs["latest_knn"]] + assert np.isfinite(rebuilt_knn["distances"][0, 0]) + assert rebuilt_knn["distances"][0, 0] != 123456.0 + + +def test_run_mapping_upgrades_legacy_harmonized_graph(datastore_ephemeral): + ds = datastore_ephemeral + _ensure_graph(ds) + batches = np.where(np.arange(ds.cells.N) % 2 == 0, "a", "b") + ds.cells.insert("mapping_batch", batches, overwrite=True) + ds.build_mapping_reference( + feat_key="hvgs", + batch_columns=["mapping_batch"], + k=3, + n_centroids=10, + ) + normed = ds.z["RNA"]["normed__I__hvgs"] + reduction = ds.z[normed.attrs["latest_reduction"]] + del reduction["mappingReferences"] + del reduction.attrs["latestMappingReference"] + + with pytest.warns(DeprecationWarning, match="rebuilt once"): + ds.run_mapping( + target_assay=ds.RNA, + target_name="upgraded_harmonized_map", + target_feat_key="hvgs_upgraded_harmonized", + save_k=3, + ) + + assert ds.z["RNA"]["projections"]["upgraded_harmonized_map"].attrs["complete"] + + +def test_legacy_harmony_upgrade_requires_recorded_batch_columns( + datastore_ephemeral, +): + ds = datastore_ephemeral + _ensure_graph(ds) + batches = np.where(np.arange(ds.cells.N) % 2 == 0, "a", "b") + ds.cells.insert("mapping_batch", batches, overwrite=True) + ds.build_mapping_reference( + feat_key="hvgs", + batch_columns=["mapping_batch"], + k=3, + n_centroids=10, + ) + normed = ds.z["RNA"]["normed__I__hvgs"] + reduction = ds.z[normed.attrs["latest_reduction"]] + del reduction["mappingReferences"] + del reduction.attrs["latestMappingReference"] + del reduction["harmonizedData"].attrs["batches"] + + with pytest.raises(ValueError, match="does not record its batch columns"): + ds.run_mapping( + target_assay=ds.RNA, + target_name="legacy_harmony_without_batches", + target_feat_key="hvgs_legacy_harmony_without_batches", + save_k=3, + ) + + +def test_deprecated_reference_scaling_flags_do_not_break_mapping( + datastore_ephemeral, +): + ds = datastore_ephemeral + _ensure_graph(ds) + + with pytest.warns(DeprecationWarning, match="ignored"): + ds.run_mapping( + target_assay=ds.RNA, + target_name="deprecated_scaling_flags", + target_feat_key="hvgs_deprecated_scaling", + ref_mu=False, + ref_sigma=False, + save_k=3, + ) + + assert ds.z["RNA"]["projections"]["deprecated_scaling_flags"].attrs["complete"] + + +def test_mapping_feature_scaling_uses_isolated_ann_cache(datastore_ephemeral): + ds = datastore_ephemeral + _ensure_graph(ds) + normed = ds.z["RNA"]["normed__I__hvgs"] + reduction = ds.z[normed.attrs["latest_reduction"]] + original_ann_path = reduction.attrs["latest_ann"] + + ds.run_mapping( + target_assay=ds.RNA, + target_name="unscaled_mapping", + target_feat_key="hvgs_unscaled_mapping", + feat_scaling=False, + save_k=3, + ) + + projection = ds.z["RNA"]["projections"]["unscaled_mapping"] + mapping_ann_path = projection.attrs["annPath"] + assert mapping_ann_path != original_ann_path + assert mapping_ann_path.endswith("__unscaled") + assert not ds.z[mapping_ann_path].attrs["featureScaling"] + assert reduction.attrs["latest_ann"] == original_ann_path + + +def test_projection_uses_stored_feature_key_and_rejects_stale_provenance( + datastore_ephemeral, +): + ds = datastore_ephemeral + _ensure_graph(ds) + ds.run_mapping( + target_assay=ds.RNA, + target_name="provenance_map", + target_feat_key="hvgs_provenance_map", + save_k=3, + ) + projection = ds.z["RNA"]["projections"]["provenance_map"] + original_latest = ds.RNA.z.attrs["latest_feat_key"] + ds.RNA.z.attrs["latest_feat_key"] = "I" + try: + score = next(ds.get_mapping_score("provenance_map"))[1] + finally: + ds.RNA.z.attrs["latest_feat_key"] = original_latest + assert np.all(np.isfinite(score)) + + original_hash = projection.attrs["reductionHash"] + projection.attrs["reductionHash"] = "stale" + try: + with pytest.raises(ValueError, match="changed reduction"): + next(ds.get_mapping_score("provenance_map")) + finally: + projection.attrs["reductionHash"] = original_hash + + +def test_mapping_missing_feature_policies_and_legacy_intersection( + datastore_ephemeral, +): + from scarf.datastore.datastore import DataStore + + ds = datastore_ephemeral + _ensure_graph(ds) + shared_ids = ds.RNA.feats.fetch("ids", key="I__hvgs")[: ds.assay2.feats.N] + ds.assay2.feats.insert( + "ids", + shared_ids, + overwrite=True, + force=True, + ) + mapped = DataStore( + ds.zarr_loc, + assay_types={"RNA": "RNA", "assay2": "RNA"}, + default_assay="RNA", + min_features_per_cell=0, + min_cells_per_feature=0, + ) + + with pytest.raises(ValueError, match="missing"): + mapped.run_mapping( + target_assay=mapped.assay2, + target_name="missing_error", + target_feat_key="missing_error_target", + missing_feature_policy="error", + save_k=3, + ) + + mapped.run_mapping( + target_assay=mapped.assay2, + target_name="missing_zero", + target_feat_key="missing_zero_target", + missing_feature_policy="zero", + save_k=3, + ) + missing_zero = mapped.z["RNA"]["projections"]["missing_zero"] + assert missing_zero.attrs["complete"] + assert missing_zero.attrs["featureCoverage"] == pytest.approx( + len(shared_ids) / len(mapped.RNA.feats.fetch("ids", key="I__hvgs")) + ) + zero_aligned = mapped.assay2.z["normed__I__missing_zero_target/data"][:] + np.testing.assert_array_equal(zero_aligned[:, len(shared_ids) :], 0.0) + + with pytest.warns(DeprecationWarning, match="exclude_missing"): + mapped.run_mapping( + target_assay=mapped.assay2, + target_name="missing_intersection", + target_feat_key="missing_intersection_target", + exclude_missing=True, + save_k=3, + ) + assert "I__hvgs_common_missing_intersection" in mapped.RNA.feats.columns + intersection_projection = mapped.z["RNA"]["projections"]["missing_intersection"] + intersection_ann_path = intersection_projection.attrs["annPath"] + assert "__intersection_" in intersection_ann_path + assert intersection_ann_path in mapped.z + assert ( + mapped.z[intersection_ann_path].attrs["selectedFeatureHash"] + == intersection_projection.attrs["selectedFeatureHash"] + ) + assert ( + mapped.z[intersection_ann_path].attrs["sourceAnnPath"] + == intersection_projection.attrs["annSourcePath"] + ) + assert np.all( + np.isfinite(next(mapped.get_mapping_score("missing_intersection"))[1]) + ) + intersection_evidence = mapped.get_target_label_evidence( + "missing_intersection", + reference_class_group="ids", + ) + assert np.all(np.isfinite(intersection_evidence["referenceDistancePercentile"])) + mapped.run_mapping( + target_assay=mapped.assay2, + target_name="missing_intersection_unscaled", + target_feat_key="missing_intersection_unscaled_target", + missing_feature_policy="intersection", + feat_scaling=False, + save_k=3, + ) + unscaled_intersection = mapped.z["RNA"]["projections"][ + "missing_intersection_unscaled" + ] + assert not unscaled_intersection.attrs["annFeatureScaling"] + assert "__unscaled" in unscaled_intersection.attrs["annSourcePath"] + assert not mapped.z[unscaled_intersection.attrs["annPath"]].attrs["featureScaling"] + assert np.all( + np.isfinite(next(mapped.get_mapping_score("missing_intersection_unscaled"))[1]) + ) + + batches = np.where(np.arange(mapped.cells.N) % 2 == 0, "a", "b") + mapped.cells.insert("mapping_batch", batches, overwrite=True) + reference = mapped.build_mapping_reference( + feat_key="hvgs", + batch_columns=["mapping_batch"], + k=3, + n_centroids=10, + ) + result = reference.map_query( + mapped.assay2, + "missing_reference_mean", + "missing_reference_mean_target", + save_k=3, + missing_feature_policy="reference_mean", + ) + assert result.n_cells == mapped.cells.active_index("I").shape[0] + assert result.diagnostics["featureCoverage"] == pytest.approx( + len(shared_ids) / len(reference.feature_ids) + ) + mean_aligned = mapped.assay2.z["normed__I__missing_reference_mean_target/data"][:] + np.testing.assert_allclose( + mean_aligned[:, len(shared_ids) :], + np.broadcast_to( + reference.model.feature_means[np.newaxis, len(shared_ids) :], + mean_aligned[:, len(shared_ids) :].shape, + ), + rtol=0, + atol=0, + ) diff --git a/tests/test_dendrogram.py b/tests/test_dendrogram.py new file mode 100644 index 00000000..5d4b8f9a --- /dev/null +++ b/tests/test_dendrogram.py @@ -0,0 +1,48 @@ +import numpy as np +import pytest +from scipy.cluster.hierarchy import linkage +from scipy.spatial.distance import pdist + +from scarf.dendrogram import BalancedCut, CoalesceTree, make_digraph + + +def test_make_digraph_builds_expected_node_count(): + rng = np.random.default_rng(0) + points = rng.normal(size=(6, 4)) + dendrogram = linkage(pdist(points), method="average") + graph = make_digraph(dendrogram) + assert graph.number_of_edges() == dendrogram.shape[0] * 2 + assert graph.number_of_nodes() >= len(points) + + +def test_make_digraph_rejects_mismatched_cluster_info(): + rng = np.random.default_rng(1) + points = rng.normal(size=(5, 3)) + dendrogram = linkage(pdist(points), method="single") + with pytest.raises(ValueError, match="cluster information"): + make_digraph(dendrogram, clust_info=np.zeros(3)) + + +def test_coalesce_tree_reduces_hierarchy(): + rng = np.random.default_rng(2) + points = rng.normal(size=(8, 3)) + dendrogram = linkage(pdist(points), method="average") + clusters = np.array([0, 0, 1, 1, 2, 2, 3, 3]) + graph = make_digraph(dendrogram, clust_info=clusters) + coalesced = CoalesceTree(graph, clusters) + assert coalesced.number_of_nodes() <= graph.number_of_nodes() + + +def test_balanced_cut_assigns_all_cells(): + rng = np.random.default_rng(3) + points = rng.normal(size=(8, 3)) + dendrogram = linkage(pdist(points), method="average") + cutter = BalancedCut( + dendrogram, + max_size=4, + min_size=1, + max_distance_fc=2.0, + ) + labels = cutter.get_clusters() + assert len(labels) == len(points) + assert labels.min() >= -1 diff --git a/tests/test_downloader.py b/tests/test_downloader.py new file mode 100644 index 00000000..4351b068 --- /dev/null +++ b/tests/test_downloader.py @@ -0,0 +1,459 @@ +import io +from json import JSONDecodeError +import tarfile + +import pytest + +from . import full_path, remove + + +@pytest.fixture +def mock_osf_downloader(monkeypatch): + from scarf import downloader + + class FakeOSFdownloader: + projectId = "zeupv" + datasets = { + **{f"dataset_{i}": (f"path/{i}", "osfstorage") for i in range(20)}, + "tenx_5K_pbmc_rnaseq": ("tenx_5K", "osfstorage"), + } + sourceFile = "sources" + + def show_datasets(self): + print("\n".join(sorted(self.datasets.keys()))) + + def get_dataset_file_ids(self, dataset_name): + if dataset_name not in self.datasets: + raise KeyError(dataset_name) + if dataset_name == "tenx_5K_pbmc_rnaseq": + return {"tenx_5K_pbmc.zarr.tar.gz": "http://example.test/zarr.tar.gz"} + return {"data.h5ad": "http://example.test/data.h5ad"} + + fake = FakeOSFdownloader() + monkeypatch.setattr(downloader, "osfd", fake) + return fake + + +def test_downloader(mock_osf_downloader): + assert len(mock_osf_downloader.datasets) > 15 + + +def test_osf_downloader_initializes_and_lists_sorted(monkeypatch, capsys): + from scarf.downloader import OSFdownloader + + datasets = { + "zeta": ("zeta-id", "figshare"), + "alpha": ("alpha-id", "osfstorage"), + } + monkeypatch.setattr( + OSFdownloader, + "_populate_datasets", + lambda self: (datasets, "sources-id"), + ) + monkeypatch.setattr( + OSFdownloader, + "_populate_sources", + lambda self: {"url": {"alpha": "https://example.test/alpha"}}, + ) + + client = OSFdownloader("project-id") + + assert client.projectId == "project-id" + assert client.storages == ["osfstorage", "figshare"] + assert client.datasets == datasets + assert client.sourceFile == "sources-id" + client.show_datasets() + assert capsys.readouterr().out == "alpha\nzeta\n" + + +def test_osf_downloader_builds_api_urls(monkeypatch): + import requests + + from scarf.downloader import OSFdownloader + + requested_urls = [] + + class Response: + def json(self): + return {"data": []} + + def fake_get(url): + requested_urls.append(url) + return Response() + + monkeypatch.setattr(requests, "get", fake_get) + client = object.__new__(OSFdownloader) + client.url = "https://api.example.test/files/" + + assert client.get_json("osfstorage", "folder", None) == {"data": []} + assert client.get_json("figshare", "", "https://next.example.test") == {"data": []} + assert requested_urls == [ + "https://api.example.test/files/osfstorage/folder/", + "https://next.example.test", + ] + + +def test_osf_downloader_retries_and_paginates(monkeypatch): + from scarf.downloader import OSFdownloader + + client = object.__new__(OSFdownloader) + responses = iter( + [ + JSONDecodeError("invalid response", "", 0), + {}, + {"data": [{"id": "first"}], "links": {"next": "next-page"}}, + {"data": [{"id": "second"}], "links": {"next": None}}, + ] + ) + calls = [] + sleeps = [] + + def fake_get_json(storage, endpoint, url): + calls.append((storage, endpoint, url)) + response = next(responses) + if isinstance(response, Exception): + raise response + return response + + monkeypatch.setattr(client, "get_json", fake_get_json) + monkeypatch.setattr("scarf.downloader.time.sleep", sleeps.append) + + assert client.get_all_pages("osfstorage", "folder") == [ + {"id": "first"}, + {"id": "second"}, + ] + assert calls == [ + ("osfstorage", "folder", None), + ("osfstorage", "folder", None), + ("osfstorage", "folder", None), + ("osfstorage", "folder", "next-page"), + ] + assert sleeps == [1, 1] + + +def test_osf_downloader_discovers_datasets_and_files(monkeypatch): + from scarf.downloader import OSFdownloader + + client = object.__new__(OSFdownloader) + client.projectId = "project-id" + client.storages = ["osfstorage", "figshare"] + + def node(name, path): + return {"attributes": {"name": name, "path": path}} + + def fake_get_all_pages(storage, endpoint=""): + if endpoint == "": + if storage == "osfstorage": + return [ + node("sources", "/sources-id/"), + node("alpha", "/alpha-id/"), + ] + return [node("beta", "/beta-id/")] + assert storage == "osfstorage" + assert endpoint == "alpha-id" + return [ + node("counts.mtx.gz", "/files/counts-id/"), + node("barcodes.tsv.gz", "/files/barcodes-id/"), + ] + + monkeypatch.setattr(client, "get_all_pages", fake_get_all_pages) + + datasets, source_file = client._populate_datasets() + assert datasets == { + "alpha": ("alpha-id", "osfstorage"), + "beta": ("beta-id", "figshare"), + } + assert source_file == "sources-id" + + client.datasets = datasets + expected_files = { + "counts.mtx.gz": ( + "https://files.de-1.osf.io/v1/resources/project-id/providers/" + "osfstorage/files/counts-id" + ), + "barcodes.tsv.gz": ( + "https://files.de-1.osf.io/v1/resources/project-id/providers/" + "osfstorage/files/barcodes-id" + ), + } + assert client.get_dataset_file_ids("alpha") == expected_files + + with pytest.raises(KeyError, match="missing was not found") as error: + client.get_dataset_file_ids("missing") + assert "alpha\nbeta" in error.value.args[0] + + +def test_osf_downloader_populates_sources(monkeypatch): + import requests + + from scarf.downloader import OSFdownloader + + client = object.__new__(OSFdownloader) + client.sourceFile = "sources-id" + monkeypatch.setattr( + client, + "_get_files_for_node", + lambda storage, file_id: {"sources.csv": "https://example.test/sources.csv"}, + ) + + class Response: + text = ( + "id,title,url\n" + "alpha,Alpha dataset,https://example.test/alpha\n" + "beta,Beta dataset,https://example.test/beta\n" + ) + + requested_urls = [] + + def fake_get(url): + requested_urls.append(url) + return Response() + + monkeypatch.setattr(requests, "get", fake_get) + + assert client._populate_sources() == { + "title": { + "alpha": "Alpha dataset", + "beta": "Beta dataset", + }, + "url": { + "alpha": "https://example.test/alpha", + "beta": "https://example.test/beta", + }, + } + assert requested_urls == ["https://example.test/sources.csv"] + + +def test_osf_downloader_source_retries_are_bounded(monkeypatch): + from scarf.downloader import OSFdownloader + + client = object.__new__(OSFdownloader) + client.sourceFile = "sources-id" + attempts = [] + sleeps = [] + + def missing_sources(storage, file_id): + attempts.append((storage, file_id)) + return {} + + monkeypatch.setattr(client, "_get_files_for_node", missing_sources) + monkeypatch.setattr("scarf.downloader.time.sleep", sleeps.append) + + with pytest.raises(KeyError, match="after 5 attempts"): + client._populate_sources() + assert attempts == [("osfstorage", "sources-id")] * 5 + assert sleeps == [1] * 5 + + +def test_show_available_datasets(mock_osf_downloader): + from scarf.downloader import show_available_datasets + + show_available_datasets() + + +def test_fetch_dataset(bastidas_ponce_data): + import os + + assert os.path.isfile(bastidas_ponce_data) + + +def test_downloader_as_zarr(mock_osf_downloader, monkeypatch, tmp_path): + from scarf import downloader + + downloaded = [] + + def fake_handle_download(url, out_fn, seq_counter=""): + downloaded.append((url, out_fn)) + with open(out_fn, "wb") as handle: + handle.write(b"test") + + monkeypatch.setattr(downloader, "handle_download", fake_handle_download) + + sample = "tenx_5K_pbmc_rnaseq" + save_root = str(tmp_path) + downloader.fetch_dataset(sample, as_zarr=True, save_path=save_root) + assert len(downloaded) == 1 + assert downloaded[0][0] == "http://example.test/zarr.tar.gz" + assert downloaded[0][1].endswith("tenx_5K_pbmc.zarr.tar.gz") + + +def test_fetch_dataset_downloads_each_non_zarr_file(monkeypatch, tmp_path): + from scarf import downloader + + class MultiFileDownloader: + def get_dataset_file_ids(self, dataset_name): + assert dataset_name == "tiny_dataset" + return { + "matrix.mtx.gz": "https://example.test/matrix", + "features.tsv.gz": "https://example.test/features", + "tiny_dataset.zarr.tar.gz": "https://example.test/zarr", + } + + downloads = [] + + def fake_handle_download(url, out_fn, seq_counter=""): + downloads.append((url, out_fn, seq_counter)) + + monkeypatch.setattr(downloader, "osfd", MultiFileDownloader()) + monkeypatch.setattr(downloader, "handle_download", fake_handle_download) + + downloader.fetch_dataset("tiny_dataset", save_path=str(tmp_path)) + + output_dir = tmp_path / "tiny_dataset" + assert output_dir.is_dir() + assert downloads == [ + ( + "https://example.test/matrix", + str((output_dir / "matrix.mtx.gz").absolute()), + "1/2", + ), + ( + "https://example.test/features", + str((output_dir / "features.tsv.gz").absolute()), + "2/2", + ), + ] + + +def test_handle_download_streams_nonempty_chunks(monkeypatch, tmp_path): + import requests + + from scarf import downloader + + calls = [] + progress = {} + + class HeadResponse: + headers = {"content-length": "20000001"} + + class DownloadResponse: + def iter_content(self, chunk_size): + calls.append(("iter_content", chunk_size)) + return iter([b"first", b"", b"-second"]) + + def fake_head(url, allow_redirects): + calls.append(("head", url, allow_redirects)) + return HeadResponse() + + def fake_get(url, stream): + calls.append(("get", url, stream)) + return DownloadResponse() + + def fake_tqdm(iterable, **kwargs): + progress.update(kwargs) + return iterable + + monkeypatch.setattr(requests, "head", fake_head) + monkeypatch.setattr(requests, "get", fake_get) + monkeypatch.setattr(downloader, "tqdmbar", fake_tqdm) + output = tmp_path / "data.bin" + + downloader.handle_download( + "https://example.test/data", + str(output), + seq_counter="2/3", + ) + + assert output.read_bytes() == b"first-second" + assert calls == [ + ("head", "https://example.test/data", True), + ("get", "https://example.test/data", True), + ("iter_content", 10_000_000), + ] + assert progress == {"total": 3, "desc": "Downloading 2/3"} + + +def test_handle_download_extracts_tar_archive(monkeypatch, tmp_path): + import requests + + from scarf import downloader + + archive = io.BytesIO() + payload = b"archive contents" + with tarfile.open(fileobj=archive, mode="w:gz") as tar: + member = tarfile.TarInfo("nested/data.txt") + member.size = len(payload) + tar.addfile(member, io.BytesIO(payload)) + archive_bytes = archive.getvalue() + + class HeadResponse: + headers = {"content-length": str(len(archive_bytes))} + + class DownloadResponse: + def iter_content(self, chunk_size): + assert chunk_size == 10_000_000 + return iter([archive_bytes]) + + monkeypatch.setattr( + requests, + "head", + lambda url, allow_redirects: HeadResponse(), + ) + monkeypatch.setattr( + requests, + "get", + lambda url, stream: DownloadResponse(), + ) + monkeypatch.setattr(downloader, "tqdmbar", lambda iterable, **kwargs: iterable) + output = tmp_path / "bundle.tar.gz" + + downloader.handle_download("https://example.test/bundle", str(output)) + + assert output.read_bytes() == archive_bytes + assert (tmp_path / "nested" / "data.txt").read_bytes() == payload + + +def test_handle_download_propagates_request_errors(monkeypatch, tmp_path): + import requests + + from scarf import downloader + + class HeadResponse: + headers = {} + + monkeypatch.setattr( + requests, + "head", + lambda url, allow_redirects: HeadResponse(), + ) + + def fail_get(url, stream): + raise RuntimeError("request failed") + + monkeypatch.setattr(requests, "get", fail_get) + output = tmp_path / "missing.bin" + + with pytest.raises(RuntimeError, match="request failed"): + downloader.handle_download("https://example.test/missing", str(output)) + assert not output.exists() + + +def test_fetch_dataset_unknown_name_raises(mock_osf_downloader): + from scarf.downloader import fetch_dataset + + with pytest.raises(KeyError): + fetch_dataset("this_dataset_does_not_exist", save_path=".") + + +def test_fetch_dataset_as_zarr_missing_file(mock_osf_downloader, tmp_path): + from scarf.downloader import fetch_dataset + + fetch_dataset("dataset_0", as_zarr=True, save_path=str(tmp_path)) + assert not any(tmp_path.iterdir()) + + +@pytest.mark.integration +def test_downloader_live_osf(): + from scarf.downloader import OSFdownloader + + osfd = OSFdownloader("zeupv") + assert len(osfd.datasets) > 15 + + +@pytest.mark.integration +def test_fetch_dataset_live(): + from scarf.downloader import fetch_dataset + + sample = "tenx_5K_pbmc_rnaseq" + fetch_dataset(sample, as_zarr=True, save_path=full_path(None)) + remove(full_path(sample)) diff --git a/tests/test_feat_utils.py b/tests/test_feat_utils.py new file mode 100644 index 00000000..6c9a6c34 --- /dev/null +++ b/tests/test_feat_utils.py @@ -0,0 +1,70 @@ +import numpy as np +import pandas as pd +import pytest + +from scarf.feat_utils import binned_sampling, fit_lowess, hto_demux + + +def test_fit_lowess_returns_per_feature_corrections(): + rng = np.random.default_rng(0) + n_genes = 80 + mean_expr = rng.uniform(0.5, 20.0, n_genes) + variance = mean_expr**1.5 + rng.normal(0, 0.05, n_genes) + variance = np.clip(variance, 0.1, None) + + corrected = fit_lowess(mean_expr, variance, n_bins=8, lowess_frac=0.6) + + assert corrected.shape == (n_genes,) + assert np.all(np.isfinite(corrected)) + assert np.all(corrected > 0) + + +def test_binned_sampling_excludes_query_genes(): + rng = np.random.default_rng(1) + gene_names = [f"gene_{i}" for i in range(120)] + values = pd.Series(rng.exponential(1.0, len(gene_names)), index=gene_names) + query_genes = gene_names[10:25] + + controls = binned_sampling( + values, + feature_list=query_genes, + ctrl_size=8, + n_bins=6, + rand_seed=42, + ) + + assert len(controls) > 0 + assert set(controls).isdisjoint(query_genes) + assert all(name in gene_names for name in controls) + + +def test_hto_demux_assigns_singlet_and_negative_labels(): + rng = np.random.default_rng(2) + n_cells = 60 + hto_names = ["HTO_A", "HTO_B", "HTO_C"] + + background = rng.poisson(2, size=(n_cells, len(hto_names))) + counts = background.astype(float) + for i in range(n_cells): + dominant = i % len(hto_names) + counts[i, dominant] += rng.integers(30, 80) + + hto_counts = pd.DataFrame(counts, columns=hto_names) + assignments = hto_demux(hto_counts) + + assert len(assignments) == n_cells + assert assignments.index.equals(hto_counts.index) + allowed = {"Negative", "Singlet", "Doublet", *hto_names} + assert set(assignments.unique()).issubset(allowed) + assert set(assignments.unique()) & set(hto_names) + + +def test_hto_demux_rejects_empty_cluster_means(): + hto_counts = pd.DataFrame( + { + "HTO_A": [0, 0, 0], + "HTO_B": [0, 0, 0], + } + ) + with pytest.raises(AssertionError): + hto_demux(hto_counts) diff --git a/tests/test_graph_cache.py b/tests/test_graph_cache.py new file mode 100644 index 00000000..9bba09f1 --- /dev/null +++ b/tests/test_graph_cache.py @@ -0,0 +1,163 @@ +import os + +import numpy as np +import pytest +import zarr +from zarr.storage import MemoryStore + +from scarf.datastore.graph_datastore import GraphDataStore, _GraphBuildProgress +from scarf.storage.zarr_store import copy_zarr_array, create_or_open_staged_normed_array + + +def _memory_group(): + return zarr.open_group(store=MemoryStore(), mode="w") + + +def test_graph_progress_tracks_steps_and_propagates_errors() -> None: + progress = _GraphBuildProgress(2) + with progress.step("reuse graph", cached=True): + pass + with pytest.raises(RuntimeError, match="graph failed"): + with progress.step("build graph"): + raise RuntimeError("graph failed") + progress.finish() + + assert progress._step == 2 + assert [record[1] for record in progress._records] == ["reuse graph", "build graph"] + + +def test_resolve_local_cache_plan(tmp_path): + local_root = _memory_group() + enabled, base, remove = GraphDataStore._resolve_local_cache_plan( + "/tmp/local.zarr", local_root, "auto" + ) + assert enabled is False + + enabled, base, remove = GraphDataStore._resolve_local_cache_plan( + "s3://bucket/path", local_root, False + ) + assert enabled is False + + enabled, base, remove = GraphDataStore._resolve_local_cache_plan( + "s3://bucket/path", local_root, str(tmp_path / "cache") + ) + assert enabled is True + assert base == str(tmp_path / "cache") + assert remove is False + + +def test_stage_normed_data_skips_repeat_copy(toy_crdir_ds, tmp_path, monkeypatch): + rna = toy_crdir_ds.RNA + cell_idx = np.arange(rna.cells.N) + feat_idx = np.array([0, 1, 3]) + loc = "stage_src" + rna.z.create_group(loc, overwrite=True) + from scarf.writers import write_renorm_subset_to_zarr + + write_renorm_subset_to_zarr( + rna, cell_idx, feat_idx, rna.z, f"{loc}/data", rna.nthreads + ) + remote = rna.z[f"{loc}/data"] + subset_params = {"log_transform": False, "renormalize_subset": True} + calls = {"n": 0} + orig_copy = copy_zarr_array + + def counting_copy(*args, **kwargs): + calls["n"] += 1 + return orig_copy(*args, **kwargs) + + monkeypatch.setattr( + "scarf.datastore.graph_datastore.copy_zarr_array", counting_copy + ) + store = GraphDataStore.__new__(GraphDataStore) + store.nthreads = rna.nthreads + cache_base = str(tmp_path / "scratch") + store._stage_normed_data(remote, "hash1", subset_params, cache_base) + store._stage_normed_data(remote, "hash1", subset_params, cache_base) + assert calls["n"] == 1 + + +def test_stage_normed_data_recopies_when_subset_params_change( + toy_crdir_ds, tmp_path, monkeypatch +): + rna = toy_crdir_ds.RNA + cell_idx = np.arange(rna.cells.N) + feat_idx = np.array([0, 1, 3]) + loc = "stage_src_params" + rna.z.create_group(loc, overwrite=True) + from scarf.writers import write_renorm_subset_to_zarr + + write_renorm_subset_to_zarr( + rna, cell_idx, feat_idx, rna.z, f"{loc}/data", rna.nthreads + ) + remote = rna.z[f"{loc}/data"] + calls = {"n": 0} + orig_copy = copy_zarr_array + + def counting_copy(*args, **kwargs): + calls["n"] += 1 + return orig_copy(*args, **kwargs) + + monkeypatch.setattr( + "scarf.datastore.graph_datastore.copy_zarr_array", counting_copy + ) + store = GraphDataStore.__new__(GraphDataStore) + store.nthreads = rna.nthreads + cache_base = str(tmp_path / "scratch_params") + store._stage_normed_data( + remote, + "hash1", + {"log_transform": False, "renormalize_subset": True}, + cache_base, + ) + store._stage_normed_data( + remote, "hash1", {"log_transform": True, "renormalize_subset": True}, cache_base + ) + assert calls["n"] == 2 + + +def test_mirror_write_lets_staging_skip_copy(toy_crdir_ds, tmp_path, monkeypatch): + from scarf.assay import Assay + from scarf.writers import write_renorm_subset_to_zarr + + rna = toy_crdir_ds.RNA + cell_idx = np.arange(rna.cells.N) + feat_idx = np.array([0, 1, 3]) + subset_hash = "mirror_hash" + subset_params = {"log_transform": False, "renormalize_subset": True} + + store = GraphDataStore.__new__(GraphDataStore) + store.nthreads = rna.nthreads + cache_base = str(tmp_path / "cache") + cache_key = store._normed_cache_key(subset_hash, subset_params) + cache_path = os.path.join(cache_base, cache_key, "normed.zarr") + os.makedirs(os.path.dirname(cache_path), exist_ok=True) + mirror = create_or_open_staged_normed_array( + cache_path, (len(cell_idx), len(feat_idx)) + ) + + loc = "mirror_src" + rna.z.create_group(loc, overwrite=True) + write_renorm_subset_to_zarr( + rna, cell_idx, feat_idx, rna.z, f"{loc}/data", rna.nthreads, mirror=mirror + ) + remote = rna.z[f"{loc}/data"] + Assay._finalize_staged_mirror(mirror, subset_hash, subset_params) + + assert mirror.attrs["staged_complete"] is True + assert mirror.attrs["staged_subset_hash"] == subset_hash + assert np.array_equal(np.asarray(mirror[:]), np.asarray(remote[:])) + + calls = {"n": 0} + orig_copy = copy_zarr_array + + def counting_copy(*args, **kwargs): + calls["n"] += 1 + return orig_copy(*args, **kwargs) + + monkeypatch.setattr( + "scarf.datastore.graph_datastore.copy_zarr_array", counting_copy + ) + staged = store._stage_normed_data(remote, subset_hash, subset_params, cache_base) + assert calls["n"] == 0 + assert np.array_equal(np.asarray(staged.compute()), np.asarray(remote[:])) diff --git a/tests/test_graph_coverage.py b/tests/test_graph_coverage.py new file mode 100644 index 00000000..b36a423a --- /dev/null +++ b/tests/test_graph_coverage.py @@ -0,0 +1,1102 @@ +import shutil +import sys +from pathlib import Path +from unittest.mock import Mock + +import numpy as np +import pytest +import zarr +from scipy.sparse import csr_matrix +from zarr.storage import MemoryStore + +from scarf.assay import ATACassay +from scarf.datastore.datastore import DataStore +from scarf.datastore.graph_datastore import GraphDataStore + + +class _MemoryGraphStore(GraphDataStore): + @property + def assay_names(self) -> list[str]: + return self._assay_names + + +@pytest.fixture +def isolated_toy_datastore(toy_crdir_writer: str, tmp_path: Path) -> DataStore: + zarr_path = tmp_path / "toy.zarr" + shutil.copytree(toy_crdir_writer, zarr_path) + return DataStore( + str(zarr_path), + default_assay="RNA", + min_features_per_cell=0, + min_cells_per_feature=0, + nthreads=1, + ) + + +def _memory_graph_store( + assay_names: list[str] | None = None, +) -> _MemoryGraphStore: + store = _MemoryGraphStore.__new__(_MemoryGraphStore) + store.z = zarr.open_group(store=MemoryStore(), mode="w") + store.workspace = None + store.zarr_mode = "r+" + store._defaultAssay = "RNA" + store._assay_names = assay_names or [] + store._integratedGraphsLoc = "integratedGraphs" + store._cachedMagicOperator = None + store._cachedMagicOperatorLoc = None + store.nthreads = 1 + return store + + +def _add_test_graph(store: _MemoryGraphStore, label: str = "graph") -> str: + graph_loc = f"integratedGraphs/{label}" + graph_group = store.zw.create_group(graph_loc) + graph_group.attrs["n_cells"] = 3 + graph_group.attrs["n_neighbors"] = 2 + graph_group.create_array( + "edges", + data=np.array( + [ + [0, 1], + [0, 2], + [1, 0], + [1, 2], + [2, 0], + [2, 1], + ], + dtype=np.uint64, + ), + ) + graph_group.create_array( + "weights", + data=np.array([0.1, 0.2, 0.3, 0.4, 0.5, 0.6]), + ) + return graph_loc + + +@pytest.mark.parametrize( + ("symmetric", "upper_only", "use_k", "expected"), + [ + ( + False, + False, + None, + np.array( + [ + [0.0, 0.1, 0.2], + [0.3, 0.0, 0.4], + [0.5, 0.6, 0.0], + ] + ), + ), + ( + False, + True, + 1, + np.array( + [ + [0.0, 0.1, 0.0], + [0.3, 0.0, 0.0], + [0.5, 0.0, 0.0], + ] + ), + ), + ( + False, + False, + 0, + np.array( + [ + [0.0, 0.1, 0.0], + [0.3, 0.0, 0.0], + [0.5, 0.0, 0.0], + ] + ), + ), + ( + False, + False, + 99, + np.array( + [ + [0.0, 0.1, 0.2], + [0.3, 0.0, 0.4], + [0.5, 0.6, 0.0], + ] + ), + ), + ( + True, + False, + None, + np.array( + [ + [0.0, 0.37, 0.6], + [0.37, 0.0, 0.76], + [0.6, 0.76, 0.0], + ] + ), + ), + ( + True, + True, + None, + np.array( + [ + [0.0, 0.37, 0.6], + [0.0, 0.0, 0.76], + [0.0, 0.0, 0.0], + ] + ), + ), + ], +) +def test_load_graph_option_matrix( + symmetric: bool, + upper_only: bool, + use_k: int | None, + expected: np.ndarray, +) -> None: + store = _memory_graph_store() + graph_loc = _add_test_graph(store) + + graph = store.load_graph( + from_assay="RNA", + cell_key="I", + feat_key="I", + symmetric=symmetric, + upper_only=upper_only, + use_k=use_k, + graph_loc=graph_loc, + ) + + np.testing.assert_allclose(graph.toarray(), expected) + + +def test_load_graph_latest_location_formats_and_errors() -> None: + store = _memory_graph_store() + graph_loc = _add_test_graph(store) + normed_loc = "RNA/normed__I__I" + reduction_loc = f"{normed_loc}/reduction__pca__2__I" + ann_loc = f"{reduction_loc}/ann__l2__50__50__48__1" + knn_loc = f"{ann_loc}/knn__2" + + normed_group = store.zw.create_group(normed_loc) + reduction_group = store.zw.create_group(reduction_loc) + ann_group = store.zw.create_group(ann_loc) + knn_group = store.zw.create_group(knn_loc) + normed_group.attrs["latest_reduction"] = reduction_loc + reduction_group.attrs["latest_ann"] = ann_loc + ann_group.attrs["latest_knn"] = knn_loc + knn_group.attrs["latest_graph"] = graph_loc + + store._get_latest_cell_key = Mock(return_value="I") + store._get_latest_feat_key = Mock(return_value="I") + graph = store.load_graph() + np.testing.assert_allclose( + graph.toarray(), + np.array( + [ + [0.0, 0.1, 0.2], + [0.3, 0.0, 0.4], + [0.5, 0.6, 0.0], + ] + ), + ) + store._get_latest_cell_key.assert_called_once_with("RNA") + store._get_latest_feat_key.assert_called_once_with("RNA") + + n_cells, graph_coo = store._store_to_sparse(graph_loc, sparse_format="coo", use_k=1) + assert n_cells == 3 + assert graph_coo.getformat() == "coo" + assert graph_coo.nnz == 3 + + with pytest.raises(ValueError, match="not found in zarr location"): + store.load_graph( + from_assay="RNA", + cell_key="I", + feat_key="I", + graph_loc="integratedGraphs/missing", + ) + + empty_store = _memory_graph_store() + with pytest.raises(KeyError): + empty_store.load_graph( + from_assay="RNA", + cell_key="I", + feat_key="I", + ) + + +def test_set_graph_params_defaults_and_reduction_validation( + isolated_toy_datastore: DataStore, +) -> None: + store = isolated_toy_datastore + + params = store._set_graph_params( + from_assay="RNA", + cell_key="I", + feat_key="coverageFresh", + reduction_method="AUTO", + ) + assert params == ( + True, + True, + "pca", + 11, + "I", + "l2", + 50, + 50, + 48, + 4466, + 11, + 1000, + 1.0, + 1.5, + ) + + assert store._choose_reduction_method(store.RNA, "PCA") == "pca" + atac_assay = ATACassay.__new__(ATACassay) + assert store._choose_reduction_method(atac_assay, "auto") == "lsi" + assert store._choose_reduction_method(store.RNA, "custom") == "custom" + + with pytest.raises(ValueError, match="Please choose"): + store._choose_reduction_method(store.RNA, "invalid") + + with pytest.raises(ValueError, match="does not exist"): + store._set_graph_params( + from_assay="RNA", + cell_key="I", + feat_key="coverageFresh", + reduction_method="pca", + pca_cell_key="missing", + ) + + with pytest.raises(TypeError, match="should be `bool`"): + store._set_graph_params( + from_assay="RNA", + cell_key="I", + feat_key="coverageFresh", + reduction_method="pca", + pca_cell_key="ids", + ) + + +def test_set_graph_params_reuses_cached_hierarchy( + isolated_toy_datastore: DataStore, +) -> None: + store = isolated_toy_datastore + normed_loc = "RNA/normed__I__coverageCached" + reduction_loc = f"{normed_loc}/reduction__pca__7__I" + ann_loc = f"{reduction_loc}/ann__cosine__70__60__32__123" + knn_loc = f"{ann_loc}/knn__5" + kmeans_loc = f"{reduction_loc}/kmeans__9__123" + graph_loc = f"{knn_loc}/graph__2.0__3.0" + + normed_group = store.zw.create_group(normed_loc) + reduction_group = store.zw.create_group(reduction_loc) + ann_group = store.zw.create_group(ann_loc) + knn_group = store.zw.create_group(knn_loc) + store.zw.create_group(kmeans_loc) + store.zw.create_group(graph_loc) + normed_group.attrs["subset_params"] = { + "log_transform": False, + "renormalize_subset": False, + } + normed_group.attrs["latest_reduction"] = reduction_loc + reduction_group.attrs["latest_ann"] = ann_loc + reduction_group.attrs["latest_kmeans"] = kmeans_loc + ann_group.attrs["latest_knn"] = knn_loc + knn_group.attrs["latest_graph"] = graph_loc + + params = store._set_graph_params( + from_assay="RNA", + cell_key="I", + feat_key="coverageCached", + reduction_method="pca", + ) + + assert params == ( + False, + False, + "pca", + 7, + "I", + "cosine", + 70, + 60, + 32, + 123, + 5, + 9, + 2.0, + 3.0, + ) + + +def test_set_graph_params_uses_missing_metadata_fallbacks( + isolated_toy_datastore: DataStore, +) -> None: + store = isolated_toy_datastore + empty_normed_loc = "RNA/normed__I__coverageEmpty" + store.zw.create_group(empty_normed_loc) + + defaults = store._set_graph_params( + from_assay="RNA", + cell_key="I", + feat_key="coverageEmpty", + reduction_method="pca", + ) + assert defaults == ( + True, + True, + "pca", + 11, + "I", + "l2", + 50, + 50, + 48, + 4466, + 11, + 1000, + 1.0, + 1.5, + ) + + normed_loc = "RNA/normed__I__coveragePartial" + reduction_loc = f"{normed_loc}/reduction__pca__6__I" + ann_loc = f"{reduction_loc}/ann__l2__50__50__48__4466" + knn_loc = f"{ann_loc}/knn__11" + normed_group = store.zw.create_group(normed_loc) + normed_group.attrs["subset_params"] = { + "log_transform": True, + "renormalize_subset": True, + } + normed_group.attrs["latest_reduction"] = reduction_loc + store.zw.create_group(reduction_loc) + store.zw.create_group(knn_loc) + + fallbacks = store._set_graph_params( + from_assay="RNA", + cell_key="I", + feat_key="coveragePartial", + reduction_method="pca", + ) + assert fallbacks == ( + True, + True, + "pca", + 6, + "I", + "l2", + 50, + 50, + 48, + 4466, + 11, + 1000, + 1.0, + 1.5, + ) + + +def test_latest_knn_and_ann_stream_cache_paths( + tmp_path: Path, + monkeypatch: pytest.MonkeyPatch, +) -> None: + store = _memory_graph_store(["RNA"]) + assay_group = store.zw.create_group("RNA") + assay_group.attrs["latest_cell_key"] = "I" + assay_group.attrs["latest_feat_key"] = "I" + normed_loc = "RNA/normed__I__I" + reduction_loc = f"{normed_loc}/reduction__pca__2__I" + ann_loc = f"{reduction_loc}/ann__l2__50__50__48__1" + knn_loc = f"{ann_loc}/knn__2" + normed_group = store.zw.create_group(normed_loc) + reduction_group = store.zw.create_group(reduction_loc) + ann_group = store.zw.create_group(ann_loc) + store.zw.create_group(knn_loc) + normed_group.attrs["latest_reduction"] = reduction_loc + reduction_group.attrs["latest_ann"] = ann_loc + ann_group.attrs["latest_knn"] = knn_loc + reduction_group.create_array("reduction", data=np.eye(2)) + normed_group.create_array("data", data=np.eye(3, 2)) + store._load_default_assay = Mock(return_value="RNA") + + assert store._get_latest_knn_loc() == knn_loc + store._load_default_assay.assert_called_once_with() + + with pytest.raises(ValueError, match="Assay missing does not exist"): + store._get_latest_knn_loc("missing") + + del reduction_group["reduction"] + with pytest.raises(ValueError, match="PCA Reduction not found"): + store._get_latest_knn_loc("RNA") + reduction_group.create_array("reduction", data=np.eye(2)) + + assert store._has_ann_stream_cache("RNA", "I", "I") is True + assert store._has_ann_stream_cache("RNA", "I", "I", knn_loc=knn_loc) is True + assert store._has_ann_stream_cache("RNA", "I", "missing") is False + assert ( + store._has_ann_stream_cache("RNA", "I", "I", knn_loc=f"{ann_loc}/knn__99") + is False + ) + + store.zw.create_group("RNA/normed__I__broken") + assert store._has_ann_stream_cache("RNA", "I", "broken") is False + + legacy_path = tmp_path / "ann_idx" + legacy_path.write_bytes(b"index") + monkeypatch.setattr( + "scarf.datastore.graph_datastore.legacy_ann_index_path", + lambda *_: str(legacy_path), + ) + assert ( + store._ann_stream_recoverable( + "missing/ann", "missing/reduction", "missing/normed" + ) + is True + ) + + monkeypatch.setattr( + "scarf.datastore.graph_datastore.legacy_ann_index_path", + lambda *_: None, + ) + assert ( + store._ann_stream_recoverable( + "missing/ann", "missing/reduction", "missing/normed" + ) + is False + ) + + +def test_ann_index_resolution_and_persistence_paths( + tmp_path: Path, + monkeypatch: pytest.MonkeyPatch, +) -> None: + store = _memory_graph_store() + ann_loc = "RNA/normed/reduction/ann__l2__50__50__48__1" + ann_group = store.zw.create_group(ann_loc) + ann_group.create_array("ann_idx_bytes", data=np.array([1, 2, 3], dtype=np.uint8)) + stored_index = object() + load_stored = Mock(return_value=stored_index) + monkeypatch.setattr("scarf.datastore.graph_datastore.load_ann_index", load_stored) + monkeypatch.setattr( + "scarf.datastore.graph_datastore.legacy_ann_index_path", + lambda *_: None, + ) + + assert store._resolve_ann_index(ann_loc, "l2", 3) is stored_index + load_stored.assert_called_once_with(ann_group, "l2", 3) + + del ann_group["ann_idx_bytes"] + custom_path = tmp_path / "custom.idx" + legacy_path = tmp_path / "legacy.idx" + custom_path.write_bytes(b"custom") + legacy_path.write_bytes(b"legacy") + custom_index = object() + legacy_index = object() + load_path = Mock( + side_effect=lambda path, *_: ( + custom_index if path == str(custom_path) else legacy_index + ) + ) + monkeypatch.setattr( + "scarf.datastore.graph_datastore.load_ann_index_from_path", + load_path, + ) + + assert ( + store._resolve_ann_index( + ann_loc, + "cosine", + 4, + ann_index_fetcher=lambda _: str(custom_path), + ) + is custom_index + ) + + failing_fetcher = Mock(side_effect=RuntimeError("fetch failed")) + assert ( + store._resolve_ann_index( + ann_loc, + "l2", + 3, + ann_index_fetcher=failing_fetcher, + ) + is None + ) + + save_index = Mock() + monkeypatch.setattr("scarf.datastore.graph_datastore.save_ann_index", save_index) + monkeypatch.setattr( + "scarf.datastore.graph_datastore.legacy_ann_index_path", + lambda *_: str(legacy_path), + ) + assert store._resolve_ann_index(ann_loc, "l2", 3) is legacy_index + save_index.assert_called_once_with(ann_group, legacy_index) + + custom_saver = Mock() + custom_only_loc = "custom/ann" + store._persist_ann_index( + custom_only_loc, custom_index, ann_index_saver=custom_saver + ) + custom_saver.assert_called_once_with(custom_index, custom_only_loc) + assert custom_only_loc not in store.zw + + fallback_loc = "fallback/ann" + failing_saver = Mock(side_effect=RuntimeError("save failed")) + store._persist_ann_index(fallback_loc, legacy_index, ann_index_saver=failing_saver) + assert fallback_loc in store.zw + save_index.assert_called_with(store.zw[fallback_loc], legacy_index) + + store.zarr_mode = "r" + read_only_loc = "readonly/ann" + calls_before = save_index.call_count + store._persist_ann_index(read_only_loc, object()) + assert read_only_loc in store.zw + assert save_index.call_count == calls_before + + +def test_normalized_cache_validation_paths( + isolated_toy_datastore: DataStore, + tmp_path: Path, + monkeypatch: pytest.MonkeyPatch, +) -> None: + assay = isolated_toy_datastore.RNA + location = "coverageNormedCache" + group = assay.z.create_group(location) + cell_idx, feat_idx = assay._get_cell_feat_idx("I", "I") + subset_hash = assay._create_subset_hash(cell_idx, feat_idx) + subset_params = { + "log_transform": False, + "renormalize_subset": True, + } + group.attrs["subset_hash"] = subset_hash + group.attrs["subset_params"] = subset_params + + assert ( + GraphDataStore._normed_data_cached(assay, "I", "I", location, False, True) + is True + ) + group.attrs["subset_params"] = { + "log_transform": True, + "renormalize_subset": True, + } + assert ( + GraphDataStore._normed_data_cached(assay, "I", "I", location, False, True) + is False + ) + del group.attrs["subset_hash"] + assert ( + GraphDataStore._normed_data_cached(assay, "I", "I", location, False, True) + is False + ) + + missing_path = tmp_path / "missing.zarr" + assert ( + GraphDataStore._staged_normed_cached( + str(missing_path), subset_hash, subset_params + ) + is False + ) + + staged_path = tmp_path / "staged.zarr" + staged_root = zarr.open_group(str(staged_path), mode="w") + assert ( + GraphDataStore._staged_normed_cached( + str(staged_path), subset_hash, subset_params + ) + is False + ) + staged = staged_root.create_array("data", data=np.eye(2)) + staged.attrs["staged_subset_hash"] = subset_hash + staged.attrs["staged_subset_params"] = subset_params + staged.attrs["staged_complete"] = True + assert ( + GraphDataStore._staged_normed_cached( + str(staged_path), subset_hash, subset_params + ) + is True + ) + staged.attrs["staged_complete"] = False + assert ( + GraphDataStore._staged_normed_cached( + str(staged_path), subset_hash, subset_params + ) + is False + ) + + monkeypatch.setattr( + "scarf.datastore.graph_datastore.zarr.open_group", + Mock(side_effect=RuntimeError("broken cache")), + ) + assert ( + GraphDataStore._staged_normed_cached( + str(staged_path), subset_hash, subset_params + ) + is False + ) + + +def test_partial_normalization_statistics_cache_paths( + monkeypatch: pytest.MonkeyPatch, +) -> None: + store = _memory_graph_store() + data = Mock() + data.mean.return_value = np.array([2.0, 4.0]) + data.std.return_value = np.array([1.5, 2.5]) + monkeypatch.setattr( + "scarf.datastore.graph_datastore.show_dask_progress", + lambda values, *_: values, + ) + + missing_mu = store.zw.create_group("missingMu") + missing_mu.create_array("sigma", data=np.array([3.0, 5.0])) + mu, sigma = store._load_or_compute_norm_stats("missingMu", data, "pca") + np.testing.assert_allclose(mu, [2.0, 4.0]) + np.testing.assert_allclose(sigma, [3.0, 5.0]) + np.testing.assert_allclose(missing_mu["mu"][:], [2.0, 4.0]) + + missing_sigma = store.zw.create_group("missingSigma") + missing_sigma.create_array("mu", data=np.array([6.0, 8.0])) + mu, sigma = store._load_or_compute_norm_stats("missingSigma", data, "pca") + np.testing.assert_allclose(mu, [6.0, 8.0]) + np.testing.assert_allclose(sigma, [1.5, 2.5]) + np.testing.assert_allclose(missing_sigma["sigma"][:], [1.5, 2.5]) + + store.zarr_mode = "r" + read_only_mu = store.zw.create_group("readOnlyMu") + read_only_mu.create_array("sigma", data=np.array([3.0, 5.0])) + mu, sigma = store._load_or_compute_norm_stats("readOnlyMu", data, "pca") + np.testing.assert_allclose(mu, [2.0, 4.0]) + np.testing.assert_allclose(sigma, [3.0, 5.0]) + assert "mu" not in read_only_mu + + read_only_sigma = store.zw.create_group("readOnlySigma") + read_only_sigma.create_array("mu", data=np.array([6.0, 8.0])) + mu, sigma = store._load_or_compute_norm_stats("readOnlySigma", data, "pca") + np.testing.assert_allclose(mu, [6.0, 8.0]) + np.testing.assert_allclose(sigma, [1.5, 2.5]) + assert "sigma" not in read_only_sigma + + +def test_remote_cache_plan_auto_and_invalid( + monkeypatch: pytest.MonkeyPatch, +) -> None: + store = _memory_graph_store() + monkeypatch.setattr( + "scarf.datastore.graph_datastore.is_remote_datastore", + lambda *_: True, + ) + + enabled, cache_path, remove = store._resolve_local_cache_plan( + "s3://bucket/store", store.z, "auto" + ) + assert enabled is True + assert cache_path is not None + assert Path(cache_path).is_dir() + assert remove is True + shutil.rmtree(cache_path) + + with pytest.raises(TypeError, match="local_cache must be"): + store._resolve_local_cache_plan("s3://bucket/store", store.z, object()) + + +def test_get_imputed_creates_loads_and_reuses_operator() -> None: + store = _memory_graph_store() + graph_loc = _add_test_graph(store) + values = np.array([1.0, 2.0, 4.0]) + graph = csr_matrix( + np.array( + [ + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + ] + ) + ) + store._get_latest_keys = Mock(return_value=("RNA", "I", "I")) + store.get_cell_vals = Mock(return_value=values) + store._get_latest_graph_loc = Mock(return_value=graph_loc) + store.load_graph = Mock(return_value=graph) + + with pytest.raises(ValueError, match="name for the feature"): + store.get_imputed(feature_name=None) + store.get_cell_vals.assert_not_called() + + first = store.get_imputed(feature_name="gene", t=1) + np.testing.assert_allclose(first, np.array([3.0, 2.5, 1.5])) + assert f"{graph_loc}/magic_1" in store.zw + assert store._cachedMagicOperatorLoc == f"{graph_loc}/magic_1" + assert store._cachedMagicOperator is not None + store.load_graph.assert_called_once_with( + from_assay="RNA", + cell_key="I", + feat_key="I", + symmetric=True, + upper_only=False, + ) + + cached_operator = store._cachedMagicOperator + second = store.get_imputed(feature_name="gene", t=1) + np.testing.assert_allclose(second, first) + assert store._cachedMagicOperator is cached_operator + assert store.load_graph.call_count == 1 + + store._cachedMagicOperator = None + store._cachedMagicOperatorLoc = None + loaded = store.get_imputed(feature_name="gene", t=1, cache_operator=True) + np.testing.assert_allclose(loaded, first) + assert store._cachedMagicOperator is not None + assert store._cachedMagicOperatorLoc == f"{graph_loc}/magic_1" + + store._cachedMagicOperator = None + store._cachedMagicOperatorLoc = None + uncached = store.get_imputed(feature_name="gene", t=1, cache_operator=False) + np.testing.assert_allclose(uncached, first) + assert store._cachedMagicOperator is None + assert store._cachedMagicOperatorLoc is None + + squared = store.get_imputed(feature_name="gene", t=2, cache_operator=False) + np.testing.assert_allclose(squared, np.array([2.0, 2.25, 2.75])) + assert f"{graph_loc}/magic_2" in store.zw + assert store.load_graph.call_count == 2 + assert store._cachedMagicOperator is None + assert store._cachedMagicOperatorLoc is None + + +def test_filter_cells_open_bounds_reset_and_boundaries( + isolated_toy_datastore: DataStore, +) -> None: + store = isolated_toy_datastore + attr = "RNA_nCounts" + values = store.cells.fetch_all(attr) + lower = float(values.min()) + upper = float(values.max()) + + store.cells.reset_key("I") + store.filter_cells( + attrs=[attr], + lows=[lower], + highs=[None], + reset_previous=True, + ) + expected = values > lower + np.testing.assert_array_equal(store.cells.fetch_all("I"), expected) + + store.filter_cells( + attrs=[attr], + lows=[None], + highs=[upper], + ) + expected &= values < upper + np.testing.assert_array_equal(store.cells.fetch_all("I"), expected) + + store.filter_cells( + attrs=[attr, "missing"], + lows=[None, None], + highs=[None, None], + reset_previous=True, + ) + assert store.cells.fetch_all("I").all() + + store.filter_cells( + attrs=[attr], + lows=[lower], + highs=[upper], + reset_previous=True, + keep_bounds=True, + ) + assert store.cells.fetch_all("I").all() + + +def test_run_marker_search_skip_save_and_errors( + isolated_toy_datastore: DataStore, + monkeypatch: pytest.MonkeyPatch, +) -> None: + store = isolated_toy_datastore + monkeypatch.setattr(store, "_get_latest_feat_key", lambda _: "I") + markers = {"cluster": object()} + finder = Mock(return_value=markers) + monkeypatch.setattr("scarf.markers.find_markers_by_rank", finder) + prenormed_group = store.zw.create_group("coveragePrenormed") + + with pytest.raises(ValueError, match="group_key"): + store.run_marker_search(group_key=None) + + result = store.run_marker_search( + group_key="ids", + prenormed_store="coveragePrenormed", + skip_save=True, + ) + assert result is markers + first_call = finder.call_args.kwargs + assert first_call["assay"] is store.RNA + assert first_call["group_key"] == "ids" + assert first_call["cell_key"] == "I" + assert first_call["feat_key"] == "I" + assert first_call["batch_size"] >= 1 + assert first_call["n_threads"] == store.nthreads + assert first_call["prenormed_store"].path == "coveragePrenormed" + assert "I__ids" not in store.zw["RNA/markers"] + + finder.reset_mock() + result = store.run_marker_search( + group_key="ids", + cell_key="I", + feat_key="I", + gene_batch_size=2, + use_prenormed=True, + prenormed_store=prenormed_group, + n_threads=3, + skip_save=True, + log_transform=False, + ) + assert result is markers + second_call = finder.call_args.kwargs + assert second_call["batch_size"] == 2 + assert second_call["use_prenormed"] is True + assert second_call["prenormed_store"] is prenormed_group + assert second_call["n_threads"] == 3 + assert second_call["log_transform"] is False + + with pytest.raises(KeyError): + store.run_marker_search( + group_key="ids", + prenormed_store="missing", + skip_save=True, + ) + + finder.side_effect = RuntimeError("marker failure") + with pytest.raises(RuntimeError, match="marker failure"): + store.run_marker_search(group_key="ids", skip_save=True) + + +def test_make_graph_harmony_input_validation( + isolated_toy_datastore: DataStore, + monkeypatch: pytest.MonkeyPatch, +) -> None: + store = isolated_toy_datastore + graph_params = ( + True, + True, + "pca", + 2, + "I", + "l2", + 50, + 50, + 48, + 1, + 2, + 2, + 1.0, + 1.5, + ) + set_params = Mock(return_value=graph_params) + monkeypatch.setattr(store, "_set_graph_params", set_params) + + with pytest.raises(ValueError, match="no batches provided"): + store.make_graph( + from_assay="RNA", + cell_key="I", + feat_key="I", + harmonize=True, + batch_columns=None, + ) + + with pytest.raises(ValueError, match="batches must be a list"): + store.make_graph( + from_assay="RNA", + cell_key="I", + feat_key="I", + harmonize=True, + batch_columns="ids", + ) + + assert set_params.call_count == 2 + + +def test_run_tsne_orchestration_and_error_paths( + isolated_toy_datastore: DataStore, + monkeypatch: pytest.MonkeyPatch, +) -> None: + store = isolated_toy_datastore + graph = csr_matrix( + np.array( + [ + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + ] + ) + ) + initial = np.array( + [ + [0.0, 0.0], + [0.5, 0.5], + [1.0, 1.0], + ] + ) + embedding = np.array( + [ + [1.0, 2.0, 3.0], + [4.0, 5.0, 6.0], + ] + ) + latest_keys = Mock(return_value=("RNA", "I", "I")) + load_graph = Mock(return_value=graph) + get_initial = Mock(return_value=initial) + runner = Mock(return_value=embedding) + monkeypatch.setattr(store, "_get_latest_keys", latest_keys) + monkeypatch.setattr(store, "load_graph", load_graph) + monkeypatch.setattr(store, "_get_ini_embed", get_initial) + monkeypatch.setattr("scarf.knn_utils.run_sgtsne", runner) + + store.run_tsne( + symmetric_graph=True, + graph_upper_only=True, + parallel=True, + nthreads=None, + max_iter=20, + label="coverageTsne", + ) + get_initial.assert_called_once_with("RNA", "I", "I", 2) + first_call = runner.call_args + assert first_call.args[0] is graph + np.testing.assert_array_equal(first_call.args[1], initial) + assert first_call.kwargs["parallel"] is True + assert first_call.kwargs["nthreads"] == store.nthreads + assert first_call.kwargs["max_iter"] == 20 + np.testing.assert_allclose(store.cells.fetch("RNA_coverageTsne1"), embedding[0]) + np.testing.assert_allclose(store.cells.fetch("RNA_coverageTsne2"), embedding[1]) + + store.run_tsne( + from_assay="RNA", + cell_key="I", + feat_key="I", + ini_embed=initial, + parallel=False, + label="serialTsne", + ) + assert runner.call_args.kwargs["nthreads"] == 1 + assert runner.call_args.kwargs["parallel"] is False + + with pytest.raises(ValueError, match="required shape"): + store.run_tsne( + ini_embed=np.zeros((2, 2)), + tsne_dims=2, + ) + + runner.side_effect = FileNotFoundError("sgtsne missing") + store.run_tsne( + ini_embed=initial, + parallel=True, + nthreads=2, + label="missingTsne", + ) + assert runner.call_args.kwargs["nthreads"] == 2 + + latest_calls = latest_keys.call_count + monkeypatch.setattr(sys, "platform", "win32") + assert store.run_tsne() is None + assert latest_keys.call_count == latest_calls + + +def test_integrate_assays_snn_writes_and_overwrites_graph() -> None: + store = _memory_graph_store(["RNA", "ADT"]) + graphs = { + "RNA": csr_matrix( + np.array( + [ + [0.0, 1.0, 2.0], + [3.0, 0.0, 4.0], + [5.0, 6.0, 0.0], + ] + ) + ), + "ADT": csr_matrix( + np.array( + [ + [0.0, 7.0, 8.0], + [9.0, 0.0, 10.0], + [11.0, 12.0, 0.0], + ] + ) + ), + } + load_graph = Mock(side_effect=lambda **kwargs: graphs[kwargs["from_assay"]]) + store.load_graph = load_graph + + store.integrate_assays( + assays=["RNA", "ADT"], + label="joint", + method="snn", + chunk_size=2, + ) + store.integrate_assays( + assays=["RNA", "ADT"], + label="joint", + method="snn", + chunk_size=2, + ) + + integrated_group = store.zw["integratedGraphs/joint"] + assert integrated_group.attrs["n_cells"] == 3 + assert integrated_group.attrs["n_neighbors"] == 2 + assert integrated_group["edges"].shape == (6, 2) + assert integrated_group["weights"].shape == (6,) + assert load_graph.call_count == 4 + + integrated = GraphDataStore.load_graph( + store, + from_assay="RNA", + cell_key="I", + feat_key="I", + graph_loc="integratedGraphs/joint", + ) + assert integrated.shape == (3, 3) + np.testing.assert_array_equal(np.diff(integrated.indptr), [2, 2, 2]) + np.testing.assert_allclose( + np.sort(integrated.data), + np.array([7.0, 8.0, 9.0, 10.0, 11.0, 12.0]), + ) + + +def test_integrate_assays_validation_errors() -> None: + store = _memory_graph_store(["RNA", "ADT"]) + graph = csr_matrix( + np.array( + [ + [0.0, 1.0, 1.0], + [1.0, 0.0, 1.0], + [1.0, 1.0, 0.0], + ] + ) + ) + store.load_graph = Mock(return_value=graph) + + with pytest.raises(ValueError, match="missing was not found"): + store.integrate_assays( + assays=["RNA", "missing"], + label="invalid", + method="snn", + ) + + with pytest.raises(ValueError, match="only two assays"): + store.integrate_assays( + assays=["RNA"], + label="invalid", + method="wnn", + ) + + with pytest.raises(ValueError, match="Method unknown not supported"): + store.integrate_assays( + assays=["RNA", "ADT"], + label="invalid", + method="unknown", + ) diff --git a/tests/test_knn_utils.py b/tests/test_knn_utils.py new file mode 100644 index 00000000..f1e0b5db --- /dev/null +++ b/tests/test_knn_utils.py @@ -0,0 +1,347 @@ +import warnings + +import numpy as np +import pytest +import zarr +from scipy.sparse import coo_matrix, csr_matrix +from zarr.storage import MemoryStore + +from scarf.knn_utils import ( + _patch_null_weights, + calc_snn, + merge_graphs, + self_query_knn, + smoothen_dists, + weight_sort_indices, + wnn_integration, +) +from scarf.utils import logger +from scarf.writers import create_zarr_dataset + + +def _simple_knn_graph(n: int, k: int = 3) -> csr_matrix: + rows, cols, data = [], [], [] + for i in range(n): + for j in range(1, k + 1): + neighbor = (i + j) % n + rows.append(i) + cols.append(neighbor) + data.append(float(j)) + return csr_matrix((data, (rows, cols)), shape=(n, n)) + + +def _grouped_knn_graph(groups: list[list[int]]) -> csr_matrix: + n_cells = sum(len(group) for group in groups) + rows = [] + cols = [] + for group in groups: + for cell in group: + neighbors = [neighbor for neighbor in group if neighbor != cell] + rows.extend([cell] * len(neighbors)) + cols.extend(neighbors) + return csr_matrix((np.ones(len(rows)), (rows, cols)), shape=(n_cells, n_cells)) + + +def _multimodal_wnn_inputs() -> tuple[csr_matrix, np.ndarray, csr_matrix, np.ndarray]: + g1 = _grouped_knn_graph([[0, 1, 2, 3], [4, 5, 6, 7]]) + g2 = _grouped_knn_graph([[0, 2, 4, 6], [1, 3, 5, 7]]) + ld1 = np.array( + [0, 101, -97, 2, 1e6, 1e6 + 101, 1e6 - 97, 1e6 + 2], + dtype=np.float64, + ).reshape(-1, 1) + ld2 = np.array( + [0, 1e6, 101, 1e6 + 101, -97, 1e6 - 97, 2, 1e6 + 2], + dtype=np.float64, + ).reshape(-1, 1) + return g1, ld1, g2, ld2 + + +class _BlockSource: + def __init__(self, blocks: list[np.ndarray]): + self.blocks = blocks + self.numblocks = (len(blocks), 1) + self.shape = (sum(len(block) for block in blocks), blocks[0].shape[1]) + + +class _SyntheticAnn: + def __init__( + self, + data: _BlockSource, + embeddings: np.ndarray | None, + harmonized_data: _BlockSource | None, + ): + self.data = data + self.embeddings = embeddings + self.harmonizedData = harmonized_data + self.nCells = data.shape[0] + self.k = 2 + self.batchSize = 2 + self.queries: list[tuple[np.ndarray, np.ndarray]] = [] + + @staticmethod + def reducer(values: np.ndarray) -> np.ndarray: + return np.asarray(values) + 10 + + def transform_ann( + self, + values: np.ndarray, + k: int, + self_indices: np.ndarray, + ) -> tuple[np.ndarray, np.ndarray, int]: + self.queries.append((np.asarray(values).copy(), self_indices.copy())) + offsets = np.arange(1, k + 1) + indices = (self_indices[:, None] + offsets) % self.nCells + distances = np.broadcast_to(offsets, indices.shape).astype(np.float64) + missed_self = int(np.count_nonzero(self_indices % 2)) + return indices, distances, missed_self + + +def test_self_query_knn_uses_cached_embeddings_and_writes_graph(): + raw = np.arange(10, dtype=np.float64).reshape(5, 2) + data = _BlockSource([raw[:2], raw[2:4], raw[4:]]) + embeddings = raw + 100 + ann = _SyntheticAnn(data, embeddings=embeddings, harmonized_data=None) + store = zarr.open_group(store=MemoryStore(), mode="w") + + recall = self_query_knn(ann, store, chunk_size=2, nthreads=1) + + expected_indices = (np.arange(5)[:, None] + np.array([1, 2], dtype=np.int64)) % 5 + assert recall == pytest.approx(60.0) + np.testing.assert_array_equal(store["indices"][:], expected_indices) + np.testing.assert_allclose(store["distances"][:], [[1.0, 2.0]] * 5) + np.testing.assert_array_equal( + np.vstack([values for values, _ in ann.queries]), + embeddings, + ) + np.testing.assert_array_equal( + np.concatenate([indices for _, indices in ann.queries]), + np.arange(5), + ) + + +@pytest.mark.parametrize("use_harmonized", [False, True]) +def test_self_query_knn_streams_reduced_or_harmonized_blocks(use_harmonized): + raw = np.arange(10, dtype=np.float64).reshape(5, 2) + data = _BlockSource([raw[:2], raw[2:4], raw[4:]]) + harmonized_values = raw + 100 + harmonized_data = ( + _BlockSource( + [ + harmonized_values[:2], + harmonized_values[2:4], + harmonized_values[4:], + ] + ) + if use_harmonized + else None + ) + ann = _SyntheticAnn( + data, + embeddings=None, + harmonized_data=harmonized_data, + ) + store = zarr.open_group(store=MemoryStore(), mode="w") + + recall = self_query_knn(ann, store, chunk_size=3, nthreads=1) + + expected_queries = harmonized_values if use_harmonized else raw + 10 + assert recall == pytest.approx(60.0) + np.testing.assert_array_equal( + np.vstack([values for values, _ in ann.queries]), + expected_queries, + ) + assert store["indices"].shape == (5, 2) + assert store["distances"].shape == (5, 2) + + +def test_calc_snn_returns_normalized_overlap(): + graph = _simple_knn_graph(6, k=3) + indices = graph.indices.reshape((6, 3)) + snn = calc_snn(indices) + assert snn.shape == (6, 3) + assert np.all(snn >= 0) + assert np.all(snn <= 1) + + +def test_weight_sort_indices_keeps_top_neighbors(): + indices = np.array([4, 1, 2, 1, 3]) + weights = np.array([0.2, 0.5, 0.4, 0.6, 0.1]) + sort_weights = weights + np.array([0.0, 0.2, 0.1, 0.2, 0.0]) + kept_idx, kept_w = weight_sort_indices(indices, weights, sort_weights, n=3) + assert len(kept_idx) == 3 + assert len(kept_w) == 3 + assert len(set(kept_idx)) == len(kept_idx) + + +def test_merge_graphs_preserves_shape_and_edge_count(): + g1 = _simple_knn_graph(8, k=3) + g2 = _simple_knn_graph(8, k=3) + merged = merge_graphs([g1, g2]) + assert isinstance(merged, coo_matrix) + assert merged.shape == g1.shape + assert merged.nnz == g1.nnz + + +def test_merge_graphs_rejects_mismatched_shapes(): + g1 = _simple_knn_graph(6, k=3) + g2 = _simple_knn_graph(8, k=3) + with pytest.raises(ValueError, match="same shape"): + merge_graphs([g1, g2]) + + +def test_patch_null_weights_matches_full_rewrite(tmp_path): + weights = np.array([0.0, 0.2, 0.0, 0.5, 0.0, 0.3], dtype=np.float64) + null_positions = np.flatnonzero(weights == 0).tolist() + fill = 0.15 + + expected = weights.copy() + expected[null_positions] = fill + + root = zarr.open_group(str(tmp_path / "weights.zarr"), mode="w") + zgw = create_zarr_dataset(root, "weights", (2,), "f8", weights.shape) + zgw[:] = weights + _patch_null_weights(zgw, null_positions, fill, patch_chunk=2) + np.testing.assert_allclose(zgw[:], expected) + + +def test_smoothen_dists_runs(tmp_path): + pytest.importorskip("umap") + n_cells, n_neighbors = 24, 5 + chunk_size = 8 + rng = np.random.default_rng(0) + dist = rng.random((n_cells, n_neighbors)).astype(np.float64) + dist[:, 0] = 0.0 + idx = np.tile(np.arange(n_cells), (n_cells, 1)) % n_cells + + root = zarr.open_group(str(tmp_path / "graph.zarr"), mode="w") + knn = root.create_group("knn") + z_idx = create_zarr_dataset(knn, "indices", (chunk_size,), "u8", idx.shape) + z_dist = create_zarr_dataset(knn, "distances", (chunk_size,), "f8", dist.shape) + z_idx[:] = idx + z_dist[:] = dist + graph = root.create_group("graph") + smoothen_dists(graph, z_idx, z_dist, lc=1.0, bw=1.5, chunk_size=chunk_size) + assert graph["weights"].shape[0] == graph["edges"].shape[0] + assert graph["weights"].shape[0] > 0 + + +def test_wnn_integration_handles_extreme_affinities_without_runtime_warnings(): + g1, ld1, g2, ld2 = _multimodal_wnn_inputs() + + with warnings.catch_warnings(): + warnings.simplefilter("error", RuntimeWarning) + merged = wnn_integration("RNA", g1, ld1, "ADT", g2, ld2, n_threads=1) + + assert isinstance(merged, coo_matrix) + assert merged.shape == g1.shape + assert merged.nnz == g1.nnz + np.testing.assert_array_equal( + np.bincount(merged.row, minlength=g1.shape[0]), + np.repeat(g1.getnnz(axis=1)[0], g1.shape[0]), + ) + assert np.all(np.isfinite(merged.data)) + assert np.all(merged.data > 0) + assert np.all(merged.data <= 1) + + +def test_wnn_integration_is_invariant_to_cell_order(): + g1, _, g2, _ = _multimodal_wnn_inputs() + rng = np.random.default_rng(42) + ld1 = rng.normal(size=(g1.shape[0], 3)) + ld2 = rng.normal(size=(g2.shape[0], 4)) + expected = wnn_integration("RNA", g1, ld1, "ADT", g2, ld2, n_threads=1) + + permutation = np.array([5, 0, 7, 2, 6, 1, 4, 3]) + permuted = wnn_integration( + "RNA", + g1[permutation][:, permutation].tocsr(), + ld1[permutation], + "ADT", + g2[permutation][:, permutation].tocsr(), + ld2[permutation], + n_threads=1, + ) + inverse = np.argsort(permutation) + restored = permuted.tocsr()[inverse][:, inverse] + + np.testing.assert_allclose(expected.toarray(), restored.toarray()) + + +def test_wnn_integration_rejects_mismatched_graph_shapes(): + g1 = _simple_knn_graph(6, k=3) + g2 = _simple_knn_graph(7, k=3) + + with pytest.raises(ValueError, match="same shape"): + wnn_integration( + "RNA", + g1, + np.zeros((6, 2)), + "ADT", + g2, + np.zeros((7, 2)), + n_threads=1, + ) + + +def test_wnn_integration_rejects_irregular_row_degree(): + g1 = _simple_knn_graph(6, k=3).tolil() + g1[0, 1] = 0 + g1 = g1.tocsr() + g1.eliminate_zeros() + g2 = _simple_knn_graph(6, k=3) + embeddings = np.arange(12, dtype=np.float64).reshape(6, 2) + + with pytest.raises(ValueError, match="regular row degree"): + wnn_integration("RNA", g1, embeddings, "ADT", g2, embeddings, n_threads=1) + + +@pytest.mark.parametrize( + ("embedding", "match"), + [ + (np.zeros((5, 2)), "one row per graph cell"), + (np.empty((6, 0)), "non-empty matrix"), + ( + np.array( + [[0.0, 0.0]] * 5 + [[np.nan, 0.0]], + dtype=np.float64, + ), + "non-finite values", + ), + ], +) +def test_wnn_integration_rejects_invalid_embeddings(embedding, match): + graph = _simple_knn_graph(6, k=3) + valid_embedding = np.zeros((6, 2)) + + with pytest.raises(ValueError, match=match): + wnn_integration( + "RNA", + graph, + embedding, + "ADT", + graph, + valid_embedding, + n_threads=1, + ) + + +def test_wnn_integration_uses_minimum_neighbor_count_for_mismatched_graphs(): + g1 = _simple_knn_graph(8, k=3) + g2 = _simple_knn_graph(8, k=2) + rng = np.random.default_rng(7) + ld1 = rng.normal(size=(8, 3)) + ld2 = rng.normal(size=(8, 2)) + messages = [] + sink = logger.add( + lambda message: messages.append(message.record["message"]), level="WARNING" + ) + try: + merged = wnn_integration("RNA", g1, ld1, "ADT", g2, ld2, n_threads=1) + swapped = wnn_integration("ADT", g2, ld2, "RNA", g1, ld1, n_threads=1) + finally: + logger.remove(sink) + + assert any("different neighbor counts" in message for message in messages) + assert merged.nnz == g1.shape[0] * 2 + assert np.all(np.isfinite(merged.data)) + np.testing.assert_allclose(merged.toarray(), swapped.toarray()) diff --git a/tests/test_mapping_label_transfer.py b/tests/test_mapping_label_transfer.py new file mode 100644 index 00000000..ff85796e --- /dev/null +++ b/tests/test_mapping_label_transfer.py @@ -0,0 +1,306 @@ +import numpy as np +import pytest + +from scarf.mapping_utils import array_hash +from scarf.writers import create_zarr_dataset + + +def _ensure_graph(datastore) -> None: + try: + datastore._get_latest_graph_loc("RNA", "I", "hvgs") + except KeyError: + datastore.auto_filter_cells(show_qc_plots=False) + datastore.mark_hvgs(top_n=100, show_plot=False) + datastore.make_graph(feat_key="hvgs") + + +def _projection_store(datastore, name: str, indices: np.ndarray, distances: np.ndarray): + source = datastore.RNA + _ensure_graph(datastore) + if "projections" not in source.z: + source.z.create_group("projections") + store = source.z["projections"].create_group(name, overwrite=True) + zi = create_zarr_dataset(store, "indices", (len(indices),), "u8", indices.shape) + zd = create_zarr_dataset(store, "distances", (len(indices),), "f8", distances.shape) + zi[:] = indices + zd[:] = distances + store.attrs["complete"] = True + store.attrs["schemaVersion"] = 1 + store.attrs["assay"] = "RNA" + store.attrs["cellKey"] = "I" + store.attrs["featureKey"] = "hvgs" + store.attrs["referenceCellHash"] = array_hash(datastore.cells.fetch("ids", key="I")) + store.attrs["featureCoverage"] = 1.0 + return store + + +def test_label_transfer_uses_every_neighbor_and_abstains_on_ties(datastore_ephemeral): + datastore = datastore_ephemeral + reference_ids = datastore.cells.fetch("ids", key="I") + _projection_store( + datastore, + "manual_labels", + np.array([[0, 1], [0, 1]], dtype=np.uint64), + np.array([[0.0, 1.0], [1.0, 1.0]]), + ) + + labels = datastore.get_target_classes( + "manual_labels", + reference_class_group="ids", + threshold_fraction=0.5, + ) + + assert labels.tolist() == [reference_ids[0], "NA"] + + +def test_mapping_score_uses_all_saved_neighbors(datastore_ephemeral): + datastore = datastore_ephemeral + _projection_store( + datastore, + "manual_scores", + np.array([[0, 1]], dtype=np.uint64), + np.array([[1.0, 1.0]]), + ) + + score = next( + datastore.get_mapping_score( + "manual_scores", log_transform=False, multiplier=1.0 + ) + )[1] + + np.testing.assert_allclose(score[:2], [0.25, 0.25]) + + +def test_mapping_evidence_and_fixed_layout_projection(datastore_ephemeral): + datastore = datastore_ephemeral + _projection_store( + datastore, + "manual_evidence", + np.array([[0, 1], [0, 1]], dtype=np.uint64), + np.array([[0.0, 1.0], [1.0, 1.0]]), + ) + layout1 = np.arange(datastore.cells.N, dtype=float) + layout2 = layout1 * 2 + datastore.cells.insert("fixed_layout1", layout1, overwrite=True) + datastore.cells.insert("fixed_layout2", layout2, overwrite=True) + + evidence = datastore.get_target_label_evidence( + "manual_evidence", + reference_class_group="ids", + threshold_fraction=0.75, + ) + layout_path = datastore.project_mapping_layout("manual_evidence", "fixed_layout") + projected = datastore.z[layout_path][:] + + assert evidence["isUnknown"].tolist() == [False, True] + assert evidence["label"].tolist()[1] == "NA" + assert set( + [ + "voteFraction", + "voteEntropy", + "topTwoMargin", + "featureCoverage", + "referenceDistancePercentile", + ] + ).issubset(evidence.columns) + np.testing.assert_allclose(projected[0], [0.0, 0.0]) + np.testing.assert_allclose(projected[1], [0.5, 1.0]) + + +def test_label_threshold_boundary_and_subset_index(datastore_ephemeral): + datastore = datastore_ephemeral + labels = np.repeat("other", datastore.cells.N).astype(object) + labels[:2] = ["winner", "runner_up"] + datastore.cells.insert("boundary_labels", labels, overwrite=True) + _projection_store( + datastore, + "boundary_labels", + np.array([[0, 1], [0, 1]], dtype=np.uint64), + np.array([[1.0, 9.0], [9.0, 1.0]]), + ) + + predictions = datastore.get_target_classes( + "boundary_labels", + reference_class_group="boundary_labels", + threshold_fraction=0.75, + target_subset=[1], + na_val="unknown", + ) + + assert predictions.index.tolist() == [1] + assert predictions.tolist() == ["runner_up"] + evidence = datastore.get_target_label_evidence( + "boundary_labels", + reference_class_group="boundary_labels", + threshold_fraction=0.75, + na_val="unknown", + ) + assert evidence["label"].tolist() == ["winner", "runner_up"] + np.testing.assert_allclose(evidence["voteFraction"], [0.75, 0.75]) + + +def test_schema_less_projection_remains_readable(datastore_ephemeral): + datastore = datastore_ephemeral + store = _projection_store( + datastore, + "legacy_projection", + np.array([[0, 1]], dtype=np.uint64), + np.array([[1.0, 1.0]]), + ) + del store.attrs["schemaVersion"] + del store.attrs["complete"] + + with pytest.warns(DeprecationWarning, match="predates"): + result = datastore.get_target_classes( + "legacy_projection", + reference_class_group="ids", + ) + + assert len(result) == 1 + store.attrs["complete"] = False + with pytest.raises(ValueError, match="incomplete"): + datastore.get_target_classes( + "legacy_projection", + reference_class_group="ids", + ) + + +def test_incomplete_versioned_projection_is_rejected(datastore_ephemeral): + datastore = datastore_ephemeral + store = _projection_store( + datastore, + "incomplete_projection", + np.array([[0, 1]], dtype=np.uint64), + np.array([[1.0, 1.0]]), + ) + store.attrs["complete"] = False + + with pytest.raises(ValueError, match="incomplete"): + datastore.get_target_classes( + "incomplete_projection", + reference_class_group="ids", + ) + + +def test_read_only_fixed_layout_returns_array(datastore_ephemeral): + from scarf.datastore.datastore import DataStore + + datastore = datastore_ephemeral + _projection_store( + datastore, + "read_only_layout", + np.array([[0, 1]], dtype=np.uint64), + np.array([[1.0, 1.0]]), + ) + layout1 = np.arange(datastore.cells.N, dtype=float) + layout2 = layout1 * 2 + datastore.cells.insert("readonly_layout1", layout1, overwrite=True) + datastore.cells.insert("readonly_layout2", layout2, overwrite=True) + read_only = DataStore( + datastore.zarr_loc, + default_assay="RNA", + zarr_mode="r", + ) + + projected = read_only.project_mapping_layout("read_only_layout", "readonly_layout") + + assert isinstance(projected, np.ndarray) + np.testing.assert_allclose(projected[0], [0.5, 1.0]) + + +def test_conformal_prediction_sets_are_exposed_in_label_evidence( + datastore_ephemeral, +): + datastore = datastore_ephemeral + _projection_store( + datastore, + "conformal_evidence", + np.array([[0, 1]], dtype=np.uint64), + np.array([[0.0, 1.0]]), + ) + + evidence = datastore.get_target_label_evidence( + "conformal_evidence", + reference_class_group="ids", + calibration_nonconformity=np.array([0.1, 0.2, 0.3]), + conformal_alpha=0.2, + ) + + assert "predictionSet" in evidence + assert datastore.cells.fetch("ids", key="I")[0] in evidence.loc[0, "predictionSet"] + + +def test_uninformative_projection_rows_are_forced_unknown(datastore_ephemeral): + datastore = datastore_ephemeral + store = _projection_store( + datastore, + "uninformative_evidence", + np.array([[0, 1], [0, 1]], dtype=np.uint64), + np.array([[0.0, 1.0], [0.0, 1.0]]), + ) + uninformative = create_zarr_dataset( + store, + "uninformative", + (2,), + "bool", + (2,), + ) + uninformative[:] = [True, False] + + evidence = datastore.get_target_label_evidence( + "uninformative_evidence", + reference_class_group="ids", + threshold_fraction=0.0, + ) + + assert evidence["isUnknown"].tolist() == [True, False] + assert evidence.loc[0, "label"] == "NA" + classes = datastore.get_target_classes( + "uninformative_evidence", + reference_class_group="ids", + threshold_fraction=0.0, + na_val="unknown", + ) + assert classes.iloc[0] == "unknown" + + decision = datastore._label_vote_decision( + datastore.cells.fetch("ids", key="I"), + np.array([0, 1]), + np.array([0.0, 0.0]), + 0.0, + "unknown", + ) + assert decision[0] == "unknown" + assert decision[4] + + +def test_reference_distance_percentile_is_query_composition_invariant( + datastore_ephemeral, +): + datastore = datastore_ephemeral + _projection_store( + datastore, + "distance_single", + np.array([[0, 1]], dtype=np.uint64), + np.array([[1.0, 4.0]]), + ) + _projection_store( + datastore, + "distance_composed", + np.array([[0, 1], [2, 3], [4, 5]], dtype=np.uint64), + np.array([[1.0, 4.0], [0.1, 0.2], [10.0, 20.0]]), + ) + + single = datastore.get_target_label_evidence( + "distance_single", + reference_class_group="ids", + ) + composed = datastore.get_target_label_evidence( + "distance_composed", + reference_class_group="ids", + ) + + assert ( + single.loc[0, "referenceDistancePercentile"] + == composed.loc[0, "referenceDistancePercentile"] + ) diff --git a/tests/test_mapping_reference.py b/tests/test_mapping_reference.py new file mode 100644 index 00000000..46cffd14 --- /dev/null +++ b/tests/test_mapping_reference.py @@ -0,0 +1,164 @@ +from types import SimpleNamespace + +import numpy as np +import pytest +import zarr + +from scarf.mapping_reference import ( + LATEST_MAPPING_REFERENCE_ATTRIBUTE, + MAPPING_REFERENCE_GROUP, + MAPPING_REFERENCES_GROUP, + load_mapping_reference, + persist_mapping_reference, +) +from scarf.symphony import SymphonyReferenceModel + + +def _model() -> SymphonyReferenceModel: + return SymphonyReferenceModel( + feature_means=np.array([1.0, 2.0]), + feature_scales=np.array([0.5, 2.0]), + loadings=np.eye(2), + centroids=np.array([[1.0, 0.0], [0.0, 1.0]]), + raw_centroids=np.array([[1.0, 1.0], [2.0, 2.0]]), + corrected_centroids=np.array([[0.5, 1.0], [1.5, 2.0]]), + cluster_mass=np.array([5.0, 4.0]), + sigma=np.array([0.1, 0.2]), + correction_ridge=1.0, + ) + + +def test_mapping_reference_roundtrip(tmp_path): + root = zarr.open_group(str(tmp_path / "reference.zarr"), mode="w") + reduction = root.create_group("RNA/reduction") + metadata = { + "assay": "RNA", + "cellKey": "I", + "featureKey": "hvgs", + "reductionPath": "RNA/reduction", + "annPath": "RNA/reduction/ann", + "featureHash": "features", + "cellHash": "cells", + "batchValueHash": "batches", + "batchColumns": ["batch"], + "subsetHash": 1, + "subsetParams": {"log_transform": True}, + "loadingsHash": "loadings", + "reductionMethod": "pca", + } + artifact_path = persist_mapping_reference( + reduction, + _model(), + np.array(["gene_a", "gene_b"]), + metadata, + reference_distance_quantiles=np.array([0.0, 1.0]), + reference_distance_values=np.array([0.1, 2.0]), + ) + + reference = load_mapping_reference( + SimpleNamespace(zw=root), + "RNA", + "I", + "hvgs", + "RNA/reduction", + "RNA/reduction/ann", + ) + + assert artifact_path.startswith(f"{MAPPING_REFERENCES_GROUP}/") + assert f"RNA/reduction/{artifact_path}" in root + assert ( + reduction.attrs[LATEST_MAPPING_REFERENCE_ATTRIBUTE] + == artifact_path.rsplit("/", 1)[-1] + ) + np.testing.assert_array_equal(reference.feature_ids, ["gene_a", "gene_b"]) + np.testing.assert_allclose( + reference.model.corrected_centroids, _model().corrected_centroids + ) + np.testing.assert_allclose(reference.reference_distance_values, [0.1, 2.0]) + assert reference.metadata["algorithmVariant"] == "symphonyStyleV1" + + repeated_path = persist_mapping_reference( + reduction, + _model(), + np.array(["gene_a", "gene_b"]), + metadata, + reference_distance_quantiles=np.array([0.0, 1.0]), + reference_distance_values=np.array([0.1, 2.0]), + ) + assert repeated_path == artifact_path + assert len(reduction[MAPPING_REFERENCES_GROUP]) == 1 + + reduction[artifact_path]["loadings"][0, 0] = 2.0 + with pytest.raises(ValueError, match="artifact hash"): + load_mapping_reference( + SimpleNamespace(zw=root), + "RNA", + "I", + "hvgs", + "RNA/reduction", + "RNA/reduction/ann", + ) + + +def test_legacy_mapping_reference_remains_readable(tmp_path): + root = zarr.open_group(str(tmp_path / "legacy_reference.zarr"), mode="w") + reduction = root.create_group("RNA/reduction") + legacy = reduction.create_group(MAPPING_REFERENCE_GROUP) + legacy.attrs["schemaVersion"] = 1 + legacy.attrs["complete"] = True + legacy.attrs["correctionRidge"] = 1.0 + legacy.attrs["batchColumns"] = ["batch"] + model = _model() + for name, values in { + "featureMeans": model.feature_means, + "featureScales": model.feature_scales, + "loadings": model.loadings, + "centroids": model.centroids, + "rawCentroids": model.raw_centroids, + "correctedCentroids": model.corrected_centroids, + "clusterMass": model.cluster_mass, + "sigma": model.sigma, + "featureIds": np.array(["gene_a", "gene_b"]), + }.items(): + legacy.create_array(name, data=values) + + with pytest.warns(DeprecationWarning, match="legacy"): + reference = load_mapping_reference( + SimpleNamespace(zw=root), + "RNA", + "I", + "hvgs", + "RNA/reduction", + "RNA/reduction/ann", + ) + + assert reference.artifact_path.endswith(MAPPING_REFERENCE_GROUP) + + +def test_incomplete_content_addressed_reference_is_rejected(tmp_path): + root = zarr.open_group(str(tmp_path / "incomplete_reference.zarr"), mode="w") + reduction = root.create_group("RNA/reduction") + artifact_path = persist_mapping_reference( + reduction, + _model(), + np.array(["gene_a", "gene_b"]), + { + "assay": "RNA", + "cellKey": "I", + "featureKey": "hvgs", + "reductionPath": "RNA/reduction", + "annPath": "RNA/reduction/ann", + "batchColumns": ["batch"], + }, + ) + reduction[artifact_path].attrs["complete"] = False + + with pytest.raises(ValueError, match="incomplete"): + load_mapping_reference( + SimpleNamespace(zw=root), + "RNA", + "I", + "hvgs", + "RNA/reduction", + "RNA/reduction/ann", + ) diff --git a/tests/test_mapping_utils.py b/tests/test_mapping_utils.py new file mode 100644 index 00000000..18f9f0c4 --- /dev/null +++ b/tests/test_mapping_utils.py @@ -0,0 +1,162 @@ +import numpy as np +import pytest + +from scarf.chunked import ChunkedArray +from scarf.mapping_utils import ( + _correlation_alignment, + _distance_quantile_summary, + _order_features, + conformal_prediction_sets, + distance_weights, +) + + +class _Features: + def __init__(self, ids: list[str]) -> None: + self._ids = ids + + def fetch_all(self, column: str) -> np.ndarray: + assert column == "ids" + return np.asarray(self._ids) + + +class _Assay: + def __init__(self, ids: list[str]) -> None: + self.feats = _Features(ids) + + +def test_distance_weights_uses_all_neighbors_and_handles_zero_distance(): + weights = distance_weights(np.array([[0.0, 1.0, 4.0], [1.0, 1.0, 1.0]])) + + np.testing.assert_allclose(weights[0], [1.0, 0.0, 0.0]) + np.testing.assert_allclose(weights[1], [1 / 3, 1 / 3, 1 / 3]) + np.testing.assert_allclose(weights.sum(axis=1), 1.0) + + +def test_distance_weights_rejects_invalid_hnsw_distances(): + with pytest.raises(ValueError, match="non-negative"): + distance_weights(np.array([[-1.0, 1.0]])) + with pytest.raises(ValueError, match="finite"): + distance_weights(np.array([[np.nan, 1.0]])) + + +def test_distance_quantile_summary_handles_vectors_and_neighbor_matrices(): + first_neighbors = np.array([0.0, 1.0, 4.0, 9.0, 16.0]) + neighbor_matrix = np.column_stack((first_neighbors, first_neighbors + 1)) + + vector_summary = _distance_quantile_summary( + first_neighbors, + max_samples=3, + n_quantiles=3, + ) + matrix_summary = _distance_quantile_summary( + neighbor_matrix, + max_samples=3, + n_quantiles=3, + ) + + np.testing.assert_allclose(vector_summary[0], [0.0, 0.5, 1.0]) + np.testing.assert_allclose(vector_summary[1], [0.0, 4.0, 16.0]) + np.testing.assert_allclose(matrix_summary[0], vector_summary[0]) + np.testing.assert_allclose(matrix_summary[1], vector_summary[1]) + + +def test_coral_rejects_one_cell_cohorts(): + source = ChunkedArray.from_numpy(np.array([[1.0, 2.0]])) + target = ChunkedArray.from_numpy(np.array([[1.0, 2.0], [2.0, 3.0]])) + + with pytest.raises(ValueError, match="at least two cells"): + _correlation_alignment(source, target, nthreads=1) + + +def test_coral_alignment_is_finite_for_small_full_rank_inputs(): + source = ChunkedArray.from_numpy( + np.array([[0.0, 1.0], [1.0, 2.0], [2.0, 4.0]], dtype=np.float64) + ) + target = ChunkedArray.from_numpy( + np.array([[1.0, 0.0], [3.0, 1.0], [5.0, 3.0]], dtype=np.float64) + ) + + aligned = _correlation_alignment(source, target, nthreads=1).compute() + + assert aligned.shape == source.shape + assert np.all(np.isfinite(aligned)) + + +def test_conformal_prediction_sets_include_high_score_labels(): + sets = conformal_prediction_sets( + np.array([[0.95, 0.1], [0.7, 0.7]]), + np.array([0.05, 0.1, 0.2, 0.25]), + alpha=0.2, + ) + + assert sets.shape == (2, 2) + assert sets[0, 0] + assert not sets[0, 1] + + +def test_feature_alignment_rejects_duplicate_identifiers(): + with pytest.raises(ValueError, match="unique"): + _order_features( + _Assay(["gene_a", "gene_a"]), + _Assay(["gene_a", "gene_b"]), + np.array(["gene_a", "gene_a"]), + filter_null=False, + missing_feature_policy="zero", + nthreads=1, + ) + + +def test_feature_ordering_covers_zero_intersection_and_error_inputs(): + source = _Assay(["gene_a", "gene_b", "gene_c"]) + target = _Assay(["gene_b", "gene_a"]) + selected = np.array(["gene_a", "gene_b", "gene_c"]) + + zero_source, zero_target = _order_features( + source, + target, + selected, + filter_null=False, + missing_feature_policy="zero", + nthreads=1, + ) + intersection_source, intersection_target = _order_features( + source, + target, + selected, + filter_null=False, + missing_feature_policy="intersection", + nthreads=1, + ) + + np.testing.assert_array_equal(zero_source, [0, 1, 2]) + np.testing.assert_array_equal(zero_target, [1, 0, -1]) + np.testing.assert_array_equal(intersection_source, [0, 1]) + np.testing.assert_array_equal(intersection_target, [1, 0]) + + +def test_coral_restored_values_use_reference_scaling_contract(): + query = np.array( + [[1.0, 2.0], [2.0, 4.0], [4.0, 5.0], [7.0, 9.0]], + dtype=np.float64, + ) + reference = np.array( + [[10.0, 3.0], [12.0, 6.0], [15.0, 8.0], [20.0, 12.0]], + dtype=np.float64, + ) + query_mean = query.mean(axis=0) + query_scale = query.std(axis=0) + reference_mean = reference.mean(axis=0) + reference_scale = reference.std(axis=0) + standardized = _correlation_alignment( + ChunkedArray.from_numpy((query - query_mean) / query_scale), + ChunkedArray.from_numpy((reference - reference_mean) / reference_scale), + nthreads=1, + ).compute() + restored = standardized * reference_scale + reference_mean + + np.testing.assert_allclose( + (restored - reference_mean) / reference_scale, + standardized, + atol=1e-12, + ) diff --git a/tests/test_markers.py b/tests/test_markers.py new file mode 100644 index 00000000..eb21b8ba --- /dev/null +++ b/tests/test_markers.py @@ -0,0 +1,551 @@ +import numpy as np +import pandas as pd +import pytest + +import scarf.markers as markers_module +from scarf.assay import norm_lib_size +from scarf.markers import ( + _batch_stats, + _marker_stats_batch, + find_markers_by_rank, + find_markers_by_regression, + mannwhitneyu_from_ranks, + sort_marker_results, +) +from scarf.utils import controlled_compute + + +def _reference_calc( + vdf: pd.DataFrame, groups: np.ndarray, group_set: np.ndarray +) -> np.ndarray: + """Original pandas implementation used as the parity reference.""" + ranked_vdf = vdf.rank(method="dense") + ranked_vdf_average = vdf.rank(method="average") + r = ranked_vdf.groupby(groups).mean().reindex(group_set) + r = r / r.sum() + g = np.array([pd.Series(groups).value_counts().reindex(group_set).values]).T + g_o = len(groups) - g + s = vdf.groupby(groups).sum().reindex(group_set) + m = s / g + m_o = (s.sum() - s) / g_o + s2 = (vdf > 0).groupby(groups).sum().reindex(group_set) + e = s2 / g + e_o = (s2.sum() - s2) / g_o + fc = (m / m_o).fillna(0) + pvals = mannwhitneyu_from_ranks(ranked_vdf_average, groups, group_set) + return np.array( + [r.values, m.values, m_o.values, e.values, e_o.values, fc.values, pvals.values] + ).T + + +def test_batch_stats_matches_pandas_reference(): + rng = np.random.default_rng(0) + n_cells, n_genes = 250, 16 + # Zero-inflated counts exercise the tie correction path. + data = rng.poisson(0.6, size=(n_cells, n_genes)).astype(np.float64) + groups = rng.integers(1, 4, size=n_cells) + group_set = np.array(sorted(set(groups))) + idx_map = {v: i for i, v in enumerate(group_set)} + int_indices = np.array([idx_map[x] for x in groups]) + group_counts = pd.Series(groups).value_counts().reindex(group_set).values + + ref = _reference_calc(pd.DataFrame(data), groups, group_set) + got = _batch_stats(data, int_indices, group_counts, n_cells) + + # score, mean, mean_rest, frac_exp, frac_exp_rest + assert np.allclose(got[:, :, :5], ref[:, :, :5], atol=1e-6) + # fold_change agrees where the reference is finite + finite = np.isfinite(ref[:, :, 5]) + assert np.allclose(got[:, :, 5][finite], ref[:, :, 5][finite], atol=1e-6) + # two-sided p-values + assert np.allclose(got[:, :, 6], ref[:, :, 6], atol=1e-6) + + +def test_batch_stats_distinguishes_zero_fold_change_from_zero_rest_sentinel(): + data = np.array( + [ + [0.0, 2.0, 1.0], + [0.0, 4.0, 3.0], + [0.0, 0.0, 2.0], + [0.0, 0.0, 2.0], + ] + ) + stats = _batch_stats( + data, + int_indices=np.array([0, 0, 1, 1]), + group_counts=np.array([2, 2]), + n_total=4, + ) + + assert np.array_equal(stats[0, :, 5], [0.0, 0.0]) + assert stats[1, 0, 5] == pytest.approx(100.1) + assert stats[1, 1, 5] == pytest.approx(0.0) + assert np.array_equal(stats[2, :, 5], [1.0, 1.0]) + assert np.array_equal(stats[0, :, 6], [1.0, 1.0]) + + +def test_marker_stats_python_kernel_matches_compiled_kernel(): + data = np.array( + [ + [0.0, 5.0, 0.0, 1.0], + [0.0, 4.0, 1.0, 1.0], + [0.0, 0.0, 2.0, 2.0], + [0.0, 0.0, 3.0, 2.0], + [0.0, 0.0, 4.0, 3.0], + [0.0, 0.0, 5.0, 3.0], + ], + dtype=np.float32, + ) + int_indices = np.array([0, 0, 1, 1, 2, 2]) + group_counts = np.array([2, 2, 2], dtype=np.float32) + n_total = np.float32(len(data)) + + python_stats = _marker_stats_batch.py_func( + data, + int_indices, + group_counts, + n_total, + ) + compiled_stats = _marker_stats_batch( + data, + int_indices, + group_counts, + n_total, + ) + + np.testing.assert_allclose(python_stats, compiled_stats) + assert python_stats[1, 0, 5] == pytest.approx(100.1) + assert np.array_equal(python_stats[0, :, 5], [0.0, 0.0, 0.0]) + + +def test_marker_stats_python_kernel_handles_single_cell_population(): + stats = _marker_stats_batch.py_func( + np.array([[0.0, 2.0]], dtype=np.float32), + np.array([0]), + np.array([1], dtype=np.float32), + np.float32(1), + ) + + np.testing.assert_allclose( + stats[:, 0, :], + np.array( + [ + [1.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], + [1.0, 2.0, 0.0, 1.0, 0.0, 100.1, 0.0], + ] + ), + ) + + +def test_sort_marker_results_adds_deterministic_tie_breakers(): + named = pd.DataFrame( + { + "score": [0.8, 0.8, 0.8], + "p_value": [0.02, 0.01, 0.01], + "feature_name": ["zeta", "beta", "alpha"], + }, + index=[7, 8, 9], + ) + + sorted_named = sort_marker_results(named) + unnamed = named.drop(columns="feature_name").iloc[[0, 2]].copy() + unnamed["p_value"] = 0.01 + sorted_unnamed = sort_marker_results(unnamed) + + assert "feature_index" not in named + assert sorted_named["feature_name"].tolist() == ["alpha", "beta", "zeta"] + assert sorted_named["feature_index"].tolist() == [9, 8, 7] + assert sorted_unnamed["feature_index"].tolist() == [7, 9] + + +def test_find_markers_by_regression_handles_expression_threshold(): + class Assay: + @staticmethod + def iter_normed_feature_wise(**_kwargs): + yield pd.DataFrame( + { + "correlated": [0.0, 1.0, 2.0, 3.0], + "at_threshold": [0.0, 1.0, 2.0, 0.0], + "too_sparse": [0.0, 0.0, 1.0, 0.0], + "constant": [1.0, 1.0, 1.0, 1.0], + } + ) + + result = find_markers_by_regression( + Assay(), + cell_key="I", + feat_key="I", + regressor=np.arange(4), + min_cells=2, + ) + + assert result.loc["correlated", "r_value"] == pytest.approx(1.0) + assert result.loc["correlated", "p_value"] < 1e-10 + assert result.loc["at_threshold", "r_value"] != 0.0 + assert np.array_equal(result.loc["too_sparse"].to_numpy(), [0.0, 1.0]) + assert np.array_equal(result.loc["constant"].to_numpy(), [0.0, 1.0]) + + +def test_find_markers_by_regression_rejects_non_dataframe_batches(): + class Assay: + @staticmethod + def iter_normed_feature_wise(**_kwargs): + yield np.ones((3, 1)) + + with pytest.raises(TypeError, match="DataFrames"): + find_markers_by_regression( + Assay(), + cell_key="I", + feat_key="I", + regressor=np.arange(3), + min_cells=1, + ) + + +def test_find_markers_by_regression_identifies_nonfinite_feature(): + class Assay: + @staticmethod + def iter_normed_feature_wise(**_kwargs): + yield pd.DataFrame({"bad_feature": [0.0, np.nan, 1.0]}) + + with pytest.raises(ValueError, match="bad_feature"): + find_markers_by_regression( + Assay(), + cell_key="I", + feat_key="I", + regressor=np.arange(3), + min_cells=1, + ) + + +def test_find_markers_by_rank_requires_requested_prenormed_values(): + class Cells: + @staticmethod + def fetch(_group_key, _cell_key): + return np.array([0, 1]) + + class Assay: + cells = Cells() + z = {} + + with pytest.raises(ValueError, match="Could not find prenormed values"): + find_markers_by_rank( + Assay(), + group_key="cluster", + cell_key="I", + feat_key="I", + batch_size=2, + use_prenormed=True, + prenormed_store=None, + n_threads=1, + ) + + +def test_find_markers_by_rank_rejects_fast_path_for_non_rna_assay(): + class Cells: + @staticmethod + def fetch(_group_key, _cell_key): + return np.array([0, 1]) + + class Assay: + def __init__(self): + self.cells = Cells() + self.normMethod = norm_lib_size + self.sf = 1.0 + + with pytest.raises(TypeError, match="requires an RNAassay"): + find_markers_by_rank( + Assay(), + group_key="cluster", + cell_key="I", + feat_key="I", + batch_size=2, + use_prenormed=False, + prenormed_store=None, + n_threads=1, + ) + + +def test_find_markers_by_rank_slow_path_returns_groupwise_statistics(): + data = np.array( + [ + [2.0, 0.0, 0.0, 1.0], + [4.0, 0.0, 0.0, 1.0], + [0.0, 0.0, 5.0, 1.0], + [0.0, 0.0, 5.0, 1.0], + ] + ) + + class Cells: + @staticmethod + def fetch(_group_key, _cell_key): + return np.array(["a", "a", "b", "b"]) + + class Feats: + @staticmethod + def active_index(_feat_key): + return np.array([10, 11, 12, 13]) + + class Assay: + cells = Cells() + feats = Feats() + normMethod = None + sf = None + + @staticmethod + def iter_normed_feature_wise(**_kwargs): + yield pd.DataFrame(data[:, :2]) + yield pd.DataFrame(data[:, 2:]) + + results = find_markers_by_rank( + Assay(), + group_key="cluster", + cell_key="I", + feat_key="I", + batch_size=2, + use_prenormed=False, + prenormed_store=None, + n_threads=1, + ) + group_a = results["a"].set_index("feature_index") + group_b = results["b"].set_index("feature_index") + + assert group_a.loc[10, "fold_change"] == pytest.approx(100.1) + assert group_a.loc[11, "fold_change"] == pytest.approx(0.0) + assert group_a.loc[13, "fold_change"] == pytest.approx(1.0) + assert group_b.loc[12, "fold_change"] == pytest.approx(100.1) + assert group_b.loc[10, "fold_change"] == pytest.approx(0.0) + assert np.isfinite(group_a["p_value"]).all() + assert np.isfinite(group_b["p_value"]).all() + + +def test_find_markers_fast_raw_path_computes_groupwise_statistics( + monkeypatch: pytest.MonkeyPatch, +) -> None: + data = np.array( + [ + [4.0, 0.0, 1.0, 0.0], + [3.0, 0.0, 1.0, 0.0], + [0.0, 5.0, 1.0, 2.0], + [0.0, 6.0, 1.0, 2.0], + ] + ) + + class Cells: + @staticmethod + def fetch(_group_key, _cell_key): + return np.array(["a", "a", "b", "b"]) + + @staticmethod + def active_index(_cell_key): + return np.arange(4) + + @staticmethod + def fetch_all(_key): + return data.sum(axis=1) + + class Feats: + @staticmethod + def active_index(_feat_key): + return np.arange(4) + + class FakeRNA: + def __init__(self): + self.cells = Cells() + self.feats = Feats() + self.normMethod = norm_lib_size + self.sf = 1_000.0 + self.name = "RNA" + + def iter_raw_column_blocks(self, **_kwargs): + for block_index, start in enumerate(range(0, data.shape[1], 2)): + columns = np.arange(start, min(start + 2, data.shape[1])) + yield block_index, data[:, columns], columns, 0.01, "memory" + + monkeypatch.setattr(markers_module, "RNAassay", FakeRNA) + results = find_markers_by_rank( + FakeRNA(), + group_key="cluster", + cell_key="I", + feat_key="I", + batch_size=2, + use_prenormed=False, + prenormed_store=None, + n_threads=1, + ) + + assert set(results) == {"a", "b"} + for frame in results.values(): + assert len(frame) == data.shape[1] + assert np.isfinite(frame["p_value"]).all() + + +def test_find_markers_prenormalized_path_returns_groupwise_statistics() -> None: + import zarr + from zarr.storage import MemoryStore + + root = zarr.open_group(store=MemoryStore(), mode="w") + values = ( + [4.0, 3.0, 0.0, 0.0], + [0.0, 0.0, 5.0, 6.0], + [1.0, 1.0, 1.0, 1.0], + ) + for feature_index, feature_values in enumerate(values): + array = root.create_array(str(feature_index), shape=(4,), dtype="f8") + array[:] = feature_values + + class Cells: + @staticmethod + def fetch(_group_key, _cell_key): + return np.array(["a", "a", "b", "b"]) + + @staticmethod + def active_index(_cell_key): + return np.arange(4) + + class Assay: + cells = Cells() + z = root + + results = find_markers_by_rank( + Assay(), + group_key="cluster", + cell_key="I", + feat_key="I", + batch_size=2, + use_prenormed=True, + prenormed_store=root, + n_threads=1, + ) + + assert set(results) == {"a", "b"} + for frame in results.values(): + assert len(frame) == len(values) + + +def test_iter_raw_feature_columns_matches_normed(datastore): + assay = datastore.RNA + cell_idx = assay.cells.active_index("I") + feat_idx = assay.feats.active_index("I") + scalar = assay.cells.fetch_all(assay.name + "_nCounts")[cell_idx] + + streamed = controlled_compute( + assay.normed(cell_idx=cell_idx, feat_idx=feat_idx), assay.nthreads + ) + + cols = [] + mats = [] + for mat, batch_cols in assay.iter_raw_feature_columns( + cell_idx=cell_idx, + feat_idx=feat_idx, + batch_size=37, + scalar=scalar, + sf=float(assay.sf), + prefetch_depth=3, + ): + mats.append(mat) + cols.append(batch_cols) + + fast = np.hstack(mats) + assert np.array_equal(np.concatenate(cols), feat_idx) + assert fast.shape == streamed.shape + assert np.allclose(fast, streamed, rtol=1e-4, atol=1e-4) + + +def test_read_prenormed_batches_yields_expected_chunks(): + import zarr + from zarr.storage import MemoryStore + + from scarf.markers import read_prenormed_batches + + root = zarr.open_group(store=MemoryStore(), mode="w") + n_cells = 12 + for batch_id in range(5): + arr = root.create_array(str(batch_id), shape=(n_cells,), dtype="f8") + arr[:] = float(batch_id) + + cell_idx = np.arange(n_cells) + batches = list( + read_prenormed_batches(root, cell_idx, batch_size=2, desc="test batches") + ) + + assert len(batches) == 3 + assert batches[0].shape == (n_cells, 2) + assert batches[1].shape == (n_cells, 2) + assert batches[2].shape == (n_cells, 1) + first_chunk = batches[0].iloc[:, 0] + last_chunk = batches[2].iloc[:, 0] + assert first_chunk.nunique() == 1 + assert last_chunk.nunique() == 1 + assert set(first_chunk.unique()).issubset({0.0, 1.0, 2.0, 3.0, 4.0}) + + +def test_compact_marker_save_roundtrip(): + import zarr + from zarr.storage import MemoryStore + + from scarf.datastore.datastore import DataStore, _load_marker_cluster_frame + + index = np.array([10, 5, 7], dtype=np.int32) + source = pd.DataFrame( + { + "score": [0.9, 0.4, 0.2], + "mean": [1.0, 2.0, 3.0], + "mean_rest": [0.5, 0.5, 0.5], + "frac_exp": [0.8, 0.2, 0.1], + "frac_exp_rest": [0.3, 0.3, 0.3], + "fold_change": [2.0, 4.0, 6.0], + "p_value": [0.01, 0.02, 0.03], + }, + index=index, + ) + source["feature_index"] = source.index + source = sort_marker_results(source) + markers = {1: source} + root = zarr.open_group(store=MemoryStore(), mode="w") + slot = root.create_group("slot") + DataStore._write_marker_slot(slot, markers) + feature_names = np.array([f"g{i}" for i in range(11)]) + loaded = _load_marker_cluster_frame( + slot, + slot["1"], + feature_names, + group_id=1, + ) + assert slot.attrs["layout"] == "compact_v2" + assert list(slot.group_keys()) == ["1", "feature_index"] or "feature_index" in slot + assert len(loaded) == 3 + assert loaded.iloc[0]["score"] == 0.9 + assert loaded.iloc[0]["feature_name"] == "g10" + + +def test_resolve_marker_gene_batch_size_respects_chunk_and_budget(): + from scarf.markers import resolve_marker_gene_batch_size + + batch = resolve_marker_gene_batch_size( + n_features=25_683, + n_cells=88_955, + column_chunk=948, + memory_bytes=24 * 1024**3, + working_copies=4, + ) + assert batch == 948 + + +def test_resolve_marker_gene_batch_size_shrinks_with_more_cells(): + from scarf.markers import resolve_marker_gene_batch_size + + sizes = [] + for n_cells in (100_000, 1_000_000, 10_000_000): + sizes.append( + resolve_marker_gene_batch_size( + n_features=45_525, + n_cells=n_cells, + column_chunk=10_000, + memory_bytes=24 * 1024**3, + working_copies=4, + ) + ) + assert sizes[0] > sizes[1] > sizes[2] + assert sizes[-1] >= 1 + assert all(size <= 10_000 for size in sizes) diff --git a/tests/test_meld_assay.py b/tests/test_meld_assay.py new file mode 100644 index 00000000..f502c3e0 --- /dev/null +++ b/tests/test_meld_assay.py @@ -0,0 +1,434 @@ +import numpy as np +import pandas as pd +import pytest +import zarr +from zarr.storage import MemoryStore + +from scarf.chunked import ChunkedArray +from scarf.meld_assay import ( + GffReader, + binary_search, + create_bed_from_coord_ids, + create_counts_mat, + get_feature_mappings, +) +from scarf.writers import create_zarr_dataset + + +def _features_bed(rows): + return pd.DataFrame({i: [r[i] for r in rows] for i in range(6)}).sort_values( + by=[0, 1] + ) + + +class _FakeMeta: + def __init__(self, columns): + self._columns = columns + + def fetch_all(self, name): + return np.asarray(self._columns[name]) + + +class _FakeRawData: + def __init__(self, blocks): + self.blocks = blocks + self.numblocks = (len(blocks),) + self.shape = (sum(b.shape[0] for b in blocks), blocks[0].shape[1]) + + def stream_blocks(self, nthreads=None, msg=None, prefetch=None): + # Mirrors ChunkedArray.stream_blocks: yields materialized, in-order blocks. + yield from (np.asarray(b) for b in self.blocks) + + +class _FakeAssay: + name = "ATAC" + nthreads = 1 + + def __init__(self, cells, feats, raw_data): + self.cells = cells + self.feats = feats + self.rawData = raw_data + + +def _reference_melded( + raw, n_features_per_cell, n_cells_per_peak, mapping_dense, scalar_coeff, renorm +): + n_docs = raw.shape[0] + idf = np.log2(1 + (n_docs / (n_cells_per_peak + 1))) + tf = raw / n_features_per_cell.reshape(-1, 1) + tfidf = tf * idf + melded = tfidf @ mapping_dense + if not renorm: + return melded + row_sums = melded.sum(axis=1) + out = np.zeros_like(melded) + nz = row_sums != 0 + out[nz] = (scalar_coeff * melded[nz]) / row_sums[nz].reshape(-1, 1) + return out + + +def _old_style_melded( + raw, + n_features_per_cell, + n_cells_per_peak, + feature_to_peaks, + scalar_coeff, + renorm, +): + n_docs = raw.shape[0] + idf = np.log2(1 + (n_docs / (n_cells_per_peak + 1))) + tf = raw / n_features_per_cell.reshape(-1, 1) + tfidf = tf * idf + + idx = np.array([i for i, peaks in enumerate(feature_to_peaks) if len(peaks)]) + if idx.size == 0: + melded = np.zeros((raw.shape[0], len(feature_to_peaks))) + else: + feat_idx = np.repeat(idx, [len(feature_to_peaks[i]) for i in idx]) + peak_idx = np.array(sum((feature_to_peaks[i] for i in idx), [])) + df = pd.DataFrame(tfidf[:, peak_idx]).T + df["fidx"] = feat_idx + df = df.groupby("fidx").sum().T + melded = np.zeros((raw.shape[0], len(feature_to_peaks))) + melded[:, df.columns.to_numpy(dtype=int)] = df.values + + if not renorm: + return melded + row_sums = melded.sum(axis=1) + out = np.zeros_like(melded) + nz = row_sums != 0 + out[nz] = (scalar_coeff * melded[nz]) / row_sums[nz].reshape(-1, 1) + return out + + +def _feature_to_peaks_from_intervals(peaks, features): + feature_to_peaks = [] + for _, feat in features.iterrows(): + peak_hits = [] + for peak_pos, peak in peaks.iterrows(): + if feat[0] == peak[0] and feat[1] < peak[2] and feat[2] > peak[1]: + peak_hits.append(int(peak_pos)) + feature_to_peaks.append(peak_hits) + return feature_to_peaks + + +def _build_melding_scenario(): + peaks = create_bed_from_coord_ids( + ["chr1:100-200", "chr1:150-250", "chr1:400-500", "chr2:100-200"] + ) + features = _features_bed( + [ + ("chr1", 120, 160, "a", "A", "+"), # overlaps peaks 0, 1 + ("chr1", 300, 350, "b", "B", "+"), # overlaps nothing + ("chr2", 150, 180, "c", "C", "+"), # overlaps peak 3 + ] + ) + _, _, mapping = get_feature_mappings(peaks, features) + + # Rows are cells, columns are peaks (assay feature order). + raw = np.array( + [ + [1.0, 0.0, 2.0, 3.0], + [0.0, 4.0, 0.0, 0.0], + [ + 0.0, + 0.0, + 5.0, + 0.0, + ], # only peak 2, which maps to no feature -> melded row is all zero + ] + ) + n_features_per_cell = np.array([3.0, 1.0, 1.0]) + n_cells_per_peak = np.array([1.0, 1.0, 2.0, 1.0]) + + cells = _FakeMeta({"ATAC_nFeatures": n_features_per_cell}) + feats = _FakeMeta({"nCells": n_cells_per_peak}) + raw_data = _FakeRawData([raw[0:2], raw[2:3]]) + assay = _FakeAssay(cells, feats, raw_data) + return assay, mapping, raw, n_features_per_cell, n_cells_per_peak + + +def _run_create_counts_mat(assay, mapping, scalar_coeff, renormalization): + n_features = mapping.shape[1] + n_cells = assay.rawData.shape[0] + group = zarr.open_group(store=MemoryStore(), mode="w") + store = create_zarr_dataset( + group, "counts", (2, n_features), "float", (n_cells, n_features) + ) + create_counts_mat( + assay=assay, + store=store, + mapping=mapping, + scalar_coeff=scalar_coeff, + renormalization=renormalization, + ) + return store[:] + + +GFF_CONTENT = """##gff-version 3 +# test annotation +chr1\t.\tgene\t1000\t2000\t.\t+\t.\tgene_id=gene_a;gene_name=GENE_A +chr1\t.\tgene\t3000\t4500\t.\t-\t.\tgene_id=gene_b;gene_name=GENE_B +chr2\t.\tgene\t500\t1500\t.\t+\t.\tgene_id=gene_c;gene_name=GENE_C +""" + + +def test_gff_reader_parses_header_and_streams(tmp_path): + gff_path = tmp_path / "test.gff" + gff_path.write_text(GFF_CONTENT) + + reader = GffReader(str(gff_path), up_offset=500, down_offset=200, chunk_size=2) + assert len(reader.header) == 2 + chunks = list(reader.stream()) + assert len(chunks) == 2 + assert chunks[0].shape[0] == 2 + assert set(chunks[0][2]) == {"gene"} + + +def test_gff_reader_promoter_and_body_coordinates(tmp_path): + gff_path = tmp_path / "coords.gff" + gff_path.write_text(GFF_CONTENT) + reader = GffReader(str(gff_path), up_offset=500, down_offset=200) + plus_row = pd.Series([None] * 9) + plus_row[3] = 1000 + plus_row[4] = 2000 + plus_row[6] = "+" + + promoter_start, promoter_end = reader.get_promoter(plus_row) + assert promoter_start == 500 + assert promoter_end == 1200 + + body_start, body_end = reader.get_body(plus_row) + assert body_start == 500 + assert body_end == 2000 + + minus_row = plus_row.copy() + minus_row[3] = 3000 + minus_row[4] = 4500 + minus_row[6] = "-" + m_start, m_end = reader.get_promoter(minus_row) + assert m_start == 4499 - reader.down + assert m_end == 4500 + reader.up + + +def test_gff_reader_get_ids_names(): + row = pd.Series([None] * 9) + row[8] = "gene_id=abc;gene_name=XYZ" + gene_id, gene_name = GffReader.get_ids_names(row) + assert gene_id == "abc" + assert gene_name == "XYZ" + + +def test_gff_reader_to_bed_promoter(tmp_path): + gff_path = tmp_path / "genes.gff" + gff_path.write_text(GFF_CONTENT) + bed_path = tmp_path / "out.bed" + + reader = GffReader(str(gff_path)) + reader.to_bed(str(bed_path), flavour="promoter") + + bed = pd.read_csv(bed_path, sep="\t", header=None) + assert bed.shape[0] == 3 + assert bed.shape[1] == 6 + + +def test_gff_reader_to_bed_rejects_unknown_flavour(tmp_path): + gff_path = tmp_path / "genes.gff" + gff_path.write_text(GFF_CONTENT) + reader = GffReader(str(gff_path)) + with pytest.raises(ValueError, match="flavour"): + reader.to_bed(str(tmp_path / "out.bed"), flavour="exon") + + +def test_create_bed_from_coord_ids_sorts_intervals(): + bed = create_bed_from_coord_ids(["chr2:100-200", "chr1:50-150", "chr1:300-400"]) + assert bed.iloc[0, 0] == "chr1" + assert bed.iloc[0, 1] == 50 + assert bed.iloc[-1, 0] == "chr2" + + +def test_binary_search_finds_overlapping_ranges(): + ranges = np.array([[0, 10], [10, 20], [20, 30], [30, 40]], dtype=np.int64) + queries = np.array([[5, 8], [15, 18], [25, 28]], dtype=np.int64) + hits = binary_search(ranges, queries) + assert hits.shape == (3, 2) + assert hits[0, 0] <= hits[0, 1] + + +def test_get_feature_mappings_builds_sparse_overlap_matrix(): + peaks = create_bed_from_coord_ids( + ["chr1:100-200", "chr1:150-250", "chr1:400-500", "chr2:100-200"] + ) + features = _features_bed( + [ + ("chr1", 120, 160, "a", "A", "+"), + ("chr1", 300, 350, "b", "B", "+"), + ("chr2", 150, 180, "c", "C", "+"), + ] + ) + feat_ids, feat_names, mapping = get_feature_mappings(peaks, features) + + assert list(feat_ids) == ["a", "b", "c"] + assert list(feat_names) == ["A", "B", "C"] + assert mapping.shape == (4, 3) + + expected = np.zeros((4, 3)) + expected[[0, 1], 0] = 1 # feature A overlaps peaks at original positions 0 and 1 + expected[3, 2] = 1 # feature C overlaps peak at original position 3 + np.testing.assert_array_equal(mapping.toarray(), expected) + + +def test_get_feature_mappings_keeps_features_without_peaks(): + peaks = create_bed_from_coord_ids(["chr1:100-200"]) + features = _features_bed( + [ + ("chr1", 120, 160, "a", "A", "+"), + ("chr3", 100, 200, "d", "D", "+"), + ] + ) + feat_ids, _, mapping = get_feature_mappings(peaks, features) + + # Feature on peak-less chromosome must be retained (not silently dropped) + assert list(feat_ids) == ["a", "d"] + assert mapping.shape[1] == 2 + assert mapping.getcol(1).nnz == 0 + + +def test_get_feature_mappings_uniquifies_duplicate_ids(): + peaks = create_bed_from_coord_ids(["chr1:100-200"]) + features = _features_bed( + [ + ("chr1", 120, 160, "dup", "A", "+"), + ("chr1", 500, 600, "dup", "B", "+"), + ] + ) + feat_ids, _, _ = get_feature_mappings(peaks, features) + assert list(feat_ids) == ["dup", "dup_2"] + + +def test_get_feature_mappings_follows_feature_bed_order(): + peaks = create_bed_from_coord_ids(["chr1:100-200", "chr2:100-200"]) + features = _features_bed( + [ + ("chr2", 120, 160, "b", "B", "+"), + ("chr3", 100, 200, "c", "C", "+"), + ("chr1", 120, 160, "a", "A", "+"), + ] + ) + feat_ids, _, mapping = get_feature_mappings(peaks, features) + + assert list(feat_ids) == ["a", "b", "c"] + assert mapping.getcol(2).nnz == 0 + + +def test_mapping_matmul_sums_overlapping_peaks(): + peaks = create_bed_from_coord_ids( + ["chr1:100-200", "chr1:150-250", "chr1:400-500", "chr2:100-200"] + ) + features = _features_bed( + [ + ("chr1", 120, 160, "a", "A", "+"), + ("chr1", 300, 350, "b", "B", "+"), + ("chr2", 150, 180, "c", "C", "+"), + ] + ) + _, _, mapping = get_feature_mappings(peaks, features) + + tfidf = np.array( + [ + [1.0, 2.0, 3.0, 4.0], + [0.5, 0.0, 0.0, 1.5], + ] + ) + melded = tfidf @ mapping.toarray() + + # Feature A melds peaks 0 and 1, feature B nothing, feature C peak 3 + np.testing.assert_allclose(melded[:, 0], tfidf[:, 0] + tfidf[:, 1]) + np.testing.assert_allclose(melded[:, 1], np.zeros(2)) + np.testing.assert_allclose(melded[:, 2], tfidf[:, 3]) + + +def test_create_counts_mat_matches_old_groupby_oracle(): + peaks = create_bed_from_coord_ids( + ["chr1:100-200", "chr1:150-250", "chr1:210-260", "chr2:50-120"] + ) + features = _features_bed( + [ + ("chr1", 120, 240, "a", "A", "+"), + ("chr1", 500, 600, "b", "B", "+"), + ("chr2", 70, 100, "c", "C", "+"), + ] + ) + _, _, mapping = get_feature_mappings(peaks, features) + raw = np.array( + [ + [3.0, 0.0, 1.0, 0.0], + [0.0, 2.0, 0.0, 5.0], + [4.0, 1.0, 0.0, 0.0], + [0.0, 0.0, 7.0, 3.0], + ] + ) + n_feat = np.array([2.0, 2.0, 2.0, 2.0]) + n_cells_peak = np.array([2.0, 2.0, 2.0, 2.0]) + assay = _FakeAssay( + _FakeMeta({"ATAC_nFeatures": n_feat}), + _FakeMeta({"nCells": n_cells_peak}), + _FakeRawData([raw[:2], raw[2:]]), + ) + old_oracle = _old_style_melded( + raw, + n_feat, + n_cells_peak, + _feature_to_peaks_from_intervals(peaks, features), + scalar_coeff=1e4, + renorm=True, + ) + written = _run_create_counts_mat( + assay, mapping, scalar_coeff=1e4, renormalization=True + ) + np.testing.assert_allclose(written, old_oracle) + + +def test_create_counts_mat_reads_real_chunked_array_stream_blocks(): + assay, mapping, raw, n_feat, n_cells_peak = _build_melding_scenario() + group = zarr.open_group(store=MemoryStore(), mode="w") + counts = create_zarr_dataset(group, "raw", (2, raw.shape[1]), "float", raw.shape) + counts[:] = raw + assay.rawData = ChunkedArray(counts, nthreads=2) + + written = _run_create_counts_mat( + assay, mapping, scalar_coeff=1e4, renormalization=True + ) + expected = _reference_melded( + raw, n_feat, n_cells_peak, mapping.toarray(), scalar_coeff=1e4, renorm=True + ) + np.testing.assert_allclose(written, expected) + + +def test_create_counts_mat_without_renormalization(): + assay, mapping, raw, n_feat, n_cells_peak = _build_melding_scenario() + written = _run_create_counts_mat( + assay, mapping, scalar_coeff=1e4, renormalization=False + ) + expected = _reference_melded( + raw, n_feat, n_cells_peak, mapping.toarray(), scalar_coeff=1e4, renorm=False + ) + np.testing.assert_allclose(written, expected) + + +def test_create_counts_mat_with_renormalization_and_zero_sum_cell(): + assay, mapping, raw, n_feat, n_cells_peak = _build_melding_scenario() + written = _run_create_counts_mat( + assay, mapping, scalar_coeff=1e4, renormalization=True + ) + expected = _reference_melded( + raw, n_feat, n_cells_peak, mapping.toarray(), scalar_coeff=1e4, renorm=True + ) + np.testing.assert_allclose(written, expected) + + # The cell whose only signal maps to no feature must be all zeros, not NaN. + assert np.all(np.isfinite(written)) + np.testing.assert_array_equal(written[2], np.zeros(mapping.shape[1])) + # Non-empty cells are rescaled to sum to scalar_coeff. + np.testing.assert_allclose(written[0].sum(), 1e4) + np.testing.assert_allclose(written[1].sum(), 1e4) diff --git a/tests/test_merger.py b/tests/test_merger.py new file mode 100644 index 00000000..4c480b3b --- /dev/null +++ b/tests/test_merger.py @@ -0,0 +1,575 @@ +import threading + +import numpy as np +import pandas as pd +import pytest +import zarr +from zarr.storage import MemoryStore + +from scarf.chunked import ChunkedArray +from scarf.merge import AssayMerge +from scarf.storage.budget import ( + ResourceBudget, + get_resource_budget, + set_resource_budget, +) +from scarf.storage.zarr_store import count_array_spec + + +class _MergeMeta: + def __init__(self, **columns): + self._columns = {key: np.asarray(value) for key, value in columns.items()} + self.columns = list(self._columns) + self.N = len(next(iter(self._columns.values()))) + + def to_pandas_dataframe(self, columns): + return pd.DataFrame({key: self._columns[key] for key in columns}) + + def fetch_all(self, key): + return self._columns[key] + + +class _MergeAssay: + def __init__( + self, + name, + counts, + cell_ids, + feature_ids, + feature_names, + block_size, + ): + self.name = name + self.rawData = ChunkedArray.from_numpy( + np.asarray(counts), + block_size=block_size, + ) + self.cells = _MergeMeta( + ids=cell_ids, + names=cell_ids, + I=np.ones(len(cell_ids), dtype=bool), + ) + self.feats = _MergeMeta(ids=feature_ids, names=feature_names) + + +class _MergeDataStore: + def __init__(self, assays): + self._assays = {assay.name: assay for assay in assays} + self.assay_names = list(self._assays) + self.cells = assays[0].cells + + def get_assay(self, name): + return self._assays[name] + + +@pytest.fixture +def tiny_merge_budget(): + previous = get_resource_budget() + set_resource_budget(ResourceBudget(memoryBytes=96, workers=2, workingCopies=2)) + try: + yield + finally: + set_resource_budget(previous) + + +def test_assay_merge(datastore, rna_raw_total, tmp_path): + fn = str(tmp_path / "merged.zarr") + writer = AssayMerge( + zarr_path=fn, + assays=[datastore.RNA, datastore.RNA], + names=["self1", "self2"], + merge_assay_name="RNA", + prepend_text="", + overwrite=True, + ) + writer.dump() + tmp = zarr.open(fn + "/RNA/counts") + assert tmp.shape[0] == 2 * datastore.cells.N + assert int(tmp[...].sum()) == rna_raw_total * 2 + + +def test_assay_merge_maps_features_and_preserves_row_order( + tmp_path, + tiny_merge_budget, +): + cell_ids = ["c0", "c1", "c2"] + left = _MergeAssay( + "RNA", + [[1, 10], [2, 20], [0, 0]], + cell_ids, + ["id_a", "id_b"], + ["A", "B"], + block_size=1, + ) + right = _MergeAssay( + "RNA", + [[30, 300], [40, 400], [50, 500]], + cell_ids, + ["id_b", "id_c"], + ["B", "C"], + block_size=3, + ) + fn = str(tmp_path / "feature_order.zarr") + writer = AssayMerge( + zarr_path=fn, + assays=[left, right], + names=["left", "right"], + merge_assay_name="RNA", + prepend_text="", + seed=3, + ) + writer.dump() + + root = zarr.open_group(fn, mode="r") + counts_array = root["RNA/counts"] + counts = np.asarray(counts_array[:]) + merged_cell_ids = np.asarray(root["cellData/ids"][:]).astype(str) + merged_feature_ids = np.asarray(root["RNA/featureData/ids"][:]).astype(str) + + np.testing.assert_array_equal(merged_feature_ids, ["id_a", "id_b", "id_c"]) + expected = { + "left__c0": [1, 10, 0], + "left__c1": [2, 20, 0], + "left__c2": [0, 0, 0], + "right__c0": [0, 30, 300], + "right__c1": [0, 40, 400], + "right__c2": [0, 50, 500], + } + for cell_id, row in zip(merged_cell_ids, counts, strict=True): + np.testing.assert_array_equal(row, expected[cell_id]) + + spec = count_array_spec(*counts_array.shape, dtype=counts_array.dtype) + assert spec.shards is not None + assert spec.shards[0] < counts_array.shape[0] + assert counts_array.chunks == spec.chunks + assert counts_array.metadata.shards == spec.shards + assert counts_array.fill_value == 0 + + +def test_assay_merge_preserves_order_when_prefetch_finishes_out_of_order( + monkeypatch, + tmp_path, + tiny_merge_budget, +): + import scarf.merge as merge_module + + cell_ids = ["c0", "c1", "c2", "c3"] + left = _MergeAssay( + "RNA", + [[1, 10], [2, 20], [3, 30], [4, 40]], + cell_ids, + ["id_a", "id_b"], + ["A", "B"], + block_size=1, + ) + right = _MergeAssay( + "RNA", + [[50, 500], [60, 600], [70, 700], [80, 800]], + cell_ids, + ["id_b", "id_c"], + ["B", "C"], + block_size=4, + ) + first_started = threading.Event() + second_finished = threading.Event() + lock = threading.Lock() + call_count = 0 + completed: list[int] = [] + original_compute = merge_module.controlled_compute + + def delayed_compute(arr, nthreads): + nonlocal call_count + with lock: + call_index = call_count + call_count += 1 + if call_index == 0: + first_started.set() + if not second_finished.wait(timeout=2): + raise RuntimeError("Second prefetched block did not complete") + elif call_index == 1: + if not first_started.wait(timeout=2): + raise RuntimeError("First prefetched block did not start") + + result = original_compute(arr, nthreads) + with lock: + completed.append(call_index) + if call_index == 1: + second_finished.set() + return result + + monkeypatch.setattr(merge_module, "controlled_compute", delayed_compute) + fn = str(tmp_path / "out_of_order_prefetch.zarr") + writer = AssayMerge( + zarr_path=fn, + assays=[left, right], + names=["left", "right"], + merge_assay_name="RNA", + prepend_text="", + seed=3, + ) + writer.dump() + + assert completed.index(1) < completed.index(0) + root = zarr.open_group(fn, mode="r") + counts = np.asarray(root["RNA/counts"][:]) + merged_cell_ids = np.asarray(root["cellData/ids"][:]).astype(str) + expected = { + "left__c0": [1, 10, 0], + "left__c1": [2, 20, 0], + "left__c2": [3, 30, 0], + "left__c3": [4, 40, 0], + "right__c0": [0, 50, 500], + "right__c1": [0, 60, 600], + "right__c2": [0, 70, 700], + "right__c3": [0, 80, 800], + } + for cell_id, row in zip(merged_cell_ids, counts, strict=True): + np.testing.assert_array_equal(row, expected[cell_id]) + + +def test_dask_to_coo_sums_consolidated_features(): + merge = object.__new__(AssayMerge) + merge.nFeats = 1 + + result = AssayMerge._dask_to_coo( + merge, + np.array([[2, 3], [5, 7]]), + np.array([0, 1]), + np.array([0, 0]), + 1, + ) + + assert result.nnz == 2 + np.testing.assert_array_equal(result.toarray(), [[5], [12]]) + + +def test_dataset_merge_shares_row_order_across_assay_chunk_sizes( + tmp_path, + tiny_merge_budget, +): + from scarf.merge import DatasetMerge + + cell_ids = ["c0", "c1", "c2", "c3", "c4"] + left = _MergeDataStore( + [ + _MergeAssay( + "RNA", + [[1, 10], [2, 20], [3, 30], [4, 40], [5, 50]], + cell_ids, + ["rna_a", "rna_b"], + ["RNA A", "RNA B"], + block_size=3, + ), + _MergeAssay( + "ADT", + [[101, 110], [102, 120], [103, 130], [104, 140], [105, 150]], + cell_ids, + ["adt_a", "adt_b"], + ["ADT A", "ADT B"], + block_size=2, + ), + ] + ) + right = _MergeDataStore( + [ + _MergeAssay( + "RNA", + [[6, 60], [7, 70], [8, 80], [9, 90], [10, 100]], + cell_ids, + ["rna_a", "rna_b"], + ["RNA A", "RNA B"], + block_size=3, + ), + _MergeAssay( + "ADT", + [[106, 160], [107, 170], [108, 180], [109, 190], [110, 200]], + cell_ids, + ["adt_a", "adt_b"], + ["ADT A", "ADT B"], + block_size=2, + ), + ] + ) + fn = str(tmp_path / "mixed_assay_chunks.zarr") + + writer = DatasetMerge( + datasets=[left, right], + zarr_path=fn, + names=["left", "right"], + prepend_text="", + seed=3, + ) + writer.dump() + + assert writer.unique_assays == ["RNA", "ADT"] + for generator in writer.merge_generators: + assert ( + max( + rows.size + for blocks in generator.permutations_rows.values() + for rows in blocks.values() + ) + <= 2 + ) + root = zarr.open_group(fn, mode="r") + merged_cell_ids = np.asarray(root["cellData/ids"][:]).astype(str) + rna = np.asarray(root["RNA/counts"][:]) + adt = np.asarray(root["ADT/counts"][:]) + expected = { + "left__c0": ([1, 10], [101, 110]), + "left__c1": ([2, 20], [102, 120]), + "left__c2": ([3, 30], [103, 130]), + "left__c3": ([4, 40], [104, 140]), + "left__c4": ([5, 50], [105, 150]), + "right__c0": ([6, 60], [106, 160]), + "right__c1": ([7, 70], [107, 170]), + "right__c2": ([8, 80], [108, 180]), + "right__c3": ([9, 90], [109, 190]), + "right__c4": ([10, 100], [110, 200]), + } + for cell_id, rna_row, adt_row in zip( + merged_cell_ids, + rna, + adt, + strict=True, + ): + expected_rna, expected_adt = expected[cell_id] + np.testing.assert_array_equal(rna_row, expected_rna) + np.testing.assert_array_equal(adt_row, expected_adt) + + +def test_dataset_merge_shared_row_plan_handles_missing_assays( + tmp_path, + tiny_merge_budget, +): + from scarf.merge import DatasetMerge + + cell_ids = ["c0", "c1", "c2"] + left = _MergeDataStore( + [ + _MergeAssay( + "RNA", + [[1, 10], [2, 20], [3, 30]], + cell_ids, + ["rna_a", "rna_b"], + ["RNA A", "RNA B"], + block_size=3, + ) + ] + ) + right = _MergeDataStore( + [ + _MergeAssay( + "ADT", + [[101, 110], [102, 120], [103, 130]], + cell_ids, + ["adt_a", "adt_b"], + ["ADT A", "ADT B"], + block_size=2, + ) + ] + ) + fn = str(tmp_path / "missing_assays.zarr") + + writer = DatasetMerge( + datasets=[left, right], + zarr_path=fn, + names=["left", "right"], + prepend_text="", + seed=3, + ) + writer.dump() + + root = zarr.open_group(fn, mode="r") + merged_cell_ids = np.asarray(root["cellData/ids"][:]).astype(str) + rna = np.asarray(root["RNA/counts"][:]) + adt = np.asarray(root["ADT/counts"][:]) + expected = { + "left__c0": ([1, 10], [0, 0]), + "left__c1": ([2, 20], [0, 0]), + "left__c2": ([3, 30], [0, 0]), + "right__c0": ([0, 0], [101, 110]), + "right__c1": ([0, 0], [102, 120]), + "right__c2": ([0, 0], [103, 130]), + } + for cell_id, rna_row, adt_row in zip( + merged_cell_ids, + rna, + adt, + strict=True, + ): + expected_rna, expected_adt = expected[cell_id] + np.testing.assert_array_equal(rna_row, expected_rna) + np.testing.assert_array_equal(adt_row, expected_adt) + + +def test_dataset_merge_2(datastore, rna_raw_total, assay2_raw_total, tmp_path): + from scarf.merge import DatasetMerge + + fn = str(tmp_path / "merged.zarr") + writer = DatasetMerge( + zarr_path=fn, + datasets=[datastore, datastore], + names=["self1", "self2"], + prepend_text="", + overwrite=True, + ) + writer.dump() + rna_count = zarr.open(fn + "/RNA/counts") + assay2_count = zarr.open(fn + "/assay2/counts") + assert rna_count.shape[0] == 2 * datastore.cells.N + assert assay2_count.shape[0] == 2 * datastore.cells.N + assert int(rna_count[...].sum()) == rna_raw_total * 2 + assert int(assay2_count[...].sum()) == assay2_raw_total * 2 + + +def test_dataset_merge_3(datastore, rna_raw_total, assay2_raw_total, tmp_path): + from scarf.merge import DatasetMerge + + fn = str(tmp_path / "merged.zarr") + writer = DatasetMerge( + zarr_path=fn, + datasets=[datastore, datastore, datastore], + names=["self1", "self2", "self3"], + prepend_text="", + overwrite=True, + ) + writer.dump() + rna_count = zarr.open(fn + "/RNA/counts") + assay2_count = zarr.open(fn + "/assay2/counts") + assert rna_count.shape[0] == 3 * datastore.cells.N + assert assay2_count.shape[0] == 3 * datastore.cells.N + assert int(rna_count[...].sum()) == rna_raw_total * 3 + assert int(assay2_count[...].sum()) == assay2_raw_total * 3 + + +def test_dataset_merge_cells(datastore, tmp_path): + from scarf.datastore.datastore import DataStore + from scarf.merge import DatasetMerge + + fn = str(tmp_path / "merged.zarr") + writer = DatasetMerge( + zarr_path=fn, + datasets=[datastore, datastore], + names=["self1", "self2"], + prepend_text="orig", + overwrite=True, + ) + writer.dump() + + ds = DataStore( + fn, + default_assay="RNA", + ) + + df = ds.cells.to_pandas_dataframe(ds.cells.columns) + df_diff = df[df["orig_RNA_nCounts"] != df["RNA_nCounts"]] + assert len(df_diff) == 0 + + +def test_assay_merge_rejects_duplicate_sample_names(datastore, tmp_path): + fn = str(tmp_path / "merged_dup_names.zarr") + with pytest.raises(ValueError, match="unique name"): + AssayMerge( + zarr_path=fn, + assays=[datastore.RNA, datastore.RNA], + names=["dup", "dup"], + merge_assay_name="RNA", + prepend_text="", + overwrite=True, + ) + + +def test_assay_merge_rejects_existing_workspace_assay( + datastore, + rna_raw_total, + tmp_path, +): + fn = str(tmp_path / "workspace_merged.zarr") + writer = AssayMerge( + zarr_path=fn, + assays=[datastore.RNA, datastore.RNA], + names=["self1", "self2"], + merge_assay_name="RNA", + out_workspace="merged", + prepend_text="", + ) + writer.dump() + + root = zarr.open_group(fn, mode="r") + counts = root["matrices/RNA/counts"] + assert counts.shape[0] == 2 * datastore.cells.N + assert int(counts[...].sum()) == 2 * rna_raw_total + + with pytest.raises(ValueError, match="already contains RNA assay"): + AssayMerge( + zarr_path=fn, + assays=[datastore.RNA, datastore.RNA], + names=["self1", "self2"], + merge_assay_name="RNA", + out_workspace="merged", + prepend_text="", + ) + + +def test_assay_merge_validation_failure_does_not_overwrite_store(monkeypatch): + calls = [] + root = zarr.open_group(store=MemoryStore(), mode="w") + root.create_group("cellData") + root.create_group("RNA") + + def fake_load_zarr(zarr_loc, mode, storage_options=None): + calls.append(mode) + if mode == "r": + return root + pytest.fail(f"Unexpected destructive open mode: {mode}") + + monkeypatch.setattr("scarf.merge.load_zarr", fake_load_zarr) + merge = object.__new__(AssayMerge) + merge.outWorkspace = None + merge.storage_options = None + + with pytest.raises(ValueError, match="already contains RNA assay"): + AssayMerge._use_existing_zarr(merge, MemoryStore(), "RNA", False) + + assert calls == ["r"] + + +def test_assay_merge_store_skips_local_exists_guard(monkeypatch): + calls = [] + + def fake_load_zarr(zarr_loc, mode, storage_options=None): + calls.append((zarr_loc, mode, storage_options)) + if mode == "r": + raise FileNotFoundError("missing") + return zarr.open_group(store=MemoryStore(), mode="w") + + monkeypatch.setattr("scarf.merge.load_zarr", fake_load_zarr) + merge = object.__new__(AssayMerge) + merge.outWorkspace = None + merge.storage_options = {"region": "us-east-1"} + root = AssayMerge._use_existing_zarr(merge, MemoryStore(), "RNA", False) + assert isinstance(root, zarr.Group) + assert calls[-1] == (calls[-1][0], "w", {"region": "us-east-1"}) + + +def test_dummy_assay_holds_zero_counts(datastore): + from scarf.merge import DummyAssay + from scarf.writers import create_zarr_dataset + + mem = zarr.open_group(store=MemoryStore(), mode="w") + dummy_array = create_zarr_dataset( + mem, + "counts", + datastore.RNA.rawData.chunksize, + datastore.RNA.rawData.dtype, + (datastore.cells.N, datastore.RNA.feats.N), + ) + dummy = DummyAssay( + datastore, + ChunkedArray(dummy_array, nthreads=1), + datastore.RNA.feats, + "RNA", + ) + assert dummy.name == "RNA" + assert int(dummy.rawData.compute().sum()) == 0 diff --git a/scarf/tests/test_metadata.py b/tests/test_metadata.py similarity index 70% rename from scarf/tests/test_metadata.py rename to tests/test_metadata.py index c5ffc0cd..3f007179 100644 --- a/scarf/tests/test_metadata.py +++ b/tests/test_metadata.py @@ -1,23 +1,22 @@ import numpy as np import pytest -from . import full_path, remove - @pytest.fixture -def dummy_metadata(): +def dummy_metadata(tmp_path): import zarr - from ..metadata import MetaData - fn = full_path("dummy_metadata.zarr") - remove(fn) - g = zarr.open(fn) + from scarf.metadata import MetaData + + fn = str(tmp_path / "dummy_metadata.zarr") + g = zarr.open_group(fn, mode="w") data = np.array([1, 1, 1, 1, 0, 0, 1, 1, 1]).astype(bool) - g.create_dataset( - "I", data=data, chunks=(100000,), shape=len(data), dtype=data.dtype + g.create_array( + "I", + data=data, + chunks=(100000,), ) yield MetaData(g) - remove(fn) def test_metadata_attrs(dummy_metadata): diff --git a/tests/test_metadata_blocks.py b/tests/test_metadata_blocks.py new file mode 100644 index 00000000..02485d82 --- /dev/null +++ b/tests/test_metadata_blocks.py @@ -0,0 +1,96 @@ +"""Milestone C: MetaData.iter_row_blocks parity and make_bulk cell_key semantics.""" + +import numpy as np + + +def test_iter_row_blocks_matches_active_index_and_fetch(datastore): + cells = datastore.cells + col = "ids" + expected_idx = cells.active_index("I") + expected_vals = cells.fetch(col, key="I") + + for block_rows in (None, 7, 1, cells.default_block_rows("I")): + blocks = list( + cells.iter_row_blocks(cell_key="I", columns=[col], block_rows=block_rows) + ) + got_idx = ( + np.concatenate([b.active_global_indices for b in blocks]) + if blocks + else np.array([], dtype=np.int64) + ) + got_vals = ( + np.concatenate([b.values[col] for b in blocks]) if blocks else np.array([]) + ) + np.testing.assert_array_equal(got_idx, expected_idx) + np.testing.assert_array_equal(got_vals, expected_vals) + assert all(b.start < b.stop for b in blocks) + assert blocks[0].start == 0 + assert blocks[-1].stop == cells.N + + +def test_iter_row_blocks_chunk_edges_cover_full_range(datastore): + cells = datastore.cells + chunk = cells.default_block_rows("I") + blocks = list(cells.iter_row_blocks(cell_key="I", block_rows=chunk)) + assert sum(b.stop - b.start for b in blocks) == cells.N + for b in blocks: + assert b.stop - b.start <= chunk + + +def test_iter_row_blocks_respects_subset_cell_key(datastore): + cells = datastore.cells + keep = np.zeros(cells.N, dtype=bool) + keep[::3] = True + cells.insert("block_subset", keep, overwrite=True) + expected = cells.active_index("block_subset") + got = np.concatenate( + [ + b.active_global_indices + for b in cells.iter_row_blocks( + cell_key="block_subset", columns=["ids"], block_rows=11 + ) + ] + ) + np.testing.assert_array_equal(got, expected) + + +def test_make_bulk_respects_non_default_cell_key(leiden_clustering, datastore): + """Inactive cells that share a group label must not enter the bulk profile.""" + ds = datastore + active = ds.cells.fetch_all("I").copy() + assert active.dtype == bool + active_idx = np.flatnonzero(active) + drop = np.zeros(ds.cells.N, dtype=bool) + drop[active_idx[::2]] = True + subset = active & ~drop + ds.cells.insert("bulk_subset", subset, overwrite=True) + + full = ds.make_bulk( + group_key="RNA_leiden_cluster", + cell_key="I", + aggr_type="sum", + remove_empty_features=False, + feature_label="index", + ) + sub = ds.make_bulk( + group_key="RNA_leiden_cluster", + cell_key="bulk_subset", + aggr_type="sum", + remove_empty_features=False, + feature_label="index", + ) + shared = [c for c in sub.columns if c in full.columns] + assert shared + for c in shared: + assert (sub[c].to_numpy() <= full[c].to_numpy() + 1e-6).all() + + from scarf.utils import controlled_compute + + clusters = ds.cells.fetch_all("RNA_leiden_cluster") + subset_idx = ds.cells.active_index("bulk_subset") + g_val = clusters[subset_idx[0]] + col = str(g_val) + assert col in sub.columns + idx_g = subset_idx[clusters[subset_idx] == g_val] + expected = controlled_compute(ds.RNA.rawData[idx_g].sum(axis=0), ds.nthreads) + np.testing.assert_allclose(sub[col].to_numpy(), expected, rtol=1e-5, atol=1e-6) diff --git a/tests/test_metrics.py b/tests/test_metrics.py new file mode 100644 index 00000000..330d162c --- /dev/null +++ b/tests/test_metrics.py @@ -0,0 +1,376 @@ +import numpy as np +import pandas as pd +import pytest +from scipy.sparse import csr_matrix + +from scarf.metrics import ( + _effective_perplexity, + _neighbor_probabilities, + calculate_knn_cluster_similarity, + calculate_top_k_neighbor_distances, + calculate_weighted_cluster_similarity, + compute_lisi, + integration_score, + knn_to_csr_matrix, + label_concordance_score, + lisi_batch_mixing_score, + silhouette_scoring, +) + + +def test_compute_lisi_uses_all_stored_neighbors(): + metadata = pd.DataFrame({"batch": [1, 0, 0, 0]}) + indices = np.tile(np.array([0, 1, 2]), (4, 1)) + distances = np.ones_like(indices, dtype=np.float64) + + scores = compute_lisi( + distances, + indices, + metadata, + label_colnames=["batch"], + perplexity=1, + ) + + assert np.allclose(scores[:, 0], 1.8) + + +def test_compute_lisi_rejects_missing_labels(): + metadata = pd.DataFrame({"batch": [0, 1, np.nan, 1]}) + indices = np.tile(np.array([0, 1, 2]), (4, 1)) + distances = np.ones_like(indices, dtype=np.float64) + + with pytest.raises(ValueError, match="missing values"): + compute_lisi(distances, indices, metadata, ["batch"]) + + +def test_compute_lisi_returns_empty_matrix_when_no_labels_are_requested(): + metadata = pd.DataFrame(index=np.arange(2)) + distances = np.empty((2, 0)) + indices = np.empty((2, 0), dtype=np.int64) + + scores = compute_lisi(distances, indices, metadata, []) + + assert scores.shape == (2, 0) + assert scores.dtype == np.float64 + + +def test_compute_lisi_handles_more_categories_than_neighbors(): + metadata = pd.DataFrame({"batch": ["a", "b", "c", "d"]}) + indices = np.array( + [ + [0, 1, 2], + [1, 2, 3], + [2, 3, 0], + [3, 0, 1], + ] + ) + distances = np.ones_like(indices, dtype=np.float64) + + scores = compute_lisi( + distances, + indices, + metadata, + label_colnames=["batch"], + perplexity=1, + ) + + assert np.allclose(scores[:, 0], 3.0) + + +def test_compute_lisi_caps_perplexity_to_neighbor_capacity(): + metadata = pd.DataFrame({"batch": [0, 0, 1, 1]}) + indices = np.tile(np.array([0, 1, 2, 3, 0, 1]), (4, 1)) + distances = np.tile(np.arange(6, dtype=np.float64), (4, 1)) + + capped = compute_lisi(distances, indices, metadata, ["batch"], perplexity=2) + oversized = compute_lisi(distances, indices, metadata, ["batch"], perplexity=30) + + assert np.allclose(oversized, capped) + + +@pytest.mark.parametrize("perplexity", [0.5, np.inf, np.nan]) +def test_effective_perplexity_rejects_invalid_values(perplexity): + with pytest.raises(ValueError, match="finite value"): + _effective_perplexity(perplexity, n_neighbors=3) + + +def test_effective_perplexity_requires_three_neighbors(): + with pytest.raises(ValueError, match="at least three"): + _effective_perplexity(perplexity=1, n_neighbors=2) + + +def test_neighbor_probabilities_calibrate_diffuse_and_concentrated_rows(): + distances = np.array( + [ + [0.0, 0.1, 0.2, 0.3], + [0.0, 10.0, 20.0, 30.0], + ] + ) + + probabilities = _neighbor_probabilities( + distances, + perplexity=2, + tol=1e-8, + max_iter=100, + ) + log_probabilities = np.log( + probabilities, + out=np.zeros_like(probabilities), + where=probabilities > 0, + ) + calibrated_perplexity = np.exp(-np.sum(probabilities * log_probabilities, axis=1)) + + assert np.allclose(probabilities.sum(axis=1), 1.0) + assert np.allclose(calibrated_perplexity, 2.0, rtol=1e-7) + + +def test_compute_lisi_rejects_invalid_neighbor_distances(): + metadata = pd.DataFrame({"batch": [0, 0, 1, 1]}) + indices = np.tile(np.array([0, 1, 2]), (4, 1)) + distances = np.ones_like(indices, dtype=np.float64) + distances[0, 0] = -1 + + with pytest.raises(ValueError, match="finite, non-negative"): + compute_lisi(distances, indices, metadata, ["batch"], perplexity=1) + + +def test_metric_lisi_single_category_is_one(datastore, make_graph): + labels = np.zeros(datastore.cells.N, dtype=np.int8) + datastore.cells.insert( + column_name="single_batch", + values=labels, + overwrite=True, + ) + lisi = datastore.metric_lisi( + label_colnames=(name for name in ["single_batch"]), + save_result=False, + return_lisi=True, + ) + + assert lisi is not None + assert np.allclose(lisi[0][1], 1) + + +def test_knn_affinities_decrease_with_distance(): + indices = np.array([[1, 2], [0, 2], [3, 0], [2, 1]]) + distances = np.array([[0.1, 10.0], [0.1, 3.0], [0.2, 4.0], [0.2, 5.0]]) + + graph = knn_to_csr_matrix(indices, distances, use_affinities=True) + + assert graph[0, 1] > graph[0, 2] + + +def test_cluster_similarity_is_symmetric_with_unit_diagonal(): + graph = csr_matrix( + np.array( + [ + [0.0, 1.0, 0.2, 0.0], + [1.0, 0.0, 0.3, 0.0], + [0.2, 0.3, 0.0, 1.0], + [0.0, 0.0, 1.0, 0.0], + ] + ) + ) + labels = np.array([0, 0, 1, 1]) + + similarities = calculate_weighted_cluster_similarity(graph, labels) + + assert np.allclose(similarities, similarities.T) + assert np.allclose(np.diag(similarities), 1) + assert similarities[0, 1] > 0 + + +def test_streamed_knn_similarity_matches_csr_similarity(): + indices = np.array([[1, 2], [0, 2], [3, 0], [2, 1]]) + distances = np.array([[0.1, 10.0], [0.1, 3.0], [0.2, 4.0], [0.2, 5.0]]) + labels = np.array([0, 0, 1, 1]) + graph = knn_to_csr_matrix(indices, distances, use_affinities=True) + + streamed = calculate_knn_cluster_similarity( + indices, + distances, + labels, + batch_rows=2, + ) + materialized = calculate_weighted_cluster_similarity(graph, labels) + + assert np.allclose(streamed, materialized) + + +def test_top_k_distances_accept_all_candidates(): + distances = calculate_top_k_neighbor_distances( + np.array([[0.0]]), + np.array([[1.0], [2.0]]), + k=2, + ) + + assert np.allclose(np.sort(distances[0]), [1.0, 2.0]) + + +def test_top_k_cosine_distances_handle_opposite_and_zero_vectors(): + distances = calculate_top_k_neighbor_distances( + np.array([[1.0, 0.0], [0.0, 0.0]]), + np.array([[1.0, 0.0], [0.0, 1.0], [-1.0, 0.0]]), + k=10, + metric="cosine", + ) + + assert np.allclose( + np.sort(distances, axis=1), + np.array( + [ + [0.0, 1.0, 2.0], + [1.0, 1.0, 1.0], + ] + ), + ) + + +def test_top_k_inner_product_distances_are_clipped_at_zero(): + distances = calculate_top_k_neighbor_distances( + np.array([[2.0, 0.0], [0.5, 0.0]]), + np.array([[1.0, 0.0], [0.25, 0.0], [-1.0, 0.0]]), + k=3, + metric="ip", + ) + + assert np.allclose( + np.sort(distances, axis=1), + np.array( + [ + [0.0, 0.5, 3.0], + [0.5, 0.875, 1.5], + ] + ), + ) + + +def test_top_k_distances_reject_unsupported_metric(): + with pytest.raises(ValueError, match="Unsupported neighbor metric"): + calculate_top_k_neighbor_distances( + np.array([[0.0]]), + np.array([[1.0]]), + k=1, + metric="manhattan", + ) + + +def test_metric_silhouette(datastore, make_graph, leiden_clustering): + scores = datastore.metric_silhouette(random_seed=42) + scores_from_full_label = datastore.metric_silhouette( + res_label="RNA_leiden_cluster", + random_seed=42, + ) + + assert scores is not None + assert scores_from_full_label is not None + assert np.array_equal(scores, scores_from_full_label, equal_nan=True) + assert np.isfinite(scores).any() + assert np.all(np.abs(scores[np.isfinite(scores)]) <= 1) + + +def test_small_cluster_does_not_invalidate_other_silhouette_scores(): + class Cells: + columns = ["RNA_subset_cluster"] + + @staticmethod + def fetch(column, key="I"): + assert column == "RNA_subset_cluster" + assert key == "subset" + return np.array([1, 2, 2, 2, 2, 3, 3, 3, 3]) + + class Store: + cells = Cells() + + class Ann: + annMetric = "l2" + + @staticmethod + def reducer(values): + return values + + data = np.array( + [ + [20.0, 20.0], + [0.0, 0.0], + [0.0, 0.1], + [0.1, 0.0], + [0.1, 0.1], + [10.0, 10.0], + [10.0, 10.1], + [10.1, 10.0], + [10.1, 10.1], + ] + ) + graph = csr_matrix(np.ones((len(data), len(data))) - np.eye(len(data))) + + scores = silhouette_scoring( + Store(), + Ann(), + graph, + data, + "RNA", + "cluster", + cell_key="subset", + sample_size=2, + random_seed=42, + ) + + assert scores is not None + assert np.isnan(scores[0]) + assert np.isfinite(scores[1:]).all() + + +@pytest.mark.parametrize("metric", ["ari", "nmi"]) +def test_label_concordance_identical_partitions(metric): + labels = np.array([0, 0, 1, 1]) + + assert label_concordance_score([labels, labels], metric) == pytest.approx(1) + assert integration_score([labels, labels], metric) == pytest.approx(1) + + +def test_label_concordance_requires_exactly_two_partitions(): + with pytest.raises(ValueError, match="Exactly two"): + label_concordance_score([np.array([0, 1])]) + + +def test_lisi_batch_mixing_score(): + labels = np.array([0, 0, 1, 1]) + + assert lisi_batch_mixing_score(np.ones(4), labels) == pytest.approx(0) + assert lisi_batch_mixing_score(np.full(4, 2.0), labels) == pytest.approx(1) + + +def test_metric_label_concordance(datastore, make_graph, leiden_clustering): + rng = np.random.default_rng(42) + labels1 = rng.integers(0, 2, datastore.cells.N) + labels2 = labels1.copy() + datastore.cells.insert( + column_name="labels1", + values=labels1, + overwrite=True, + ) + datastore.cells.insert( + column_name="labels2", + values=labels2, + overwrite=True, + ) + + assert datastore.metric_label_concordance(["labels1", "labels2"]) == pytest.approx( + 1 + ) + assert datastore.metric_integration(["labels1", "labels2"]) == pytest.approx(1) + mixing_score = datastore.metric_batch_mixing("labels1") + assert 0 <= mixing_score <= 1 + + +def test_silhouette_scoring_missing_cluster_labels(datastore): + result = silhouette_scoring( + datastore, + ann_obj=None, + graph=None, + hvg_data=None, + assay_type="RNA", + res_label="missing_resolution_label", + ) + assert result is None diff --git a/scarf/tests/test_misc.py b/tests/test_misc.py similarity index 54% rename from scarf/tests/test_misc.py rename to tests/test_misc.py index d20bc822..962c0507 100644 --- a/scarf/tests/test_misc.py +++ b/tests/test_misc.py @@ -1,8 +1,5 @@ -from . import full_path, remove - - -def test_export_knn_to_mtx(datastore, make_graph): - from ..knn_utils import export_knn_to_mtx +def test_export_knn_to_mtx(datastore, make_graph, tmp_path): + from scarf.knn_utils import export_knn_to_mtx graph = datastore.load_graph( from_assay="RNA", @@ -11,7 +8,6 @@ def test_export_knn_to_mtx(datastore, make_graph): symmetric=False, upper_only=False, ) - fn = full_path("test_export_mtx_from_graph.mtx") + fn = str(tmp_path / "test_export_mtx_from_graph.mtx") ret_val = export_knn_to_mtx(fn, graph) assert ret_val is None - remove(fn) diff --git a/tests/test_parallel.py b/tests/test_parallel.py new file mode 100644 index 00000000..16b870d7 --- /dev/null +++ b/tests/test_parallel.py @@ -0,0 +1,192 @@ +import threading +import time + +import numpy as np +import pytest +import zarr +from zarr.storage import MemoryStore + +from scarf.chunked import ChunkedArray +from scarf.parallel import in_shard_context, map_shards, stream_shards +from scarf.storage.budget import ( + READ_AHEAD, + ResourceBudget, + set_resource_budget, + shard_parallelism, +) + + +@pytest.fixture +def budget(): + set_resource_budget( + ResourceBudget(memoryBytes=32 * 1024**3, workers=8, workingCopies=8) + ) + yield + set_resource_budget(None) + + +def test_shard_parallelism_spends_budget_within_shard(budget): + plan = shard_parallelism(workers=8, n_shards=20) + assert plan.readAhead == READ_AHEAD + assert plan.ioConcurrency == 8 + assert plan.withinBlockThreads == 1 + + +def test_shard_parallelism_read_ahead_capped_by_shard_count(budget): + plan = shard_parallelism(workers=8, n_shards=1) + assert plan.readAhead == 1 + + +def test_shard_parallelism_read_ahead_capped_by_working_copies(): + tight = ResourceBudget(memoryBytes=32 * 1024**3, workers=8, workingCopies=1) + plan = shard_parallelism(workers=8, n_shards=100, budget=tight) + assert plan.readAhead == 1 + assert plan.ioConcurrency == 8 + assert plan.withinBlockThreads == 1 + + +def test_map_shards_preserves_order(budget): + ranges = [(i * 10, i * 10 + 10) for i in range(6)] + out = map_shards(ranges, lambda idx, s, e: (idx, s, e), workers=8) + assert out == [(i, i * 10, i * 10 + 10) for i in range(6)] + + +def test_map_shards_empty(budget): + assert map_shards([], lambda i, s, e: i, workers=8) == [] + + +def test_map_shards_bounds_in_flight(budget): + lock = threading.Lock() + in_flight = 0 + max_seen = 0 + ranges = [(i, i + 1) for i in range(16)] + + def produce(idx, s, e): + nonlocal in_flight, max_seen + with lock: + in_flight += 1 + max_seen = max(max_seen, in_flight) + time.sleep(0.01) + with lock: + in_flight -= 1 + return idx + + map_shards(ranges, produce, workers=8) + assert max_seen <= READ_AHEAD + + +def test_map_shards_serial_backend_runs_inline(budget): + seen_context = [] + + def produce(idx, s, e): + seen_context.append(in_shard_context()) + return idx + + out = map_shards([(0, 1), (1, 2)], produce, workers=8, backend="serial") + assert out == [0, 1] + + +def test_nested_map_shards_runs_serial(budget): + inner_context = [] + + def outer(idx, s, e): + assert in_shard_context() is True + + def inner(j, a, b): + inner_context.append(in_shard_context()) + return j + + return map_shards([(0, 1), (1, 2), (2, 3)], inner, workers=8) + + map_shards([(0, 1), (1, 2)], outer, workers=8) + assert inner_context and all(inner_context) + + +def test_stream_shards_preserves_order(budget): + out = list(stream_shards(range(5), lambda x: x * 2, workers=4)) + assert out == [0, 2, 4, 6, 8] + + +def test_stream_shards_bounds_and_restores_io_concurrency(): + with zarr.config.set({"async.concurrency": 7}): + seen = [] + + def fn(x): + seen.append(zarr.config.get("async.concurrency")) + return x + + out = list(stream_shards(range(4), fn, workers=2, io_concurrency=3)) + assert out == [0, 1, 2, 3] + assert seen and all(s == 3 for s in seen) + assert zarr.config.get("async.concurrency") == 7 + + +def test_stream_shards_config_neutral_without_io(): + with zarr.config.set({"async.concurrency": 5}): + seen = [] + + def fn(x): + seen.append(zarr.config.get("async.concurrency")) + return x + + list(stream_shards(range(4), fn, workers=2)) + assert seen and all(s == 5 for s in seen) + + +def test_map_shards_sets_io_concurrency_from_plan(budget): + with zarr.config.set({"async.concurrency": 99}): + seen = [] + + def produce(idx, s, e): + seen.append(zarr.config.get("async.concurrency")) + return idx + + # budget: workers=8; the whole worker budget is spent within a shard, so + # async.concurrency is set to 8 for the duration of the op. + map_shards([(i, i + 1) for i in range(4)], produce, workers=8) + assert seen and all(s == 8 for s in seen) + assert zarr.config.get("async.concurrency") == 99 + + +def _toy_chunked(data, chunk_rows, nthreads): + root = zarr.open_group(store=MemoryStore(), mode="w") + arr = root.create_array( + "d", shape=data.shape, chunks=(chunk_rows, data.shape[1]), dtype=data.dtype + ) + arr[:] = data + return ChunkedArray(arr, nthreads=nthreads) + + +def test_stream_blocks_matches_serial_materialization(): + rng = np.random.default_rng(0) + data = rng.standard_normal((35, 6)).astype(np.float32) + serial = np.vstack(list(_toy_chunked(data, 10, 1).stream_blocks(nthreads=1))) + parallel = np.vstack(list(_toy_chunked(data, 10, 4).stream_blocks(nthreads=4))) + assert np.array_equal(serial, data) + assert np.array_equal(serial, parallel) + + +def test_reductions_bit_identical_across_threads(): + rng = np.random.default_rng(1) + data = rng.standard_normal((37, 5)).astype(np.float32) + ca1 = _toy_chunked(data, 10, 1) + ca4 = _toy_chunked(data, 10, 4) + assert np.array_equal( + np.asarray(ca1.sum(axis=0).compute(1)), + np.asarray(ca4.sum(axis=0).compute(4)), + ) + assert np.array_equal( + np.asarray(ca1.var(axis=0).compute(1)), + np.asarray(ca4.var(axis=0).compute(4)), + ) + m1, s1 = ca1.mean_and_std(nthreads=1) + m4, s4 = ca4.mean_and_std(nthreads=4) + assert np.array_equal(m1, m4) + assert np.array_equal(s1, s4) + + +def test_compute_matches_source_across_threads(): + rng = np.random.default_rng(2) + data = rng.standard_normal((40, 4)).astype(np.float32) + assert np.array_equal(_toy_chunked(data, 8, 1).compute(1), data) + assert np.array_equal(_toy_chunked(data, 8, 5).compute(5), data) diff --git a/tests/test_pcst_fast.py b/tests/test_pcst_fast.py new file mode 100644 index 00000000..78f58fe6 --- /dev/null +++ b/tests/test_pcst_fast.py @@ -0,0 +1,11 @@ +import pcst_fast + + +def test_pcst_fast_sanity_on_numpy2() -> None: + """PyPI wheels for pcst-fast 1.0.10 need a source build with pybind11>=2.11.""" + edges = [[0, 1], [1, 2], [2, 3]] + prizes = [1.0, 1.0, 1.0, 1.0] + costs = [0.8, 1.8, 2.8] + nodes, edge_ids = pcst_fast.pcst_fast(edges, prizes, costs, -1, 1, "strong", 0) + assert list(nodes) == [0, 1] + assert list(edge_ids) == [0] diff --git a/tests/test_plots.py b/tests/test_plots.py new file mode 100644 index 00000000..b292cf5f --- /dev/null +++ b/tests/test_plots.py @@ -0,0 +1,140 @@ +import matplotlib +import networkx as nx +import pytest + +matplotlib.use("Agg") + +import scarf.plots as plots # noqa: E402 + + +def test_shade_scatter_continuous_panels_share_linear_limits(): + import matplotlib.pyplot as plt + import numpy as np + import pandas as pd + + x = np.linspace(-1.0, 1.0, 30) + dfs = [ + pd.DataFrame({"x": x, "y": x, "value": np.linspace(0.0, 1.0, 30)}), + pd.DataFrame({"x": x, "y": -x, "value": np.linspace(10.0, 20.0, 30)}), + ] + axes = plots.shade_scatter( + dfs, + pixels=32, + n_columns=2, + legend_ondata=False, + legend_onside=False, + show_fig=False, + ) + assert axes is not None + artists = [ + next(child for child in ax.get_children() if hasattr(child, "get_clim")) + for ax in axes.flat + ] + assert artists[0].get_clim() == pytest.approx(artists[1].get_clim()) + assert artists[0].norm.__class__.__name__ == "Normalize" + plt.close(axes.flat[0].figure) + + +def _assert_expected_tree_layout( + positions: dict[str, tuple[float, float]], +) -> None: + expected = { + "root": (1.2, 1.0), + "left": (0.4, 0.5), + "leaf": (0.4, 0.0), + "right": (2.0, 0.5), + } + assert positions.keys() == expected.keys() + for node, coordinates in expected.items(): + assert positions[node] == pytest.approx(coordinates) + + +def test_hierarchy_pos_directed_tree_uses_source_as_root(): + graph = nx.DiGraph( + [ + ("root", "left"), + ("root", "right"), + ("left", "leaf"), + ] + ) + + positions = plots.hierarchy_pos( + graph, + width=2.0, + vert_gap=0.5, + vert_loc=1.0, + ) + + _assert_expected_tree_layout(positions) + + branch_positions = plots.hierarchy_pos(graph, root="left") + assert branch_positions.keys() == {"left", "leaf"} + assert branch_positions["left"][1] == 0 + assert branch_positions["leaf"][1] == pytest.approx(-0.2) + + +def test_hierarchy_pos_undirected_tree_selects_root_deterministically(monkeypatch): + graph = nx.Graph( + [ + ("root", "left"), + ("root", "right"), + ("left", "leaf"), + ] + ) + choices = [] + + def choose_root(nodes): + choices.append(nodes) + return "root" + + monkeypatch.setattr(plots.np.random, "choice", choose_root) + + positions = plots.hierarchy_pos( + graph, + width=2.0, + vert_gap=0.5, + vert_loc=1.0, + ) + + assert len(choices) == 1 + assert set(choices[0]) == set(graph) + _assert_expected_tree_layout(positions) + + +@pytest.mark.parametrize( + "graph", + [ + pytest.param(nx.cycle_graph(3), id="cycle"), + pytest.param(nx.Graph([(0, 1), (2, 3)]), id="disconnected"), + ], +) +def test_hierarchy_pos_rejects_non_trees(graph): + with pytest.raises( + TypeError, + match="cannot use hierarchy_pos on a graph that is not a tree", + ): + plots.hierarchy_pos(graph, root=0) + + +@pytest.mark.parametrize( + ("titles", "panel_count", "expected"), + [ + (None, 3, None), + ("Only panel", 1, ["Only panel"]), + (["First", "Second"], 2, ["First", "Second"]), + (["Only panel"], 1, ["Only panel"]), + ], +) +def test_handle_titles_type_accepts_matching_titles(titles, panel_count, expected): + assert plots._handle_titles_type(titles, panel_count) == expected + + +@pytest.mark.parametrize( + ("titles", "panel_count"), + [ + pytest.param(["Only one"], 2, id="wrong-count"), + pytest.param("ab", 2, id="wrong-type"), + ], +) +def test_handle_titles_type_rejects_invalid_multi_panel_titles(titles, panel_count): + assert plots._handle_titles_type(titles, panel_count) is None diff --git a/tests/test_plotting_dependencies.py b/tests/test_plotting_dependencies.py new file mode 100644 index 00000000..c59e27c8 --- /dev/null +++ b/tests/test_plotting_dependencies.py @@ -0,0 +1,39 @@ +"""Optional plotting dependency error tests.""" + +import builtins + +import pytest + +from scarf.plotting._deps import ( + require_datashader, + require_kneed, + require_matplotlib, + require_seaborn, +) + + +@pytest.mark.parametrize( + ("loader", "blocked_package", "message"), + [ + (require_matplotlib, "matplotlib", "matplotlib"), + (require_seaborn, "seaborn", "seaborn"), + (require_datashader, "datashader", "datashader"), + (require_kneed, "kneed", "kneed"), + ], +) +def test_optional_dependency_errors_are_actionable( + monkeypatch, + loader, + blocked_package, + message, +): + original_import = builtins.__import__ + + def blocked_import(name, *args, **kwargs): + if name.split(".", 1)[0] == blocked_package: + raise ModuleNotFoundError(name) + return original_import(name, *args, **kwargs) + + monkeypatch.setattr(builtins, "__import__", blocked_import) + with pytest.raises(ImportError, match=message): + loader() diff --git a/tests/test_plotting_export.py b/tests/test_plotting_export.py new file mode 100644 index 00000000..d5ad8257 --- /dev/null +++ b/tests/test_plotting_export.py @@ -0,0 +1,120 @@ +"""Milestone D export and provenance tests.""" + +import json +import xml.etree.ElementTree as ET + +import matplotlib +import numpy as np +import pytest +from PIL import Image + +matplotlib.use("Agg") + +import scarf.plotting as splt + + +def test_tiff_export_exact_size_and_provenance_sidecar( + umap, leiden_clustering, datastore, tmp_path +): + result = splt.embedding( + datastore, + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + figsize=(3.0, 2.0), + show=False, + ) + path = tmp_path / "figure.tiff" + with matplotlib.rc_context({"savefig.bbox": "tight"}): + result.save(path, dpi=120, provenance_sidecar=True) + + with Image.open(path) as image: + assert image.format == "TIFF" + assert image.size == (360, 240) + assert image.tag_v2.get(259) == 5 # LZW compression + + sidecar = tmp_path / "figure.tiff.json" + payload = json.loads(sidecar.read_text()) + assert payload["provenance"]["renderer"] == "matplotlib" + assert payload["provenance"]["n_cells"] == len(datastore.cells.active_index("I")) + assert payload["figure"]["width_inches"] == pytest.approx(3.0) + assert payload["export"] == { + "dpi": 120.0, + "filename": "figure.tiff", + "format": "tiff", + } + assert "RNA_leiden_cluster" in payload["legends"][0]["label"] + result.close() + + +def test_svg_export_preserves_physical_size_under_tight_global_setting( + umap, datastore, tmp_path +): + result = splt.embedding( + datastore, + layout_key="RNA_UMAP", + figsize=(3.0, 2.0), + show=False, + ) + path = tmp_path / "figure.svg" + with matplotlib.rc_context({"savefig.bbox": "tight"}): + result.save(path, exact_size=True) + root = ET.parse(path).getroot() + assert root.attrib["width"] == "216pt" + assert root.attrib["height"] == "144pt" + result.close() + + +def test_save_provenance_handles_numpy_values( + umap, leiden_clustering, datastore, tmp_path +): + result = splt.embedding( + datastore, + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + show=False, + ) + result.provenance.extras["array"] = np.array([1, 2], dtype=np.int64) + result.provenance.extras["missing"] = np.float64(np.nan) + path = result.save_provenance(tmp_path / "plot.json") + payload = json.loads(path.read_text()) + assert payload["provenance"]["extras"]["array"] == [1, 2] + assert payload["provenance"]["extras"]["missing"] is None + result.close() + + +def test_export_validates_extension_and_dpi(umap, datastore, tmp_path): + result = splt.embedding( + datastore, + layout_key="RNA_UMAP", + show=False, + ) + with pytest.raises(ValueError, match="file extension"): + result.save(tmp_path / "no_extension") + with pytest.raises(ValueError, match="dpi must be positive"): + result.save(tmp_path / "plot.png", dpi=0) + with pytest.raises(ValueError, match="Unsupported export format"): + result.save(tmp_path / "plot.unsupported") + cropped = result.save(tmp_path / "plot.png", exact_size=False) + assert cropped.exists() + result.close() + + +def test_embedding_rasterization_threshold(umap, datastore): + vector = splt.embedding( + datastore, + layout_key="RNA_UMAP", + rasterize_threshold=10**9, + show=False, + ) + rasterized = splt.embedding( + datastore, + layout_key="RNA_UMAP", + rasterize_threshold=0, + show=False, + ) + vector_collection = next(iter(vector.axes.values())).collections[0] + raster_collection = next(iter(rasterized.axes.values())).collections[0] + assert vector_collection.get_rasterized() is False + assert raster_collection.get_rasterized() is True + vector.close() + rasterized.close() diff --git a/tests/test_plotting_facades.py b/tests/test_plotting_facades.py new file mode 100644 index 00000000..a4de06e6 --- /dev/null +++ b/tests/test_plotting_facades.py @@ -0,0 +1,96 @@ +"""Delegation tests for specialized plotting facades.""" + +import numpy as np +import pandas as pd + +import scarf.plots as legacy_plots +import scarf.plotting as splt + + +def test_diagnostic_facades_forward_public_arguments(monkeypatch): + calls = {} + + def plot_qc(**kwargs): + calls["qc"] = kwargs + return "qc-result" + + def plot_elbow(values, *, figsize): + calls["elbow"] = (values, figsize) + + def plot_graph_qc(graph): + calls["graph"] = graph + + def plot_mean_var(**kwargs): + calls["hvg"] = kwargs + + monkeypatch.setattr(legacy_plots, "plot_qc", plot_qc) + monkeypatch.setattr(legacy_plots, "plot_elbow", plot_elbow) + monkeypatch.setattr(legacy_plots, "plot_graph_qc", plot_graph_qc) + monkeypatch.setattr(legacy_plots, "plot_mean_var", plot_mean_var) + + frame = pd.DataFrame({"groups": ["a"], "metric": [1.0]}) + assert splt.qc(frame, figsize=(3, 2), show=False) == "qc-result" + splt.elbow([0.5, 0.3], figsize=(4, 2)) + graph = object() + splt.graph_qc(graph) + splt.highly_variable_features( + np.array([1.0]), + np.array([2.0]), + np.array([3]), + np.array([True]), + point_sizes=(4, 20), + ) + + assert calls["qc"]["fig_size"] == (3, 2) + assert calls["qc"]["show_fig"] is False + assert calls["elbow"] == ([0.5, 0.3], (4, 2)) + assert calls["graph"] is graph + assert calls["hvg"]["ss"] == (4, 20) + + +class _FacadeStore: + def __init__(self): + self.calls = {} + + def plot_marker_heatmap(self, **kwargs): + self.calls["marker"] = kwargs + + def plot_cluster_tree(self, **kwargs): + self.calls["tree"] = kwargs + + def plot_pseudotime_heatmap(self, **kwargs): + self.calls["pseudotime"] = kwargs + + +def test_heatmap_facades_forward_arguments(): + store = _FacadeStore() + splt.marker_heatmap( + store, + group_key="cluster", + topn=7, + show_fig=False, + figsize=(4, 6), + ) + target = object() + splt.cluster_tree( + store, + cluster_key="cluster", + color_key={"a": "red"}, + ax=target, + show_fig=False, + ) + splt.pseudotime_heatmap( + store, + pseudotime_key="trajectory", + show_features=["GeneA"], + show_fig=False, + ) + + assert store.calls["marker"]["group_key"] == "cluster" + assert store.calls["marker"]["topn"] == 7 + assert store.calls["marker"]["figsize"] == (4, 6) + assert store.calls["marker"]["show_fig"] is False + assert store.calls["tree"]["ax"] is target + assert store.calls["tree"]["color_key"] == {"a": "red"} + assert store.calls["pseudotime"]["pseudotime_key"] == "trajectory" + assert store.calls["pseudotime"]["show_features"] == ["GeneA"] diff --git a/tests/test_plotting_figure_helpers.py b/tests/test_plotting_figure_helpers.py new file mode 100644 index 00000000..366a8224 --- /dev/null +++ b/tests/test_plotting_figure_helpers.py @@ -0,0 +1,88 @@ +"""Figure ownership and composition helper tests.""" + +import matplotlib +import numpy as np +import pytest + +matplotlib.use("Agg") + +import matplotlib.pyplot as plt + +import scarf.plotting as splt +from scarf.plotting._figure import as_2d_axes_array, normalize_axes_target + + +def test_normalize_axes_target_accepts_mappings_and_sequences(): + fig, axes = plt.subplots(1, 2) + _, mapped, owns = normalize_axes_target( + {"left": axes[0], "right": axes[1]}, + panel_keys=["left", "right"], + figsize=None, + ) + assert owns is False + assert mapped == {"left": axes[0], "right": axes[1]} + + _, sequenced, owns = normalize_axes_target( + axes, + panel_keys=["left", "right"], + figsize=None, + ) + assert owns is False + assert list(sequenced.values()) == list(axes) + plt.close(fig) + + +def test_normalize_axes_target_rejects_invalid_ownership(): + fig_a, ax_a = plt.subplots() + fig_b, ax_b = plt.subplots() + with pytest.raises(KeyError, match="missing panel keys"): + normalize_axes_target( + {"left": ax_a}, + panel_keys=["left", "right"], + figsize=None, + ) + with pytest.raises(ValueError, match="same figure"): + normalize_axes_target( + [ax_a, ax_b], + panel_keys=["left", "right"], + figsize=None, + ) + with pytest.raises(TypeError, match="single Axes"): + normalize_axes_target( + ax_a, + panel_keys=["left", "right"], + figsize=None, + ) + plt.close(fig_a) + plt.close(fig_b) + + +def test_panel_labels_legend_collection_and_axes_normalization( + umap, leiden_clustering, datastore +): + first = splt.embedding( + datastore, + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + show=False, + ) + second = splt.embedding( + datastore, + layout_key="RNA_UMAP", + color_by="RNA_nCounts", + show=False, + ) + axes = list(first.axes.values()) + splt.label_panels(first.axes) + assert axes[0].texts[-1].get_text() == "A" + with pytest.raises(ValueError, match="labels length"): + splt.label_panels(first.axes, labels=["A", "B"]) + + legends = splt.collect_legends(first.figure, [first, second]) + assert legends == first.legends + second.legends + assert as_2d_axes_array(axes[0]).shape == (1, 1) + assert as_2d_axes_array(np.asarray(axes)).shape == (1, 1) + with pytest.raises(ValueError, match="in_ax is None"): + as_2d_axes_array(None) + first.close() + second.close() diff --git a/tests/test_plotting_foundation.py b/tests/test_plotting_foundation.py new file mode 100644 index 00000000..88c62376 --- /dev/null +++ b/tests/test_plotting_foundation.py @@ -0,0 +1,1157 @@ +"""Compatibility snapshots and basic scarf.plotting tests.""" + +import inspect +import subprocess +import sys +from pathlib import Path + +import matplotlib + +matplotlib.use("Agg") + +import numpy as np +import pandas as pd +import pytest + +import scarf.plots as plots +import scarf.plotting as splt +from scarf.datastore.datastore import DataStore +from scarf.datastore.mapping_datastore import MappingDatastore + + +def test_import_plotting_exports(): + assert callable(splt.embedding) + assert callable(splt.dotplot) + assert callable(splt.matrixplot) + assert callable(splt.composition) + assert splt.FeatureRef is not None + + +def test_plotting_modules_import_without_optional_dependencies(): + script = """ +import builtins +import pandas as pd + +original_import = builtins.__import__ + +def block_plotting_dependencies(name, *args, **kwargs): + if name.split(".", 1)[0] in {"matplotlib", "seaborn", "datashader", "kneed"}: + raise ModuleNotFoundError(name) + return original_import(name, *args, **kwargs) + +builtins.__import__ = block_plotting_dependencies +import scarf +import scarf.plots +import scarf.plotting +try: + scarf.plots.plot_elbow([1.0, 0.5]) +except ImportError as exc: + assert "scarf[extra]" in str(exc) +else: + raise AssertionError("plot use should require optional dependencies") +try: + scarf.plots.plot_qc(pd.DataFrame({"groups": ["a"], "value": [1.0]})) +except ImportError as exc: + assert "scarf[extra]" in str(exc) +else: + raise AssertionError("plot use should require matplotlib") +""" + completed = subprocess.run( + [sys.executable, "-c", script], + cwd=Path(__file__).resolve().parents[1], + capture_output=True, + text=True, + check=False, + ) + assert completed.returncode == 0, completed.stderr + + +def test_plots_no_longer_sets_global_svg_fonttype_on_import(): + # Import already happened; ensure the module does not require the old global default. + # Regression: plots.py must not assign plt.rcParams at import time. + import scarf.plots as p + + src = inspect.getsource(p) + assert 'plt.rcParams["svg.fonttype"]' not in src + assert "CUSTOM_PALETTES" in src or "custom_palettes" in src + + +def test_legacy_signature_snapshots(): + expected = { + plots.plot_scatter: ( + "dfs", + "in_ax", + "width", + "height", + "default_color", + "color_map", + "color_key", + "mask_values", + "mask_name", + "mask_color", + "point_size", + "ax_label_size", + "frame_offset", + "spine_width", + "spine_color", + "displayed_sides", + "legend_ondata", + "legend_onside", + "legend_size", + "legends_per_col", + "titles", + "title_size", + "hide_title", + "cbar_shrink", + "marker_scale", + "lspacing", + "cspacing", + "savename", + "dpi", + "force_ints_as_cats", + "n_columns", + "w_pad", + "h_pad", + "show_fig", + "scatter_kwargs", + ), + plots.shade_scatter: ( + "dfs", + "in_ax", + "figsize", + "pixels", + "spread_px", + "spread_threshold", + "min_alpha", + "color_map", + "color_key", + "mask_values", + "mask_name", + "mask_color", + "ax_label_size", + "frame_offset", + "spine_width", + "spine_color", + "displayed_sides", + "legend_ondata", + "legend_onside", + "legend_size", + "legends_per_col", + "titles", + "title_size", + "hide_title", + "cbar_shrink", + "marker_scale", + "lspacing", + "cspacing", + "savename", + "dpi", + "force_ints_as_cats", + "n_columns", + "w_pad", + "h_pad", + "show_fig", + ), + plots.plot_qc: ( + "data", + "color", + "cmap", + "fig_size", + "label_size", + "title_size", + "sup_title", + "sup_title_size", + "scatter_size", + "max_points", + "show_on_single_row", + "show_fig", + ), + DataStore.plot_layout: ( + "self", + "from_assay", + "cell_key", + "layout_key", + "color_by", + "subselection_key", + "size_vals", + "clip_fraction", + "width", + "height", + "default_color", + "cmap", + "color_key", + "mask_values", + "mask_name", + "mask_color", + "point_size", + "do_shading", + "shade_npixels", + "shade_min_alpha", + "spread_pixels", + "spread_threshold", + "ax_label_size", + "frame_offset", + "spine_width", + "spine_color", + "displayed_sides", + "legend_ondata", + "legend_onside", + "legend_size", + "legends_per_col", + "title", + "title_size", + "hide_title", + "cbar_shrink", + "marker_scale", + "lspacing", + "cspacing", + "shuffle_df", + "sort_values", + "savename", + "save_dpi", + "ax", + "force_ints_as_cats", + "n_columns", + "w_pad", + "h_pad", + "show_fig", + "scatter_kwargs", + "use_plotting", + ), + MappingDatastore.plot_unified_layout: ( + "self", + "from_assay", + "layout_key", + "show_target_only", + "ref_name", + "target_groups", + "width", + "height", + "cmap", + "color_key", + "mask_color", + "point_size", + "ax_label_size", + "frame_offset", + "spine_width", + "spine_color", + "displayed_sides", + "legend_ondata", + "legend_onside", + "legend_size", + "legends_per_col", + "title", + "title_size", + "hide_title", + "cbar_shrink", + "marker_scale", + "lspacing", + "cspacing", + "savename", + "save_dpi", + "ax", + "force_ints_as_cats", + "n_columns", + "w_pad", + "h_pad", + "scatter_kwargs", + "shuffle_zorder", + "show_fig", + ), + DataStore.plot_cells_dists: ( + "self", + "from_assay", + "cols", + "cell_key", + "group_key", + "color", + "cmap", + "fig_size", + "label_size", + "title_size", + "sup_title", + "sup_title_size", + "scatter_size", + "max_points", + "show_on_single_row", + "show_fig", + ), + DataStore.plot_marker_heatmap: ( + "self", + "from_assay", + "group_key", + "cell_key", + "topn", + "log_transform", + "vmin", + "vmax", + "savename", + "save_dpi", + "show_fig", + "heatmap_kwargs", + ), + DataStore.plot_cluster_tree: ( + "self", + "from_assay", + "cell_key", + "feat_key", + "cluster_key", + "fill_by_value", + "force_ints_as_cats", + "width", + "lvr_factor", + "vert_gap", + "min_node_size", + "node_size_multiplier", + "node_power", + "root_size", + "non_leaf_size", + "show_labels", + "fontsize", + "root_color", + "non_leaf_color", + "cmap", + "color_key", + "edgecolors", + "edgewidth", + "alpha", + "figsize", + "ax", + "show_fig", + "savename", + "save_dpi", + ), + DataStore.plot_pseudotime_heatmap: ( + "self", + "from_assay", + "cell_key", + "feat_key", + "feature_cluster_key", + "pseudotime_key", + "show_features", + "width", + "height", + "vmin", + "vmax", + "heatmap_cmap", + "pseudotime_cmap", + "clusterbar_cmap", + "tick_fontsize", + "axis_fontsize", + "feature_label_fontsize", + "savename", + "save_dpi", + "show_fig", + ), + } + for function, parameter_names in expected.items(): + assert tuple(inspect.signature(function).parameters) == parameter_names + + +def test_color_key_not_mutated(): + df = pd.DataFrame({"x": [0.0, 1.0], "y": [0.0, 1.0], "g": ["a", "b"]}) + color_key = {"a": "#111111", "b": "#222222"} + original = dict(color_key) + plots.plot_scatter( + [df], + color_key=color_key, + force_ints_as_cats=True, + show_fig=False, + legend_ondata=False, + legend_onside=False, + ) + assert color_key == original + + +def test_mask_values_list_not_mutated(): + df = pd.DataFrame( + {"x": [0.0, 1.0, 2.0], "y": [0.0, 1.0, 2.0], "g": ["a", "b", "c"]} + ) + mask_values = ["c"] + original = list(mask_values) + plots.plot_scatter( + [df], + mask_values=mask_values, + show_fig=False, + legend_ondata=False, + legend_onside=False, + ) + assert mask_values == original + + +def test_legacy_scatter_does_not_mutate_dataframes(): + df = pd.DataFrame( + { + "x": [0.0, 1.0, 2.0], + "y": [0.0, 1.0, 2.0], + "group": [1, 2, 1], + } + ) + original = df.copy(deep=True) + scatter_kwargs = {"c": "red", "s": 5} + original_kwargs = dict(scatter_kwargs) + plots.plot_scatter( + [df], + force_ints_as_cats=True, + show_fig=False, + legend_ondata=False, + legend_onside=False, + scatter_kwargs=scatter_kwargs, + ) + pd.testing.assert_frame_equal(df, original) + assert scatter_kwargs == original_kwargs + + +def test_bare_axes_accepted_by_plot_scatter(): + fig, ax = matplotlib.pyplot.subplots() + df = pd.DataFrame({"x": [0.0, 1.0], "y": [0.0, 1.0], "g": [0.1, 0.9]}) + out = plots.plot_scatter([df], in_ax=ax, show_fig=False, legend_onside=False) + assert out is not None + matplotlib.pyplot.close(fig) + + +def test_continuous_nan_not_filled_as_zero(): + df = pd.DataFrame( + {"x": [0.0, 1.0, 2.0], "y": [0.0, 1.0, 2.0], "v": [0.0, np.nan, 1.0]} + ) + out = plots.plot_scatter( + [df], show_fig=False, legend_onside=False, mask_color="#ff00ff" + ) + assert out is not None + matplotlib.pyplot.close("all") + + +def test_plot_qc_with_groups_first_column(): + data = pd.DataFrame( + { + "groups": ["a", "a", "b", "b"], + "nCounts": [10.0, 12.0, 20.0, 22.0], + "nFeatures": [5.0, 6.0, 8.0, 9.0], + } + ) + fig = plots.plot_qc(data, show_fig=False) + assert fig is not None + # Two metric panels + assert len(fig.axes) >= 2 + matplotlib.pyplot.close(fig) + + +def test_study_design_allows_pairing_rejects_tech_rep(): + design = splt.StudyDesign( + sample_by="sample", subject_by="donor", condition_by="time" + ) + assert design.subject_by == "donor" + with pytest.raises(NotImplementedError, match="technical_replicate_by"): + splt.StudyDesign(sample_by="sample", technical_replicate_by="lane") + + +def test_size_scale_maps_fraction_to_area(): + scale = splt.SizeScale(vmin=0, vmax=1, size_min=10, size_max=200) + areas = scale.areas(np.array([0.0, 0.5, 1.0])) + assert areas[0] == pytest.approx(10) + assert areas[1] == pytest.approx(105) + assert areas[2] == pytest.approx(200) + + +def test_plotting_contracts_reject_invalid_values(): + with pytest.raises(ValueError, match="source"): + splt.NormalizationSpec(source="scaled") + with pytest.raises(ValueError, match="quantiles"): + splt.ColorScale(quantiles=(0.9, 0.1)) + with pytest.raises(ValueError, match="vmax"): + splt.ColorScale(vmin=2, vmax=1) + with pytest.raises(ValueError, match="size range"): + splt.SizeScale(size_min=20, size_max=10) + with pytest.raises(ValueError, match="kind"): + splt.CellField("group", kind="ordinal") + + +def test_equal_weight_sample_aggregation_fixture(): + """Two samples of very different size must weight equally.""" + ps = pd.DataFrame( + { + "sample": ["A", "B"], + "group": ["g1", "g1"], + "feature": ["f1", "f1"], + "mean": [1.0, 10.0], + "fraction": [0.1, 0.9], + "n_cells": [10, 1000], + } + ) + agg = ( + ps.groupby(["group", "feature"], observed=False) + .agg( + mean=("mean", "mean"), + fraction=("fraction", "mean"), + n_cells=("n_cells", "sum"), + ) + .reset_index() + ) + assert len(agg) == 1 + assert agg["mean"].iloc[0] == pytest.approx(5.5) + assert agg["fraction"].iloc[0] == pytest.approx(0.5) + # Cell-weighted would be ~9.91, not 5.5 + cell_weighted = np.average(ps["mean"], weights=ps["n_cells"]) + assert cell_weighted == pytest.approx(9.910891, rel=1e-5) + assert agg["mean"].iloc[0] != pytest.approx(cell_weighted) + + +def test_embedding_dotplot_matrixplot_on_fixture(umap, leiden_clustering, datastore): + ds = datastore + # point_sizes and sort_values are the clever legacy behaviors to preserve + n = len(ds.cells.fetch("I", key="I")) + sizes = np.linspace(5, 40, n) + emb = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + point_sizes=sizes, + sort_values=False, + show=False, + ) + assert emb.owns_figure + assert len(emb.axes) == 1 + assert next(iter(emb.axes.values())).get_legend() is not None + emb.close() + + # Gene coloring with sort_values (high expression on top) + names = ds.RNA.feats.fetch_all("names") + gene = str(names[0]) + emb2 = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by=gene, + sort_values=True, + show=False, + ) + assert emb2.provenance.extras.get("sort_values") is True + emb2.close() + + dp = splt.dotplot( + ds, + features=[gene], + group_by="RNA_leiden_cluster", + show=False, + ) + assert "aggregate" in dp.tables + assert "mean" in dp.tables["aggregate"].columns + assert "fraction" in dp.tables["aggregate"].columns + assert dp.provenance.n_cells == len(ds.cells.active_index("I")) + assert next(iter(dp.axes.values())).get_legend() is not None + dp.close() + + mp = splt.matrixplot( + ds, + features=[gene], + group_by="RNA_leiden_cluster", + show=False, + ) + assert "matrix" in mp.tables + assert mp.provenance.n_cells == len(ds.cells.active_index("I")) + mp.close() + + +def test_feature_ref_duplicate_raises(datastore): + # Looking up by a nonsense name + with pytest.raises(KeyError): + splt.FeatureRef # noqa: B018 — ensure import path + from scarf.plotting._data import resolve_feature + + resolve_feature(datastore, "___not_a_real_feature___") + + +def test_caller_owned_target(umap, datastore): + import matplotlib.pyplot as plt + + fig, ax = plt.subplots() + result = splt.embedding( + datastore, + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + target=ax, + show=False, + ) + assert result.owns_figure is False + result.close() # must not close foreign figure + assert plt.fignum_exists(fig.number) + plt.close(fig) + + +def test_summary_and_composition_accept_foreign_targets( + umap, leiden_clustering, datastore +): + import matplotlib.pyplot as plt + + ds = datastore + gene = str(ds.RNA.feats.fetch_all("names")[0]) + fig, axes = plt.subplots(1, 3) + results = [ + splt.dotplot( + ds, + features=[gene], + group_by="RNA_leiden_cluster", + target=axes[0], + show=False, + ), + splt.matrixplot( + ds, + features=[gene], + group_by="RNA_leiden_cluster", + target=axes[1], + show=False, + ), + splt.composition( + ds, + category_by="RNA_leiden_cluster", + kind="stacked", + target=axes[2], + show=False, + ), + ] + assert all(result.owns_figure is False for result in results) + for result in results: + result.close() + assert plt.fignum_exists(fig.number) + plt.close(fig) + + +def test_sample_by_equal_weight_on_datastore(umap, leiden_clustering, datastore): + from scarf.plotting._data import summarize_features_by_group + + ds = datastore + active_n = len(ds.cells.active_index("I")) + # Unbalanced samples among active cells: 5 vs rest + sample = np.array(["big"] * active_n, dtype=object) + sample[:5] = "small" + ds.cells.insert("plot_sample_id", sample, overwrite=True) + + gene = str(ds.RNA.feats.fetch_all("names")[0]) + agg, per = summarize_features_by_group( + ds, + features=[gene], + group_by="RNA_leiden_cluster", + sample_by="plot_sample_id", + ) + assert per is not None + assert set(per["sample"].unique()) == {"big", "small"} + + # For each group×feature present in both samples, aggregate mean == + # unweighted mean of per-sample means (not cell-weighted). + both = per.groupby(["RNA_leiden_cluster", "feature"], observed=False)[ + "sample" + ].nunique() + shared = both[both == 2].index + assert len(shared) > 0 + for cluster, feature in shared: + rows = per[(per["RNA_leiden_cluster"] == cluster) & (per["feature"] == feature)] + expected = float(rows["mean"].mean()) + cell_weighted = float(np.average(rows["mean"], weights=rows["n_cells"])) + got = float( + agg.loc[ + (agg["RNA_leiden_cluster"] == cluster) & (agg["feature"] == feature), + "mean", + ].iloc[0] + ) + assert got == pytest.approx(expected, rel=1e-6, abs=1e-8) + # When sample sizes and per-sample means differ, equal-weight != cell-weight + if ( + rows["n_cells"].nunique() > 1 + and rows["mean"].nunique() > 1 + and not np.allclose(rows["mean"], 0) + ): + assert got != pytest.approx(cell_weighted, rel=1e-3) + + dp = splt.dotplot( + ds, + features=[gene], + group_by="RNA_leiden_cluster", + sample_by="plot_sample_id", + show=False, + ) + assert "per_sample" in dp.tables + assert "n_samples" in dp.tables["aggregate"].columns + assert dp.provenance.n_samples == 2 + assert dp.provenance.extras["dropped_sample_cells"] == 0 + dp.close() + + +def test_facet_shared_color_limits(umap, datastore): + ds = datastore + active_n = len(ds.cells.active_index("I")) + condition = np.array(["low"] * active_n, dtype=object) + condition[active_n // 2 :] = "high" + score = np.zeros(active_n, dtype=np.float64) + score[condition == "low"] = np.linspace(0.0, 1.0, int((condition == "low").sum())) + score[condition == "high"] = np.linspace( + 10.0, 11.0, int((condition == "high").sum()) + ) + ds.cells.insert("plot_condition", condition, overwrite=True) + ds.cells.insert("plot_score", score, overwrite=True) + + result = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by=splt.CellField("plot_score", kind="continuous"), + facet_by="plot_condition", + facet_order=["low", "high"], + show=False, + ) + limits = result.provenance.extras["color_limits"] + assert "plot_score" in limits + vmin, vmax = limits["plot_score"] + assert vmin == pytest.approx(0.0, abs=1e-6) + assert vmax == pytest.approx(11.0, abs=1e-6) + # Both facet panels must exist and share coordinate limits + assert len(result.axes) == 2 + xlims = {ax.get_xlim() for ax in result.axes.values()} + ylims = {ax.get_ylim() for ax in result.axes.values()} + assert len(xlims) == 1 + assert len(ylims) == 1 + result.close() + + panel_result = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by=splt.CellField("plot_score", kind="continuous"), + facet_by="plot_condition", + facet_order=["low", "high"], + color_scale=splt.ColorScale(scope="panel"), + show=False, + ) + panel_limits = list(panel_result.provenance.extras["color_limits"].values()) + assert panel_limits[0] == pytest.approx((0.0, 1.0)) + assert panel_limits[1] == pytest.approx((10.0, 11.0)) + assert len(panel_result.figure.axes) == 4 + panel_result.close() + + ds.cells.insert("plot_score_scaled", score * 10, overwrite=True) + shared_result = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by=[ + splt.CellField("plot_score", kind="continuous"), + splt.CellField("plot_score_scaled", kind="continuous"), + ], + color_scale=splt.ColorScale(scope="shared"), + show=False, + ) + shared_limits = list(shared_result.provenance.extras["color_limits"].values()) + assert shared_limits[0] == pytest.approx(shared_limits[1]) + assert shared_limits[1][1] == pytest.approx(110.0) + shared_result.close() + + +def test_composition_and_export(umap, leiden_clustering, datastore, tmp_path): + ds = datastore + active_n = len(ds.cells.active_index("I")) + sample = np.array([f"s{i % 3}" for i in range(active_n)], dtype=object) + ds.cells.insert("plot_comp_sample", sample, overwrite=True) + + result = splt.composition( + ds, + category_by="RNA_leiden_cluster", + sample_by="plot_comp_sample", + kind="per_sample", + show=False, + ) + assert "per_sample" in result.tables + out = result.save(tmp_path / "composition.png", dpi=100) + assert out.exists() and out.stat().st_size > 0 + result.close() + + stacked = splt.composition( + ds, + category_by="RNA_leiden_cluster", + sample_by="plot_comp_sample", + show=False, + ) + pdf = stacked.save(tmp_path / "composition.pdf", exact_size=True) + assert pdf.exists() + stacked.close() + + +def test_feature_plotting_uses_pure_normalization_adapter(umap, datastore, monkeypatch): + ds = datastore + assay = ds.RNA + prev_method = assay.normMethod + prev_scalar = getattr(assay, "scalar", None) + gene = str(assay.feats.fetch_all("names")[0]) + + def fail_if_called(*args, **kwargs): + raise AssertionError("plotting must not call stateful assay.normed()") + + monkeypatch.setattr(assay, "normed", fail_if_called) + result = splt.embedding( + ds, layout_key="RNA_UMAP", color_by=gene, sort_values=True, show=False + ) + result.close() + assert assay.normMethod is prev_method + assert getattr(assay, "scalar", None) is prev_scalar + + +def test_normalization_spec_supports_raw_and_log1p(datastore): + from scarf.plotting._data import ( + fetch_normalized_feature_matrix, + resolve_feature, + ) + from scarf.utils import controlled_compute + + assay = datastore.RNA + cell_idx = datastore.cells.active_index("I") + gene = str(assay.feats.fetch_all("names")[0]) + resolved = [resolve_feature(datastore, gene)] + raw = fetch_normalized_feature_matrix( + datastore, + resolved, + cell_idx, + normalization=splt.NormalizationSpec(source="raw"), + ) + expected_raw = controlled_compute( + assay.rawData[:, [resolved[0].indices[0]]][cell_idx, :], + datastore.nthreads, + ) + normalized = fetch_normalized_feature_matrix( + datastore, + resolved, + cell_idx, + normalization=splt.NormalizationSpec(), + ) + logged = fetch_normalized_feature_matrix( + datastore, + resolved, + cell_idx, + normalization=splt.NormalizationSpec(transform="log1p"), + ) + assert np.array_equal(raw, expected_raw) + assert np.allclose(logged, np.log1p(normalized)) + + +def test_figsize_rejected_with_owned_target(umap, datastore): + import matplotlib.pyplot as plt + + fig, ax = plt.subplots() + with pytest.raises(ValueError, match="figsize"): + splt.embedding( + datastore, + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + target=ax, + figsize=(3, 3), + show=False, + ) + plt.close(fig) + + +def test_multi_gene_by_condition_embedding(umap, datastore): + ds = datastore + active_n = len(ds.cells.active_index("I")) + condition = np.array(["ctrl"] * active_n, dtype=object) + condition[active_n // 2 :] = "stim" + ds.cells.insert("plot_condition_mg", condition, overwrite=True) + + names = [str(x) for x in ds.RNA.feats.fetch_all("names")[:2]] + result = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by=names, + facet_by="plot_condition_mg", + facet_order=["ctrl", "stim"], + sort_values=True, + show=False, + ) + assert result.provenance.extras["n_colors"] == 2 + assert result.provenance.extras["n_facets"] == 2 + assert len(result.axes) == 4 + limits = result.provenance.extras["color_limits"] + for gene in names: + assert gene in limits + vmin, vmax = limits[gene] + assert vmax >= vmin + # Panel keys are (gene, condition) + for gene in names: + for cond in ("ctrl", "stim"): + assert (gene, cond) in result.axes + result.close() + + +def test_resolve_feature_by_index(datastore): + from scarf.plotting._data import resolve_feature + + resolved = resolve_feature( + datastore, splt.FeatureRef(value=0, by="index", assay="RNA") + ) + assert resolved.indices == (0,) + assert resolved.assay == "RNA" + assert resolved.label + + +def test_label_panels_and_collect_legends(umap, datastore): + import matplotlib.pyplot as plt + + ds = datastore + fig, axes = plt.subplot_mosaic([["A", "B"]], figsize=(6, 3)) + a = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + target=axes["A"], + show=False, + ) + gene = str(ds.RNA.feats.fetch_all("names")[0]) + b = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by=gene, + target=axes["B"], + show=False, + ) + splt.label_panels({"A": axes["A"], "B": axes["B"]}, labels=["A", "B"]) + legends = splt.collect_legends(fig, [a, b]) + assert len(legends) >= 1 + a.close() + b.close() + plt.close(fig) + + +def test_legacy_mutable_copy_helper(): + from scarf.plotting._legacy import copy_plot_mutables + + color_key = {"a": "#000"} + mask_values = ["x"] + sk = {"lw": 0.2} + ck2, mv2, sk2 = copy_plot_mutables( + color_key=color_key, mask_values=mask_values, scatter_kwargs=sk + ) + assert ck2 is not color_key and ck2 == color_key + assert mv2 is not mask_values and mv2 == mask_values + ck2["b"] = "#fff" + mv2.append("y") + assert "b" not in color_key + assert mask_values == ["x"] + + +def test_plot_layout_bridge_still_blocked_by_default(): + from scarf.plotting._legacy import plot_layout_bridge_blockers + + blockers = plot_layout_bridge_blockers( + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + do_shading=False, + mask_values=None, + subset_by=None, + shuffle_df=False, + legend_ondata=True, + legend_onside=True, + force_ints_as_cats=True, + clip_fraction=0.01, + ax=None, + use_plotting=False, + ) + assert blockers == ("bridge_not_enabled",) + + ok = plot_layout_bridge_blockers( + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + do_shading=False, + mask_values=None, + subset_by=None, + shuffle_df=False, + legend_ondata=True, + legend_onside=True, + force_ints_as_cats=True, + clip_fraction=0.01, + ax=None, + use_plotting=True, + ) + assert ok == () + + shaded = plot_layout_bridge_blockers( + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + do_shading=True, + mask_values=None, + subset_by=None, + shuffle_df=False, + legend_ondata=False, + legend_onside=False, + force_ints_as_cats=False, + clip_fraction=0.0, + ax=None, + use_plotting=True, + ) + assert "do_shading" in shaded + + +def test_plot_layout_use_plotting_bridge(umap, leiden_clustering, datastore): + result = datastore.plot_layout( + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + show_fig=False, + use_plotting=True, + ) + assert isinstance(result, splt.PlotResult) + assert "embedding" in result.provenance.notes + result.close() + + categories = sorted(pd.unique(datastore.cells.fetch("RNA_leiden_cluster"))) + palette = { + value: f"#{((index + 1) * 123457) % 0xFFFFFF:06x}" + for index, value in enumerate(categories) + } + colored = datastore.plot_layout( + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + color_key=palette, + show_fig=False, + use_plotting=True, + ) + assert isinstance(colored, splt.PlotResult) + categorical_scales = [ + scale for scale in colored.scales if isinstance(scale, splt.CategoricalScale) + ] + assert categorical_scales[0].palette == palette + colored.close() + + legacy = datastore.plot_layout( + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + title="Custom title", + show_fig=False, + use_plotting=True, + ) + assert not isinstance(legacy, splt.PlotResult) + matplotlib.pyplot.close("all") + + +def test_paired_composition_draws_subject_lines(umap, leiden_clustering, datastore): + ds = datastore + active_n = len(ds.cells.active_index("I")) + sample = np.array([f"s{i % 6}" for i in range(active_n)], dtype=object) + subject = np.array([f"d{i % 3}" for i in range(active_n)], dtype=object) + condition = np.array( + ["before" if i % 6 < 3 else "after" for i in range(active_n)], + dtype=object, + ) + # Two samples per subject (s0,s3 -> d0; s1,s4 -> d1; s2,s5 -> d2) + ds.cells.insert("plot_pair_sample", sample, overwrite=True) + ds.cells.insert("plot_pair_subject", subject, overwrite=True) + ds.cells.insert("plot_pair_condition", condition, overwrite=True) + + result = splt.composition( + ds, + category_by="RNA_leiden_cluster", + study_design=splt.StudyDesign( + sample_by="plot_pair_sample", + subject_by="plot_pair_subject", + condition_by="plot_pair_condition", + ), + kind="per_sample", + show=False, + ) + assert "subject" in result.tables["per_sample"].columns + assert result.provenance.extras["n_pair_lines"] >= 1 + assert any("paired_by=subject" in n for n in result.provenance.notes) + result.close() + + +def test_paired_composition_requires_condition(leiden_clustering, datastore): + with pytest.raises(ValueError, match="requires condition_by"): + splt.composition( + datastore, + category_by="RNA_leiden_cluster", + sample_by="RNA_leiden_cluster", + subject_by="RNA_leiden_cluster", + kind="per_sample", + show=False, + ) + + +def test_embedding_clip_and_subset(umap, datastore): + ds = datastore + active_n = len(ds.cells.active_index("I")) + keep = np.zeros(active_n, dtype=bool) + keep[: max(10, active_n // 2)] = True + ds.cells.insert("plot_keep", keep, overwrite=True) + gene = str(ds.RNA.feats.fetch_all("names")[0]) + result = splt.embedding( + ds, + layout_key="RNA_UMAP", + color_by=gene, + clip_fraction=0.01, + subset_by="plot_keep", + show=False, + ) + assert result.provenance.extras["clip_fraction"] == 0.01 + assert result.provenance.extras["subset_by"] == "plot_keep" + result.close() + + +def test_distribution_violin(umap, leiden_clustering, datastore): + ds = datastore + result = splt.distribution( + ds, + keys=["RNA_nCounts", "RNA_nFeatures"], + group_by="RNA_leiden_cluster", + kind="violin", + max_points=200, + seed=1, + show=False, + ) + assert len(result.axes) == 2 + assert "RNA_nCounts" in result.tables + assert result.provenance.extras["approximate"] is True + assert "subsampled_display" in result.provenance.notes + result.close() + + gene = str(ds.RNA.feats.fetch_all("names")[0]) + result2 = splt.distribution(ds, keys=gene, kind="box", max_points=100, show=False) + assert len(result2.axes) == 1 + result2.close() + + +def test_distribution_hist_and_ecdf(umap, leiden_clustering, datastore): + ds = datastore + hist = splt.distribution( + ds, + keys="RNA_nCounts", + group_by="RNA_leiden_cluster", + kind="hist", + bins=20, + show=False, + ) + assert hist.provenance.extras["bins"] == 20 + assert hist.provenance.extras["approximate"] is False + ax = next(iter(hist.axes.values())) + n_groups = len(np.unique(ds.cells.fetch("RNA_leiden_cluster"))) + assert len(ax.patches) == n_groups * 20 + first_bins = [(patch.get_x(), patch.get_width()) for patch in ax.patches[:20]] + for group_index in range(1, n_groups): + offset = group_index * 20 + group_bins = [ + (patch.get_x(), patch.get_width()) + for patch in ax.patches[offset : offset + 20] + ] + assert group_bins == pytest.approx(first_bins) + hist.close() + + ecdf = splt.distribution( + ds, + keys="RNA_nFeatures", + kind="ecdf", + max_points=500, + seed=2, + show=False, + ) + assert "ecdf" in ecdf.provenance.notes + assert ecdf.provenance.extras["approximate"] is True + ecdf.close() + + duplicates = splt.distribution( + ds, + keys=["RNA_nCounts", "RNA_nCounts"], + kind="hist", + bins=5, + show=False, + ) + assert set(duplicates.tables) == {"0:RNA_nCounts", "1:RNA_nCounts"} + duplicates.close() diff --git a/tests/test_plotting_raster.py b/tests/test_plotting_raster.py new file mode 100644 index 00000000..3af3cc20 --- /dev/null +++ b/tests/test_plotting_raster.py @@ -0,0 +1,269 @@ +"""Guarded-source and parity tests for Milestone C raster path.""" + +import numpy as np +import pytest + +import scarf.plotting as splt + + +class _GuardedZarrArray: + """Minimal array stand-in that forbids full-column ``[:]`` reads.""" + + def __init__(self, data: np.ndarray, chunk: int = 8): + self._data = np.asarray(data) + self.chunks = (chunk,) + self.dtype = self._data.dtype + self.shape = self._data.shape + + def __getitem__(self, key): + if key == slice(None) or key == (): + raise AssertionError( + "full-column read is forbidden in guarded raster tests" + ) + if isinstance(key, slice): + if key.start is None and key.stop is None and key.step is None: + raise AssertionError("full-column read is forbidden") + return self._data[key] + return self._data[key] + + +class _GuardedMeta: + """Duck-typed MetaData using guarded column arrays.""" + + def __init__(self, columns: dict[str, np.ndarray], chunk: int = 8): + self.N = len(next(iter(columns.values()))) + self.columns = list(columns) + self._arrays = { + k: _GuardedZarrArray(v, chunk=chunk) for k, v in columns.items() + } + self.index = np.arange(self.N) + + def _verify_bool(self, key: str) -> bool: + if self._arrays[key].dtype != bool: + raise TypeError("key must be bool") + return True + + def default_block_rows(self, column: str = "I") -> int: + return int(self._arrays[column].chunks[0]) + + def active_index(self, key: str) -> np.ndarray: + return np.flatnonzero(self._arrays[key]._data) + + def fetch(self, column: str, key: str = "I") -> np.ndarray: + idx = self.active_index(key) + return self._arrays[column]._data[idx] + + def iter_row_blocks(self, *, cell_key="I", columns=None, block_rows=None): + from scarf.metadata import MetaDataRowBlock + + self._verify_bool(cell_key) + if block_rows is None: + block_rows = self.default_block_rows(cell_key) + col_list = list(columns or []) + key_arr = self._arrays[cell_key] + for start in range(0, self.N, block_rows): + stop = min(start + block_rows, self.N) + key_slice = np.asarray(key_arr[start:stop], dtype=bool) + local = np.flatnonzero(key_slice) + active_global = (local + start).astype(np.int64, copy=False) + values = { + col: np.asarray(self._arrays[col][start:stop])[local] + for col in col_list + } + yield MetaDataRowBlock( + start=start, + stop=stop, + active_global_indices=active_global, + values=values, + ) + + +def test_raster_from_metadata_rejects_full_slice_and_matches_mean(): + from scarf.plotting._raster import raster_from_metadata + + rng = np.random.default_rng(0) + n = 40 + x = rng.normal(size=n) + y = rng.normal(size=n) + c = rng.normal(size=n) + active = np.ones(n, dtype=bool) + active[::5] = False + cells = _GuardedMeta( + {"I": active, "UMAP1": x, "UMAP2": y, "score": c}, + chunk=7, + ) + canvas = raster_from_metadata( + cells, + x_key="UMAP1", + y_key="UMAP2", + color_key="score", + cell_key="I", + pixels=32, + block_rows=7, + quantiles=None, + seed=0, + ) + assert canvas.n_cells == int(active.sum()) + assert canvas.n_blocks >= 2 + assert np.isfinite(canvas.vmin) and np.isfinite(canvas.vmax) + # Pixel means only where counts > 0 + assert np.isnan(canvas.image[canvas.counts == 0]).all() + assert np.isfinite(canvas.image[canvas.counts > 0]).all() + + +def test_embedding_raster_on_datastore(umap, leiden_clustering, datastore): + result = splt.embedding_raster( + datastore, + layout_key="RNA_UMAP", + color_by="RNA_nCounts", + pixels=64, + block_rows=32, + show=False, + ) + assert result.provenance.renderer == "matplotlib-raster" + assert "two_pass" in result.provenance.notes + assert result.provenance.n_cells > 0 + result.close() + + +def test_embedding_raster_rejects_categorical_metadata( + umap, leiden_clustering, datastore +): + with pytest.raises(NotImplementedError, match="continuous color"): + splt.embedding_raster( + datastore, + layout_key="RNA_UMAP", + color_by="RNA_leiden_cluster", + pixels=32, + show=False, + ) + + +def test_embedding_raster_density_and_foreign_target(umap, datastore): + import matplotlib.pyplot as plt + + fig, ax = plt.subplots() + result = splt.embedding_raster( + datastore, + layout_key="RNA_UMAP", + pixels=32, + target=ax, + show=False, + ) + assert result.owns_figure is False + assert result.provenance.extras["color_mode"] == "density" + assert result.legends[0].label == "log1p cell count" + result.close() + assert plt.fignum_exists(fig.number) + plt.close(fig) + + +def test_raster_validates_quantiles(): + from scarf.plotting._raster import raster_from_metadata + + cells = _GuardedMeta( + { + "I": np.ones(4, dtype=bool), + "x": np.arange(4, dtype=float), + "y": np.arange(4, dtype=float), + "v": np.arange(4, dtype=float), + } + ) + with pytest.raises(ValueError, match="quantiles"): + raster_from_metadata( + cells, + x_key="x", + y_key="y", + color_key="v", + quantiles=(0.9, 0.1), + ) + with pytest.raises(ValueError, match="sample_capacity"): + raster_from_metadata( + cells, + x_key="x", + y_key="y", + color_key="v", + sample_capacity=0, + ) + + +def test_raster_without_color_encodes_log_density(): + from scarf.plotting._raster import raster_from_metadata + + cells = _GuardedMeta( + { + "I": np.ones(4, dtype=bool), + "x": np.zeros(4), + "y": np.zeros(4), + } + ) + canvas = raster_from_metadata( + cells, + x_key="x", + y_key="y", + pixels=8, + ) + assert canvas.counts.sum() == 4 + assert np.nanmax(canvas.image) == pytest.approx(np.log1p(4)) + assert canvas.vmax == pytest.approx(np.log1p(4)) + + +def test_raster_is_block_size_invariant(): + from scarf.plotting._raster import raster_from_metadata + + rng = np.random.default_rng(4) + cells = _GuardedMeta( + { + "I": np.ones(60, dtype=bool), + "x": rng.normal(size=60), + "y": rng.normal(size=60), + "value": rng.normal(size=60), + } + ) + kwargs = { + "x_key": "x", + "y_key": "y", + "color_key": "value", + "pixels": 24, + "sample_capacity": 15, + "seed": 9, + } + first = raster_from_metadata(cells, block_rows=7, **kwargs) + second = raster_from_metadata(cells, block_rows=13, **kwargs) + assert first.extent == pytest.approx(second.extent) + assert first.vmin == pytest.approx(second.vmin) + assert first.vmax == pytest.approx(second.vmax) + np.testing.assert_allclose(first.image, second.image, equal_nan=True) + np.testing.assert_array_equal(first.counts, second.counts) + + +def test_raster_all_missing_color_has_finite_default_limits(): + from scarf.plotting._raster import raster_from_metadata + + cells = _GuardedMeta( + { + "I": np.ones(4, dtype=bool), + "x": np.arange(4, dtype=float), + "y": np.arange(4, dtype=float), + "value": np.full(4, np.nan), + } + ) + canvas = raster_from_metadata( + cells, + x_key="x", + y_key="y", + color_key="value", + pixels=8, + ) + assert (canvas.vmin, canvas.vmax) == (0.0, 1.0) + assert np.isnan(canvas.image).all() + + +def test_specialized_facades_are_callable(): + assert callable(splt.qc) + assert callable(splt.elbow) + assert callable(splt.graph_qc) + assert callable(splt.highly_variable_features) + assert callable(splt.marker_heatmap) + assert callable(splt.cluster_tree) + assert callable(splt.pseudotime_heatmap) diff --git a/tests/test_plotting_style.py b/tests/test_plotting_style.py new file mode 100644 index 00000000..eee05aab --- /dev/null +++ b/tests/test_plotting_style.py @@ -0,0 +1,53 @@ +"""Plot scale and theme behavior tests.""" + +import matplotlib +import pytest + +matplotlib.use("Agg") + +from scarf.plotting._deps import require_matplotlib +from scarf.plotting._style import ( + categorical_color_map, + continuous_norm, + palette_for_n, + theme_context, +) + + +@pytest.mark.parametrize("size", [5, 15, 25, 50, 110]) +def test_palette_for_n_returns_requested_colors(size): + assert len(palette_for_n(size)) == size + + +def test_categorical_color_map_validates_custom_palette(): + with pytest.raises(KeyError, match="missing from palette"): + categorical_color_map(["a", "b"], palette={"a": "red"}) + colors = categorical_color_map( + ["a"], + palette={"a": "red"}, + missing_label="NA", + missing_color="gray", + ) + assert colors == {"a": "red", "NA": "gray"} + + +def test_continuous_norm_supports_center_and_validates_bounds(): + _, mpl = require_matplotlib() + norm = continuous_norm(mpl, vmin=-2, vmax=3, vcenter=0) + assert norm.__class__.__name__ == "TwoSlopeNorm" + with pytest.raises(ValueError, match="vcenter"): + continuous_norm(mpl, vmin=0, vmax=3, vcenter=4) + + +def test_theme_context_rejects_unknown_theme(): + with pytest.raises(KeyError, match="Unknown theme"): + with theme_context("unknown"): + pass + + +def test_theme_context_restores_matplotlib_state(): + _, mpl = require_matplotlib() + original = mpl.rcParams["font.size"] + with theme_context("paper"): + assert mpl.rcParams["font.size"] == 8 + assert mpl.rcParams["font.size"] == original diff --git a/tests/test_prefetch.py b/tests/test_prefetch.py new file mode 100644 index 00000000..3c643497 --- /dev/null +++ b/tests/test_prefetch.py @@ -0,0 +1,153 @@ +import threading +import time +from pathlib import Path + +import numpy as np +import pytest + +from scarf.storage.budget import ( + READ_AHEAD, + ResourceBudget, + set_resource_budget, + worker_prefetch_depth, +) +from scarf.storage.zarr_store import set_storage_profile +from scarf.utils import ( + ColumnBlockPipeline, + iter_column_blocks, + prefetch_blocks, + remote_column_disk_ahead, + remote_column_ram_ahead, +) + + +@pytest.fixture(autouse=True) +def reset_profile(): + set_storage_profile(None) + yield + set_storage_profile(None) + + +def test_prefetch_blocks_preserves_order(): + results = list(prefetch_blocks(range(5), lambda x: x * 2, max_ahead=2)) + assert results == [0, 2, 4, 6, 8] + + +def test_prefetch_blocks_empty(): + assert list(prefetch_blocks(iter([]), lambda x: x)) == [] + + +def test_prefetch_blocks_single_item(): + assert list(prefetch_blocks([42], lambda x: x + 1, max_ahead=4)) == [43] + + +def test_prefetch_blocks_respects_max_ahead(): + lock = threading.Lock() + in_flight = 0 + max_seen = 0 + + def slow_fn(x): + nonlocal in_flight, max_seen + with lock: + in_flight += 1 + max_seen = max(max_seen, in_flight) + time.sleep(0.02) + with lock: + in_flight -= 1 + return x + + list(prefetch_blocks(range(8), slow_fn, max_ahead=3)) + assert max_seen <= 3 + + +def test_worker_prefetch_depth_from_budget(): + set_resource_budget( + ResourceBudget(memoryBytes=8 * 1024**3, workers=4, workingCopies=8) + ) + try: + assert worker_prefetch_depth() == READ_AHEAD + assert worker_prefetch_depth(requested=1) == 1 + finally: + set_resource_budget(None) + + +def test_iter_column_blocks_preserves_order(tmp_path: Path): + def read_block(block_idx: int) -> np.ndarray: + return np.full((4, 2), block_idx, dtype=np.float64) + + seen = [ + int(arr[0, 0]) + for _, arr, _, _ in iter_column_blocks( + 3, read_block, disk_ahead=1, scratch_dir=str(tmp_path) + ) + ] + assert seen == [0, 1, 2] + + +def test_remote_column_disk_ahead_short_pipelines(): + assert remote_column_disk_ahead(remote=True, n_blocks=4) == 0 + assert remote_column_disk_ahead(remote=True, n_blocks=5) == 5 + assert remote_column_disk_ahead(remote=False, n_blocks=10) == 0 + + +def test_remote_column_ram_ahead(): + assert remote_column_ram_ahead(remote=False, n_blocks=4) == 1 + assert remote_column_ram_ahead(remote=True, n_blocks=4) == 2 + assert remote_column_ram_ahead(remote=True, n_blocks=2) == 1 + + +def test_column_block_pipeline_preserves_order(tmp_path: Path): + def read_block(block_idx: int) -> np.ndarray: + return np.full((4, 2), block_idx, dtype=np.float64) + + with ColumnBlockPipeline( + 3, read_block, disk_ahead=1, scratch_dir=str(tmp_path) + ) as pipeline: + seen = [] + for block_idx in range(3): + arr, _, _ = pipeline.take(block_idx) + seen.append(int(arr[0, 0])) + assert seen == [0, 1, 2] + + +def test_column_block_pipeline_uses_disk_staging(tmp_path: Path): + reads: list[int] = [] + + def read_block(block_idx: int) -> np.ndarray: + reads.append(block_idx) + time.sleep(0.05) + return np.full((2, 1), block_idx, dtype=np.float64) + + with ColumnBlockPipeline( + 4, read_block, disk_ahead=2, scratch_dir=str(tmp_path) + ) as pipeline: + for block_idx in range(4): + arr, wait, source = pipeline.take(block_idx) + assert int(arr[0, 0]) == block_idx + if block_idx >= 2: + assert source in {"ram", "disk"} + assert 0 in reads and 3 in reads + + +def test_column_block_pipeline_stages_disk_serially(tmp_path: Path): + inflight = 0 + max_inflight = 0 + lock = threading.Lock() + + def read_block(block_idx: int) -> np.ndarray: + nonlocal inflight, max_inflight + with lock: + inflight += 1 + max_inflight = max(max_inflight, inflight) + time.sleep(0.05) + with lock: + inflight -= 1 + return np.full((2, 1), block_idx, dtype=np.float64) + + with ColumnBlockPipeline( + 5, read_block, disk_ahead=3, scratch_dir=str(tmp_path) + ) as pipeline: + for block_idx in range(5): + pipeline.take(block_idx) + + assert max_inflight <= 2 diff --git a/tests/test_profiling_datasets_fixture.py b/tests/test_profiling_datasets_fixture.py new file mode 100644 index 00000000..6ed90b48 --- /dev/null +++ b/tests/test_profiling_datasets_fixture.py @@ -0,0 +1,47 @@ +from pathlib import Path + +import h5py +import numpy as np +from scipy.sparse import csr_matrix + +from profiling.datasets import ( + _load_string_column, + prepare_fixture_datasets, + write_fixture_h5ad, +) + + +def test_load_string_column_reads_categorical_feature_name(tmp_path: Path) -> None: + import anndata as ad + import pandas as pd + + matrix = csr_matrix(np.array([[1.0, 0.0], [0.0, 2.0]], dtype=np.float32)) + adata = ad.AnnData(matrix) + adata.obs_names = ["c0", "c1"] + adata.var_names = ["g0", "g1"] + adata.var["feature_name"] = pd.Categorical(["GeneA", "GeneB"]) + path = tmp_path / "cat.h5ad" + adata.write_h5ad(path) + + with h5py.File(path, "r") as h5: + assert isinstance(h5["var/feature_name"], h5py.Group) + names = _load_string_column(h5, "var/feature_name", expectedLength=2) + assert list(names) == ["GeneA", "GeneB"] + + +def test_write_fixture_h5ad_is_readable_by_string_loader(tmp_path: Path) -> None: + path = tmp_path / "1000.h5ad" + artifact = write_fixture_h5ad(path, nRows=100, nColumns=50, seed=1) + assert artifact.targetRows == 100 + assert path.is_file() + with h5py.File(path, "r") as h5: + names = _load_string_column(h5, "var/feature_name", expectedLength=50) + assert names.shape == (50,) + assert "MT-ND1" in set(names.tolist()) + + +def test_prepare_fixture_datasets_writes_requested_sizes(tmp_path: Path) -> None: + artifacts = prepare_fixture_datasets(tmp_path, targetRows=(10, 25), nColumns=20) + assert [item.targetRows for item in artifacts] == [10, 25] + assert (tmp_path / "10.h5ad").is_file() + assert (tmp_path / "25.h5ad").is_file() diff --git a/tests/test_profiling_datasets_memory.py b/tests/test_profiling_datasets_memory.py new file mode 100644 index 00000000..38b23db3 --- /dev/null +++ b/tests/test_profiling_datasets_memory.py @@ -0,0 +1,107 @@ +from pathlib import Path + +import h5py +import numpy as np + +from profiling.config import load_profiling_config +from profiling.datasets import ( + SourceSpec, + load_csr_source_into_memory, + prepare_local_datasets, + select_nested_rows, + write_fixture_h5ad, + write_h5ad_sample, + write_h5ad_sample_from_memory, +) + + +def _fixture_spec(path: Path, *, nRows: int, nColumns: int, nnz: int) -> SourceSpec: + return SourceSpec( + datasetId="fixture", + versionId="fixture-v1", + url="file://fixture", + nRows=nRows, + nColumns=nColumns, + nnz=nnz, + sourceBytes=path.stat().st_size, + ) + + +def test_load_csr_downcasts_indices_to_int32(tmp_path: Path) -> None: + source = tmp_path / "source.h5ad" + artifact = write_fixture_h5ad(source, nRows=40, nColumns=25, seed=3) + spec = _fixture_spec( + source, + nRows=40, + nColumns=25, + nnz=artifact.nnz, + ) + memory = load_csr_source_into_memory(source, spec=spec) + assert memory.indices.dtype == np.dtype(np.int32) + assert memory.indicesDtype == np.dtype(np.int64) + assert memory.data.dtype == np.dtype(np.float32) + assert int(memory.indptr[-1]) == artifact.nnz + + +def test_write_from_memory_matches_disk_sample(tmp_path: Path) -> None: + source = tmp_path / "source.h5ad" + artifact = write_fixture_h5ad(source, nRows=60, nColumns=20, seed=4) + spec = _fixture_spec( + source, + nRows=60, + nColumns=20, + nnz=artifact.nnz, + ) + rows = select_nested_rows(60, (15,), seed=1, sourceVersion=spec.versionId)[15] + memory = load_csr_source_into_memory(source, spec=spec) + + disk_path = tmp_path / "disk.h5ad" + memory_path = tmp_path / "memory.h5ad" + disk = write_h5ad_sample(source, disk_path, rows, spec=spec) + mem = write_h5ad_sample_from_memory(memory, memory_path, rows) + + assert disk.nnz == mem.nnz + assert disk.sourceRowsSha256 == mem.sourceRowsSha256 + assert disk.finalSourceRow == mem.finalSourceRow + + with h5py.File(disk_path, "r") as left, h5py.File(memory_path, "r") as right: + assert np.array_equal(left["X/data"][:], right["X/data"][:]) + assert np.array_equal(left["X/indices"][:], right["X/indices"][:]) + assert np.array_equal(left["X/indptr"][:], right["X/indptr"][:]) + + +def test_prepare_local_datasets_uses_in_memory_path(tmp_path: Path) -> None: + source = tmp_path / "source.h5ad" + artifact = write_fixture_h5ad(source, nRows=80, nColumns=30, seed=5) + spec = _fixture_spec( + source, + nRows=80, + nColumns=30, + nnz=artifact.nnz, + ) + prepared = prepare_local_datasets( + source, + tmp_path / "subsets", + targetRows=(10, 25), + seed=0, + spec=spec, + ) + assert [item.targetRows for item in prepared.artifacts] == [10, 25] + assert (tmp_path / "subsets" / "10.h5ad").is_file() + assert (tmp_path / "subsets" / "25.h5ad").is_file() + + selections = select_nested_rows( + 80, + (10, 25), + seed=0, + sourceVersion=spec.versionId, + ) + assert set(selections[10].tolist()).issubset(set(selections[25].tolist())) + + +def test_example_config_loads_prepare_resources() -> None: + config = load_profiling_config( + Path(__file__).parents[1] / "profiling" / "config.example.toml" + ) + assert config.prepareResources.modalMemoryRequestMb == 196_608 + assert config.prepareResources.modalMemoryLimitMb == 212_992 diff --git a/tests/test_profiling_metrics.py b/tests/test_profiling_metrics.py new file mode 100644 index 00000000..86b500bc --- /dev/null +++ b/tests/test_profiling_metrics.py @@ -0,0 +1,321 @@ +import json +import time +from dataclasses import asdict, fields + +import pytest + +from profiling.metrics import ( + DiskUsage, + ResourceMeasurement, + ResourceSampler, + StageTimer, + read_process_tree_rss_bytes, +) + + +def _write_status(proc_root, pid, parent_pid, rss_kib): + process = proc_root / str(pid) + process.mkdir(parents=True, exist_ok=True) + (process / "status").write_text( + f"Name:\tprocess-{pid}\nPPid:\t{parent_pid}\nVmRSS:\t{rss_kib} kB\n" + ) + + +def _write_cgroup(cgroup, *, current=100, peak=900): + cgroup.mkdir(parents=True, exist_ok=True) + (cgroup / "memory.current").write_text(str(current)) + (cgroup / "memory.peak").write_text(str(peak)) + (cgroup / "memory.max").write_text("4096") + (cgroup / "memory.swap.current").write_text("5") + (cgroup / "memory.swap.max").write_text("max") + (cgroup / "memory.events").write_text( + "low 0\nhigh 1\nmax 2\noom 0\noom_kill 0\noom_group_kill 0\n" + ) + (cgroup / "cpu.max").write_text("200000 100000") + + +def test_process_tree_rss_aggregates_descendants_by_parent_pid(tmp_path): + proc_root = tmp_path / "proc" + _write_status(proc_root, 100, 1, 10) + _write_status(proc_root, 101, 100, 20) + _write_status(proc_root, 102, 101, 30) + _write_status(proc_root, 200, 1, 400) + (proc_root / "103").mkdir() + + assert read_process_tree_rss_bytes(100, procRoot=proc_root) == (10 + 20 + 30) * 1024 + + +def test_sampler_captures_events_limits_cpu_disk_and_operation_peak(tmp_path): + proc_root = tmp_path / "proc" + cgroup = tmp_path / "cgroup" + disk_path = tmp_path / "disk" + disk_path.mkdir() + _write_status(proc_root, 100, 1, 10) + _write_status(proc_root, 101, 100, 20) + _write_cgroup(cgroup) + disk_samples = iter( + ( + DiskUsage(totalBytes=1000, freeBytes=900, usedBytes=100), + DiskUsage(totalBytes=1000, freeBytes=600, usedBytes=400), + DiskUsage(totalBytes=1000, freeBytes=750, usedBytes=250), + ) + ) + + sampler = ResourceSampler( + sampleIntervalSeconds=60, + rootPid=100, + procRoot=proc_root, + cgroupPath=cgroup, + ephemeralDiskPath=disk_path, + affinityReader=lambda _pid: {3, 1}, + diskUsageReader=lambda _path: next(disk_samples), + ) + sampler.start() + + assert (cgroup / "memory.peak").read_text() == "0" + _write_status(proc_root, 100, 1, 30) + _write_status(proc_root, 101, 100, 40) + (cgroup / "memory.current").write_text("350") + (cgroup / "memory.peak").write_text("420") + (cgroup / "memory.swap.current").write_text("20") + sampler.sample() + + _write_status(proc_root, 100, 1, 15) + _write_status(proc_root, 101, 100, 10) + (cgroup / "memory.current").write_text("200") + (cgroup / "memory.swap.current").write_text("7") + (cgroup / "memory.events").write_text( + "low 0\nhigh 3\nmax 5\noom 1\noom_kill 1\noom_group_kill 1\n" + ) + result = sampler.stop() + + assert result.sampleCount == 3 + assert result.processTreeRssBaselineBytes == 30 * 1024 + assert result.processTreeRssPeakBytes == 70 * 1024 + assert result.processTreeRssIncrementalPeakBytes == 40 * 1024 + assert result.processTreeRssAfterBytes == 25 * 1024 + assert result.cgroupMemoryCurrentBaselineBytes == 100 + assert result.cgroupMemoryCurrentPeakBytes == 350 + assert result.cgroupMemoryCurrentAfterBytes == 200 + assert result.cgroupMemoryPeakBytes == 420 + assert result.cgroupMemoryPeakScope == "operation" + assert result.operationBaselineBytes == 100 + assert result.operationPeakBytes == 420 + assert result.operationIncrementalPeakBytes == 320 + assert result.operationPeakSource == "cgroupMemoryPeak" + assert result.memoryEventsDelta == { + "high": 2, + "low": 0, + "max": 3, + "oom": 1, + "oomGroupKill": 1, + "oomKill": 1, + } + assert result.memorySwapCurrentBeforeBytes == 5 + assert result.memorySwapCurrentPeakBytes == 20 + assert result.memorySwapCurrentAfterBytes == 7 + assert result.memorySwapMaxBytes == "max" + assert result.memoryMaxBytes == 4096 + assert result.cpuQuotaMicros == 200000 + assert result.cpuPeriodMicros == 100000 + assert result.cpuQuotaCores == 2.0 + assert result.cpuAffinityCpus == (1, 3) + assert result.cpuAffinityCount == 2 + assert result.ephemeralDiskBefore == DiskUsage(1000, 900, 100) + assert result.ephemeralDiskPeak == DiskUsage(1000, 600, 400) + assert result.ephemeralDiskAfter == DiskUsage(1000, 750, 250) + assert all("_" not in field.name for field in fields(ResourceMeasurement)) + json.dumps(asdict(result)) + + +def test_unresettable_cgroup_peak_is_labeled_container_lifetime(tmp_path): + proc_root = tmp_path / "proc" + cgroup = tmp_path / "cgroup" + _write_status(proc_root, 100, 1, 10) + _write_cgroup(cgroup, current=100, peak=1000) + + sampler = ResourceSampler( + sampleIntervalSeconds=60, + rootPid=100, + procRoot=proc_root, + cgroupPath=cgroup, + ephemeralDiskPath=None, + writeText=lambda _path, _value: None, + ).start() + (cgroup / "memory.current").write_text("300") + sampler.sample() + (cgroup / "memory.current").write_text("200") + result = sampler.stop() + + assert result.cgroupMemoryPeakScope == "containerLifetime" + assert result.cgroupMemoryPeakBytes == 1000 + assert result.operationPeakBytes == 300 + assert result.operationPeakSource == "cgroupMemoryCurrent" + assert result.operationIncrementalPeakBytes == 200 + + +def test_sampler_reads_cgroup_v1_memory_files(tmp_path): + proc_root = tmp_path / "proc" + cgroup_root = tmp_path / "cgroup" + memory = cgroup_root / "memory" / "job-1" + memory.mkdir(parents=True) + (memory / "memory.usage_in_bytes").write_text("150") + (memory / "memory.max_usage_in_bytes").write_text("900") + (memory / "memory.limit_in_bytes").write_text("4096") + (memory / "memory.memsw.usage_in_bytes").write_text("10") + (memory / "memory.memsw.limit_in_bytes").write_text("max") + proc = proc_root / "100" + proc.mkdir(parents=True) + (proc / "status").write_text("Name:\tpython\nPPid:\t1\nVmRSS:\t20 kB\n") + (proc / "cgroup").write_text("6:memory:/job-1\n") + + sampler = ResourceSampler( + sampleIntervalSeconds=60, + rootPid=100, + procRoot=proc_root, + cgroupRoot=cgroup_root, + ephemeralDiskPath=None, + ).start() + (memory / "memory.usage_in_bytes").write_text("400") + sampler.sample() + result = sampler.stop() + + assert result.cgroupMemoryCurrentBaselineBytes == 150 + assert result.cgroupMemoryCurrentPeakBytes == 400 + assert result.memoryMaxBytes == 4096 + assert result.cgroupMemoryPeakScope == "containerLifetime" + assert result.cgroupMemoryPeakBytes == 900 + assert result.operationPeakSource == "cgroupMemoryCurrent" + assert result.operationPeakBytes == 400 + + +def test_sampler_falls_back_to_flat_cgroup_v1_memory(tmp_path): + proc_root = tmp_path / "proc" + cgroup_root = tmp_path / "cgroup" + flat = cgroup_root / "memory" + flat.mkdir(parents=True) + (flat / "memory.usage_in_bytes").write_text("120") + (flat / "memory.max_usage_in_bytes").write_text("500") + (flat / "memory.limit_in_bytes").write_text("4096") + proc = proc_root / "100" + proc.mkdir(parents=True) + (proc / "status").write_text("Name:\tpython\nPPid:\t1\nVmRSS:\t20 kB\n") + (proc / "cgroup").write_text("6:memory:/ta-missing-nested\n") + + sampler = ResourceSampler( + sampleIntervalSeconds=60, + rootPid=100, + procRoot=proc_root, + cgroupRoot=cgroup_root, + ephemeralDiskPath=None, + ).start() + (flat / "memory.usage_in_bytes").write_text("300") + sampler.sample() + result = sampler.stop() + + assert result.cgroupPath == str(flat) + assert result.cgroupMemoryCurrentBaselineBytes == 120 + assert result.cgroupMemoryCurrentPeakBytes == 300 + assert result.operationPeakSource == "cgroupMemoryCurrent" + assert result.memoryEventsBefore is None + + +def test_background_sampler_observes_process_and_cgroup_peaks(tmp_path): + proc_root = tmp_path / "proc" + cgroup = tmp_path / "cgroup" + _write_status(proc_root, 100, 1, 10) + _write_status(proc_root, 101, 100, 10) + cgroup.mkdir() + (cgroup / "memory.current").write_text("100") + + sampler = ResourceSampler( + sampleIntervalSeconds=0.005, + rootPid=100, + procRoot=proc_root, + cgroupPath=cgroup, + ephemeralDiskPath=None, + ).start() + count_before_peak = sampler.sampleCount + _write_status(proc_root, 100, 1, 50) + _write_status(proc_root, 101, 100, 70) + (cgroup / "memory.current").write_text("800") + + deadline = time.monotonic() + 1 + while sampler.sampleCount < count_before_peak + 2: + assert time.monotonic() < deadline + time.sleep(0.002) + + _write_status(proc_root, 100, 1, 5) + _write_status(proc_root, 101, 100, 5) + (cgroup / "memory.current").write_text("50") + result = sampler.stop() + + assert result.sampleCount >= 4 + assert result.processTreeRssPeakBytes == 120 * 1024 + assert result.cgroupMemoryCurrentPeakBytes == 800 + assert result.operationPeakBytes == 800 + assert result.cgroupMemoryPeakScope == "unavailable" + + +def test_unavailable_and_protected_metrics_do_not_escape_context(tmp_path): + def unavailable(*_args): + raise PermissionError("protected") + + sampler = ResourceSampler( + sampleIntervalSeconds=0.002, + rootPid=100, + procRoot=tmp_path / "proc", + cgroupPath=tmp_path / "cgroup", + ephemeralDiskPath=tmp_path / "disk", + readText=unavailable, + writeText=unavailable, + listPids=unavailable, + affinityReader=unavailable, + diskUsageReader=unavailable, + ) + + with pytest.raises(RuntimeError, match="measured failure"): + with sampler: + time.sleep(0.005) + raise RuntimeError("measured failure") + + result = sampler.result + assert result is not None + assert result.processTreeRssPeakBytes is None + assert result.cgroupMemoryCurrentPeakBytes is None + assert result.cgroupMemoryPeakBytes is None + assert result.cgroupMemoryPeakScope == "unavailable" + assert result.memoryEventsBefore is None + assert result.memoryEventsAfter is None + assert result.memoryEventsDelta is None + assert result.cpuQuotaMicros is None + assert result.cpuAffinityCpus is None + assert result.ephemeralDiskBefore is None + assert result.ephemeralDiskAfter is None + assert result.ephemeralDiskPeak is None + assert result.sampleCount >= 2 + json.dumps(asdict(result)) + + +def test_stage_timer_records_four_independent_scopes(): + ticks = iter((0.0, 1.0, 3.0, 4.0, 9.0, 10.0, 12.0, 15.0)) + timer = StageTimer(clock=lambda: next(ticks)) + + with timer: + with timer.inputSetup(): + pass + with timer.operation(): + pass + with timer.validationPersistence(): + pass + + assert timer.result.inputSetupSeconds == 2.0 + assert timer.result.measuredOperationSeconds == 5.0 + assert timer.result.validationPersistenceSeconds == 2.0 + assert timer.result.wholeFunctionSeconds == 15.0 + assert asdict(timer.result) == { + "inputSetupSeconds": 2.0, + "measuredOperationSeconds": 5.0, + "validationPersistenceSeconds": 2.0, + "wholeFunctionSeconds": 15.0, + } diff --git a/tests/test_profiling_r2.py b/tests/test_profiling_r2.py new file mode 100644 index 00000000..3dd20338 --- /dev/null +++ b/tests/test_profiling_r2.py @@ -0,0 +1,21 @@ +from profiling.r2 import join_uri, put_json +from obstore.store import MemoryStore + + +def test_join_uri(): + assert ( + join_uri("s3://bucket/prefix", "10000.h5ad") == "s3://bucket/prefix/10000.h5ad" + ) + assert join_uri("s3://bucket/prefix/", "/a/", "b") == "s3://bucket/prefix/a/b" + + +def test_memory_store_put_get_roundtrip(monkeypatch): + store = MemoryStore() + + def fake_open(_uri: str): + return store, "results/10000/createStore.json" + + monkeypatch.setattr("profiling.r2.open_r2_object", fake_open) + put_json("s3://bucket/results/10000/createStore.json", {"status": "ok"}) + body = bytes(store.get("results/10000/createStore.json").bytes()) + assert b'"status":"ok"' in body diff --git a/tests/test_profiling_skip.py b/tests/test_profiling_skip.py new file mode 100644 index 00000000..e2dacd19 --- /dev/null +++ b/tests/test_profiling_skip.py @@ -0,0 +1,66 @@ +from pathlib import Path + +from profiling.config import STAGE_ORDER, WorkflowParameters, load_profiling_config +from profiling.results import result_exists +from profiling.stages import StageRunResult + + +def test_example_config_loads(): + config = load_profiling_config( + Path(__file__).parents[1] / "profiling" / "config.example.toml" + ) + assert config.modalEnvironmentName == "scarf_profiling" + assert set(config.stageResources) == set(STAGE_ORDER) + assert config.datasetUri(10_000).endswith("/10000.h5ad") + assert config.resultUri(10_000, "createStore").endswith( + "/results/10000/createStore.json" + ) + + +def test_run_tag_isolates_store_and_result_uris(): + config = load_profiling_config( + Path(__file__).parents[1] / "profiling" / "layouts" / "100k_chunk256m.toml" + ) + assert config.runTag == "chunk256m" + assert config.storageLayout.targetChunkBytes == 256 * 1024 * 1024 + assert config.storeUri(100_000).endswith("/stores/chunk256m/100000.zarr") + assert config.resultUri(100_000, "markHvgs").endswith( + "/results/chunk256m/100000/markHvgs.json" + ) + + +def test_marker_group_key_matches_leiden_column(): + workflow = WorkflowParameters() + assert workflow.resolvedMarkerGroupKey == "RNA_leiden_cluster" + assert workflow.resolvedHvgKey == "I__hvgs" + + +def test_result_exists_skips_when_object_present(monkeypatch): + config = load_profiling_config( + Path(__file__).parents[1] / "profiling" / "config.example.toml" + ) + monkeypatch.setattr( + "profiling.results.object_exists", + lambda uri: uri.endswith("/results/10000/createStore.json"), + ) + assert result_exists(config, 10_000, "createStore") is True + assert result_exists(config, 10_000, "filterCells") is False + + +def test_stage_run_result_json_shape(): + result = StageRunResult( + stage="reopenStore", + nRows=10_000, + status="ok", + seconds=1.25, + peakRssBytes=1024, + peakCgroupBytes=2048, + modalMemoryMb=20480, + scarfMemoryBudget=12884901888, + storeUri="s3://bucket/stores/10000.zarr", + ) + payload = result.to_json() + assert payload["stage"] == "reopenStore" + assert payload["nRows"] == 10_000 + assert payload["status"] == "ok" + assert payload["seconds"] == 1.25 diff --git a/tests/test_pseudotime.py b/tests/test_pseudotime.py new file mode 100644 index 00000000..4a554fc9 --- /dev/null +++ b/tests/test_pseudotime.py @@ -0,0 +1,358 @@ +import numpy as np +import pandas as pd +import pytest +import zarr +from scipy.sparse import csr_matrix +from zarr.storage import MemoryStore + +from scarf.assay import ( + PSEUDOTIME_AGGREGATION_SCHEMA_VERSION, + Assay, +) +from scarf.datastore.datastore import ( + DataStore, + _scatter_feature_clusters, + _validated_pseudotime_regressor, +) +from scarf.datastore.graph_datastore import ( + _make_source_sink_vector, + _random_walk_laplacian_transpose, + _select_pseudotime_component, + _truncated_pba_potential, + _validate_source_sink_labels, + _validate_source_sink_vector, +) +from scarf.markers import knn_clustering + + +def test_source_sink_vector_supports_one_sided_supervision(): + labels = pd.Series(["source", "source", "other", "other"]) + vector = _make_source_sink_vector(labels, ["source"], []) + + assert np.array_equal(vector, [-1.0, -1.0, 1.0, 1.0]) + assert vector.sum() == pytest.approx(0.0) + + +def test_source_sink_labels_reject_missing_and_overlap(): + labels = pd.Series(["a", "b", "c"]) + + with pytest.raises(ValueError, match="overlap"): + _validate_source_sink_labels(labels, ["a"], ["a"], "test cells") + with pytest.raises(ValueError, match="Missing sources"): + _validate_source_sink_labels(labels, ["missing"], [], "test cells") + + +def test_source_sink_vector_rejects_unbalanced_and_nonfinite_values(): + for values in ( + np.array([-2.0, 1.0]), + np.array([-1.0, 2.0]), + np.array([-1.0, np.nan]), + np.array([-1.0, np.inf]), + ): + with pytest.raises(ValueError): + _validate_source_sink_vector(values, 2, "ss_vec") + + column = _validate_source_sink_vector( + np.array([[-1.0], [1.0]]), + 2, + "ss_vec", + ) + assert column.shape == (2,) + + +def test_source_sink_vector_rejects_wrong_shapes(): + for values in ( + np.zeros((2, 2)), + np.zeros((1, 2)), + np.zeros(3), + ): + with pytest.raises(ValueError): + _validate_source_sink_vector(values, 2, "ss_vec") + + +def test_source_sink_vector_rejects_fully_labelled_cells(): + labels = pd.Series(["source", "sink"]) + with pytest.raises(ValueError, match="All selected cells"): + _make_source_sink_vector(labels, ["source"], ["sink"]) + + +def test_largest_component_selection_is_deterministic_on_ties(): + adjacency = np.zeros((6, 6), dtype=float) + for start in (0, 3): + adjacency[start, start + 1] = adjacency[start + 1, start] = 1.0 + adjacency[start + 1, start + 2] = adjacency[start + 2, start + 1] = 1.0 + selected_indices = np.array([10, 11, 12, 1, 2, 3]) + + retained, sizes = _select_pseudotime_component( + csr_matrix(adjacency), + selected_indices, + "largest", + ) + + assert sizes == [3, 3] + assert np.array_equal(retained, [False, False, False, True, True, True]) + with pytest.raises(ValueError, match="connected components"): + _select_pseudotime_component( + csr_matrix(adjacency), + selected_indices, + "error", + ) + + +def test_truncated_pba_operator_matches_dense_svd_reference(): + adjacency = np.zeros((8, 8), dtype=float) + weights = [1.0, 2.0, 1.5, 3.0, 0.75, 2.5, 1.25] + for index, weight in enumerate(weights): + adjacency[index, index + 1] = weight + adjacency[index + 1, index] = weight + laplacian_transpose = _random_walk_laplacian_transpose(csr_matrix(adjacency)) + source_sink = np.array([-1.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 1.0]) + k = 5 + + actual = _truncated_pba_potential( + laplacian_transpose, + k, + 17, + source_sink, + ) + + left, singular_values, right_t = np.linalg.svd( + laplacian_transpose.toarray(), + full_matrices=False, + ) + retained_modes = np.argsort(singular_values)[:k] + retained_modes = retained_modes[np.argsort(singular_values[retained_modes])] + nonzero_modes = retained_modes[1:] + expected = left[:, nonzero_modes] @ ( + (1.0 / singular_values[nonzero_modes]) + * (right_t[nonzero_modes, :] @ source_sink) + ) + + assert np.allclose(actual, expected, rtol=1e-6, atol=1e-8) + + +def test_dense_pba_reference_orders_a_path_from_source_to_sink(): + adjacency = np.zeros((7, 7), dtype=float) + for index in range(6): + adjacency[index, index + 1] = 1.0 + adjacency[index + 1, index] = 1.0 + laplacian_transpose = _random_walk_laplacian_transpose(csr_matrix(adjacency)) + source_sink = np.array([-1.0, 0.0, 0.0, 0.0, 0.0, 0.0, 1.0]) + + potential = np.linalg.pinv(laplacian_transpose.toarray().T) @ source_sink + + assert potential[0] < potential[-1] + assert np.all(np.diff(potential) > 0) + + +class _FakeCells: + def __init__(self, values: np.ndarray, columns: list[str] | None = None): + self.values = values + self.columns = ["ptime"] if columns is None else columns + + def fetch(self, _column: str, key: str) -> np.ndarray: + assert key + return self.values + + def active_index(self, _key: str) -> np.ndarray: + return np.arange(self.values.shape[0]) + + +class _FakeFeatures: + def __init__(self): + self.insertions: list[tuple[str, np.ndarray, str]] = [] + + @staticmethod + def active_index(key: str) -> np.ndarray: + assert key == "subset" + return np.array([1, 3]) + + def insert( + self, + column_name: str, + values: np.ndarray, + *, + key: str, + overwrite: bool, + ) -> None: + assert overwrite + self.insertions.append((column_name, values, key)) + + +class _MarkerAssay: + def __init__(self): + self.cells = _FakeCells(np.array([0.0, 1.0, 2.0, 3.0])) + self.feats = _FakeFeatures() + + @staticmethod + def iter_normed_feature_wise(**_kwargs): + yield pd.DataFrame( + { + 1: [0.0, 1.0, 2.0, 3.0], + 3: [3.0, 2.0, 1.0, 0.0], + } + ) + + +class _MarkerStore: + def __init__(self): + self.assay = _MarkerAssay() + + def _get_assay(self, _from_assay: str): + return self.assay + + +def test_marker_search_writes_strict_feature_subset_with_subset_key(): + store = _MarkerStore() + + DataStore.run_pseudotime_marker_search( + store, + from_assay="RNA", + cell_key="I", + feat_key="subset", + pseudotime_key="ptime", + min_cells=1, + ) + + assert [item[2] for item in store.assay.feats.insertions] == [ + "subset", + "subset", + ] + assert all(item[1].shape == (2,) for item in store.assay.feats.insertions) + + +def test_regressor_validation_points_to_component_validity_key(): + assay = type( + "FakeAssay", + (), + { + "cells": _FakeCells( + np.array([0.0, np.nan]), + ["ptime", "ptime__valid"], + ) + }, + )() + + with pytest.raises(ValueError, match="ptime__valid"): + _validated_pseudotime_regressor(assay, "I", "ptime") + + +class _AggregationCells: + def __init__(self, ordering: np.ndarray): + self.ordering = ordering + + def fetch(self, _ordering_key: str, key: str) -> np.ndarray: + assert key == "I" + return self.ordering + + +class _AggregationAssay: + def __init__(self, expression: np.ndarray, ordering: np.ndarray): + self.expression = expression + self.cells = _AggregationCells(ordering) + self.z = zarr.open_group(store=MemoryStore(), mode="w") + self.nthreads = 1 + + def _get_cell_feat_idx( + self, + _cell_key: str, + _feat_key: str, + ) -> tuple[np.ndarray, np.ndarray]: + return np.arange(self.expression.shape[0]), np.arange(self.expression.shape[1]) + + def iter_normed_feature_wise(self, *_args, **_kwargs): + yield pd.DataFrame( + self.expression, + columns=np.arange(self.expression.shape[1]), + ) + + +def test_aggregation_orders_without_smoothing_and_filters_constant_profiles(): + expression = np.array( + [ + [10.0, 5.0], + [20.0, 5.0], + [30.0, 5.0], + [40.0, 5.0], + ] + ) + assay = _AggregationAssay(expression, np.array([2.0, 0.0, 3.0, 1.0])) + + aggregated, feature_indices = Assay.save_aggregated_ordering( + assay, + cell_key="I", + feat_key="I", + ordering_key="ptime", + min_exp=0.0, + smoothen=False, + z_scale=False, + window_size=20, + chunk_size=20, + batch_size=2, + ) + + assert np.array_equal(feature_indices, [0]) + assert np.array_equal( + aggregated.compute(), + np.array([[20.0, 40.0, 10.0, 30.0]]), + ) + group = assay.z["aggregated_I_I_ptime"] + assert np.array_equal(group["valid_features"][:], [True, False]) + assert np.isfinite(group["data"][:]).all() + assert group.attrs["schema_version"] == PSEUDOTIME_AGGREGATION_SCHEMA_VERSION + assert all(isinstance(value, str) for value in group.attrs["hashes"]) + + +def test_old_aggregation_schema_is_rebuilt(): + expression = np.array([[1.0, 2.0], [2.0, 3.0], [3.0, 4.0], [4.0, 5.0]]) + assay = _AggregationAssay(expression, np.arange(4, dtype=float)) + kwargs = { + "cell_key": "I", + "feat_key": "I", + "ordering_key": "ptime", + "smoothen": False, + "z_scale": False, + "window_size": 2, + "chunk_size": 2, + "batch_size": 2, + } + + Assay.save_aggregated_ordering(assay, **kwargs) + group = assay.z["aggregated_I_I_ptime"] + group.attrs["schema_version"] = 1 + group["data"][:] = 999.0 + + aggregated, _ = Assay.save_aggregated_ordering(assay, **kwargs) + + assert not np.all(aggregated.compute() == 999.0) + assert ( + assay.z["aggregated_I_I_ptime"].attrs["schema_version"] + == PSEUDOTIME_AGGREGATION_SCHEMA_VERSION + ) + + +class _ShapeOnlyArray: + def __init__(self, shape: tuple[int, int]): + self.shape = shape + + +def test_knn_clustering_rejects_infeasible_parameters(): + with pytest.raises(ValueError, match="At least two"): + knn_clustering(_ShapeOnlyArray((1, 3)), 1, 1, 1) + with pytest.raises(ValueError, match="n_neighbours"): + knn_clustering(_ShapeOnlyArray((3, 3)), 3, 2, 1) + with pytest.raises(ValueError, match="n_clusters"): + knn_clustering(_ShapeOnlyArray((3, 3)), 1, 4, 1) + + +def test_feature_cluster_scatter_honors_custom_unassigned_value(): + values = _scatter_feature_clusters( + 5, + np.array([1, 3]), + np.array([1, 2]), + 0, + ) + + assert np.array_equal(values, [0, 1, 0, 2, 0]) + with pytest.raises(ValueError, match="conflicts"): + _scatter_feature_clusters(3, np.array([0]), np.array([1]), 1) diff --git a/tests/test_readers.py b/tests/test_readers.py new file mode 100644 index 00000000..7451dd4a --- /dev/null +++ b/tests/test_readers.py @@ -0,0 +1,526 @@ +import numpy as np +import pytest + + +def _write_sparse_h5ad(path, values, *, encoding_type="csr_matrix"): + import h5py + from scipy.sparse import csr_matrix + + matrix = csr_matrix(values) + with h5py.File(path, mode="w") as h5: + sparse = h5.create_group("X") + sparse.attrs["encoding-type"] = encoding_type + sparse.attrs["encoding-version"] = "0.1.0" + sparse.attrs["shape"] = matrix.shape + sparse.create_dataset("data", data=matrix.data) + sparse.create_dataset("indices", data=matrix.indices.astype(np.int64)) + sparse.create_dataset("indptr", data=matrix.indptr.astype(np.int64)) + + obs = h5.create_group("obs") + obs.create_dataset( + "_index", + data=np.array( + [f"cell_{index}".encode() for index in range(matrix.shape[0])] + ), + ) + var = h5.create_group("var") + var.create_dataset( + "_index", + data=np.array( + [f"feature_{index}".encode() for index in range(matrix.shape[1])] + ), + ) + var.create_dataset( + "feature_name", + data=np.array( + [f"gene_{index}".encode() for index in range(matrix.shape[1])] + ), + ) + h5.create_group("obsm") + + +def test_toy_crdir_assay_feats_table(toy_crdir_reader): + assert np.all( + toy_crdir_reader.assayFeats.columns + == np.array(["RNA", "ADT", "RNA", "HTO", "RNA"]) + ) + assert np.all( + toy_crdir_reader.assayFeats.values[1:] + == [[0, 1, 3, 5, 6], [1, 3, 5, 6, 7], [1, 2, 2, 1, 1]] + ) + + +def test_toy_crdir_reader_cells_feats(toy_crdir_reader): + assert toy_crdir_reader.nCells == 3 + assert toy_crdir_reader.nFeatures == 8 + assert toy_crdir_reader.cell_names() == ["b1", "b2", "b3"] + assert toy_crdir_reader.feature_names() == [ + "g1", + "a1", + "a2", + "g2", + "g3", + "h1", + "g4", + "a3", + ] + assert toy_crdir_reader.feature_ids() == [ + "g1", + "a1", + "a2", + "g2", + "g3", + "h1", + "g4", + "a3", + ] + + +def test_toy_crdir_reader_assay_subsets(toy_crdir_reader): + assert toy_crdir_reader.feature_names("RNA") == ["g1", "g2", "g3", "g4"] + assert toy_crdir_reader.feature_ids("ADT") == ["a1", "a2"] + assert toy_crdir_reader.feature_names("HTO") == ["h1"] + + with pytest.raises(ValueError, match="Assay ID missing is not valid"): + toy_crdir_reader.feature_names("missing") + + +def test_crdir_reader_filters_and_streams_selected_barcodes(tmp_path): + from scarf.readers import CrDirReader + + (tmp_path / "features.tsv").write_text( + "\n".join( + [ + "f1\tg1\tGene Expression", + "f2\tg2\tGene Expression", + "f3\tg3\tGene Expression", + ] + ) + + "\n" + ) + (tmp_path / "barcodes.tsv").write_text("b1\nb2\nb3\nb4\n") + (tmp_path / "matrix.mtx").write_text( + "\n".join( + [ + "%%MatrixMarket matrix coordinate integer general", + "% tiny deterministic matrix", + "3 4 5", + "1 1 2", + "2 1 3", + "1 2 6", + "3 3 1", + "2 4 4", + ] + ) + + "\n" + ) + + reader = CrDirReader( + str(tmp_path), + is_filtered=False, + filtering_cutoff=4, + ) + + np.testing.assert_array_equal(reader.validBarcodeIdx, np.array([1, 2])) + assert reader.nCells == 2 + assert reader.cell_names() == ["b1", "b2"] + assert reader.read_header().iloc[0].to_dict() == { + "nFeatures": 3, + "nCells": 4, + "nCounts": 5, + } + np.testing.assert_array_equal( + reader._get_valid_barcodes( + filtering_cutoff=4, + batch_size=2, + lines_in_mem=2, + ), + np.array([1, 2]), + ) + + chunks = list(reader.consume(batch_size=1, lines_in_mem=2, dtype=np.uint16)) + assert [chunk.shape for chunk in chunks] == [(1, 3), (1, 3)] + assert all(chunk.dtype == np.uint16 for chunk in chunks) + np.testing.assert_array_equal(chunks[0].toarray(), [[2, 3, 0]]) + np.testing.assert_array_equal(chunks[1].toarray(), [[6, 0, 0]]) + + +def test_crdir_reader_supports_gzip_and_metadata_fallback(tmp_path): + import gzip + + from scarf.readers import CrDirReader + + files = { + "genes.tsv.gz": "f1\nf2\n", + "barcodes.tsv.gz": "b1\nb2\n", + "matrix.mtx.gz": "\n".join( + [ + "%%MatrixMarket matrix coordinate integer general", + "2 2 2", + "1 1 7", + "2 2 9", + ] + ) + + "\n", + } + for name, contents in files.items(): + with gzip.open(tmp_path / name, mode="wt") as handle: + handle.write(contents) + + reader = CrDirReader(str(tmp_path)) + + assert reader.feature_ids() == ["f1", "f2"] + assert reader.feature_names() == ["f1", "f2"] + assert reader.feature_types() == ["Gene Expression", "Gene Expression"] + assert reader.cell_names() == ["b1", "b2"] + with pytest.raises(ValueError, match="Dataset key must be provided"): + reader._read_dataset() + + chunks = list(reader.consume(batch_size=2, lines_in_mem=1)) + assert len(chunks) == 1 + np.testing.assert_array_equal(chunks[0].toarray(), [[7, 0], [0, 9]]) + + +def test_toy_crdir_empty(toy_crdir_empty): + assert toy_crdir_empty.nCells == 0 + assert toy_crdir_empty.nFeatures == 4 + assert toy_crdir_empty.feature_names() == [ + "g1", + "a1", + "a2", + "g2", + ] + assert toy_crdir_empty.feature_ids() == [ + "g1", + "a1", + "a2", + "g2", + ] + # check for raise ValueError + try: + toy_crdir_empty.read_header() + except ValueError: + pass + + +def test_crh5reader(crh5_reader): + assert crh5_reader.nCells == 892 + assert crh5_reader.nFeatures == 36611 + n_assay_feats = list(crh5_reader.assayFeats.T.nFeatures.values) + assert n_assay_feats == [36601, 10] + + +def test_crh5reader_streams_counts(crh5_reader): + streamed_rows = 0 + streamed_nnz = 0 + + for chunk in crh5_reader.consume(batch_size=300): + assert 0 < chunk.shape[0] <= 300 + assert chunk.shape[1] == crh5_reader.nFeatures + streamed_rows += chunk.shape[0] + streamed_nnz += chunk.nnz + + assert streamed_rows == crh5_reader.nCells + assert streamed_nnz == crh5_reader.grp["data"].shape[0] + assert len(crh5_reader.cell_names()) == crh5_reader.nCells + + +def test_crh5reader_filters_background_barcodes(crh5_reader): + from scarf.readers import CrH5Reader + + reader = CrH5Reader( + crh5_reader.h5obj.filename, + is_filtered=False, + filtering_cutoff=0, + ) + try: + indptr = reader.grp["indptr"][:] + expected = np.flatnonzero(np.diff(indptr) > 0) + np.testing.assert_array_equal(reader.validBarcodeIdx, expected) + assert reader.cell_names() == list( + np.asarray(crh5_reader.cell_names())[expected] + ) + finally: + reader.close() + + +def test_crdir_reader(crdir_reader): + assert crdir_reader.nCells == 892 + assert crdir_reader.nFeatures == 36601 # Does not contain 10 ADTs + + +def test_h5ad_reader(h5ad_reader): + assert h5ad_reader.nCells == 3696 == len(h5ad_reader.cell_ids()) + assert h5ad_reader.nFeatures == 27998 == len(h5ad_reader.feat_names()) + + +def test_h5ad_reader_streams_sparse_matrix(h5ad_reader): + streamed_rows = 0 + streamed_nnz = 0 + streamed_sum = 0.0 + + for chunk in h5ad_reader.consume(batch_size=1000): + assert 0 < chunk.shape[0] <= 1000 + assert chunk.shape[1] == h5ad_reader.nFeatures + assert chunk.dtype == h5ad_reader.matrixDtype + streamed_rows += chunk.shape[0] + streamed_nnz += chunk.nnz + streamed_sum += chunk.data.sum(dtype=np.float64) + + matrix_data = h5ad_reader.h5[h5ad_reader.matrixKey]["data"] + assert streamed_rows == h5ad_reader.nCells + assert streamed_nnz == matrix_data.shape[0] + np.testing.assert_allclose( + streamed_sum, + matrix_data[:].sum(dtype=np.float64), + ) + + +@pytest.mark.parametrize( + ("values", "batch_size"), + [ + ( + np.array( + [ + [1, 0, 2], + [0, 0, 0], + [0, 3, 0], + [0, 0, 0], + ], + dtype=np.uint32, + ), + 2, + ), + ( + np.array( + [ + [1, 0, 0], + [0, 2, 0], + [0, 0, 0], + [3, 0, 4], + [0, 5, 0], + ], + dtype=np.uint32, + ), + 2, + ), + ], +) +def test_h5ad_reader_preserves_sparse_batches(tmp_path, values, batch_size): + from scarf.readers import H5adReader + + file_name = tmp_path / "sparse.h5ad" + _write_sparse_h5ad(file_name, values) + reader = H5adReader(str(file_name), feature_name_key="feature_name") + try: + chunks = list(reader.consume(batch_size=batch_size)) + assert sum(chunk.shape[0] for chunk in chunks) == values.shape[0] + assert sum(chunk.nnz for chunk in chunks) == np.count_nonzero(values) + np.testing.assert_array_equal( + np.vstack([chunk.toarray() for chunk in chunks]), + values, + ) + finally: + reader.h5.close() + + +def test_h5ad_reader_rejects_csc_sparse_encoding(tmp_path): + from scarf.readers import H5adReader + + file_name = tmp_path / "csc.h5ad" + _write_sparse_h5ad( + file_name, + np.eye(3, dtype=np.uint32), + encoding_type="csc_matrix", + ) + + with pytest.raises(ValueError, match="requires CSR encoding"): + H5adReader(str(file_name), feature_name_key="feature_name") + + +def test_h5ad_to_zarr_preserves_exact_sparse_batch(tmp_path): + import zarr + + from scarf.readers import H5adReader + from scarf.writers import H5adToZarr + + values = np.array( + [ + [1, 0, 2], + [0, 0, 0], + [0, 3, 0], + [0, 0, 0], + ], + dtype=np.uint32, + ) + file_name = tmp_path / "exact_batch.h5ad" + zarr_path = tmp_path / "exact_batch.zarr" + _write_sparse_h5ad(file_name, values) + reader = H5adReader(str(file_name), feature_name_key="feature_name") + try: + writer = H5adToZarr(reader, zarr_loc=str(zarr_path)) + writer.dump(batch_size=2) + finally: + reader.h5.close() + + root = zarr.open_group(str(zarr_path), mode="r") + np.testing.assert_array_equal(root["RNA/counts"][:], values) + + +def test_h5ad_reader_streams_cell_and_feature_metadata(h5ad_reader): + cell_columns = dict(h5ad_reader.get_cell_columns()) + + assert "index" not in cell_columns + assert { + "clusters_coarse", + "clusters", + "S_score", + "G2M_score", + "X_pca1", + "X_pca50", + "X_umap1", + "X_umap2", + } <= cell_columns.keys() + assert all( + values.shape == (h5ad_reader.nCells,) for values in cell_columns.values() + ) + np.testing.assert_array_equal( + cell_columns["clusters_coarse"][:3], + np.array([b"Pre-endocrine", b"Ductal", b"Endocrine"]), + ) + np.testing.assert_allclose( + cell_columns["X_umap1"][:3], + np.array([6.143066, -9.906417, 7.559791], dtype=np.float32), + ) + + feature_columns = dict(h5ad_reader.get_feat_columns()) + assert feature_columns.keys() == {"highly_variable_genes"} + assert feature_columns["highly_variable_genes"].shape == (h5ad_reader.nFeatures,) + np.testing.assert_array_equal( + feature_columns["highly_variable_genes"][:3], + np.array([b"False", b"True", b"True"]), + ) + np.testing.assert_array_equal( + h5ad_reader._replace_category_values( + np.array([10_000]), + "clusters", + h5ad_reader.cellAttrsKey, + ), + np.array([10_000]), + ) + assert h5ad_reader._check_exists("layers", "spliced") + + +def test_h5ad_reader_dense_matrix_and_group_metadata(tmp_path): + import h5py + + from scarf.readers import H5adReader + + file_name = tmp_path / "dense.h5ad" + with h5py.File(file_name, mode="w") as h5: + h5.create_dataset( + "X", + data=np.array([[1, 0], [0, 2], [3, 4]], dtype=np.float32), + ) + obs = h5.create_group("obs") + obs.create_dataset("_index", data=np.array([b"c1", b"c2", b"c3"])) + obs.create_dataset("batch", data=np.array([0, 1, 0], dtype=np.int8)) + obs_categories = obs.create_group("__categories") + obs_categories.create_dataset("batch", data=np.array([b"A", b"B"])) + + var = h5.create_group("var") + var.create_dataset("_index", data=np.array([b"f1", b"f2"])) + feature_names = var.create_group("gene_short_name") + feature_names.create_dataset("codes", data=np.array([1, 0])) + feature_names.create_dataset( + "categories", + data=np.array([b"Gene A", b"Gene B"]), + ) + var.create_dataset("chromosome", data=np.array([b"1", b"2"])) + + obsm = h5.create_group("obsm") + obsm.create_dataset( + "X_embed", + data=np.array([[1, 2], [3, 4], [5, 6]], dtype=np.float32), + ) + obsm.create_dataset( + "bad_embed", + data=np.array([[1, 2], [3, 4]], dtype=np.float32), + ) + + reader = H5adReader(str(file_name)) + try: + assert reader.groupCodes == {"obs": 2, "var": 2, "obsm": 2, "X": 1} + np.testing.assert_array_equal(reader.cell_ids(), [b"c1", b"c2", b"c3"]) + np.testing.assert_array_equal(reader.feat_ids(), [b"f1", b"f2"]) + np.testing.assert_array_equal(reader.feat_names(), [b"Gene B", b"Gene A"]) + + cell_columns = dict(reader.get_cell_columns()) + assert cell_columns.keys() == {"batch", "X_embed1", "X_embed2"} + np.testing.assert_array_equal(cell_columns["batch"], [b"A", b"B", b"A"]) + np.testing.assert_array_equal(cell_columns["X_embed2"], [2, 4, 6]) + + feature_columns = dict(reader.get_feat_columns()) + assert feature_columns.keys() == {"chromosome"} + np.testing.assert_array_equal(feature_columns["chromosome"], [b"1", b"2"]) + + chunks = [chunk.toarray() for chunk in reader.consume(batch_size=2)] + assert len(chunks) == 2 + np.testing.assert_array_equal(chunks[0], [[1, 0], [0, 2]]) + np.testing.assert_array_equal(chunks[1], [[3, 4]]) + finally: + reader.h5.close() + + +def test_h5ad_reader_falls_back_without_metadata_groups(tmp_path): + import h5py + + from scarf.readers import H5adReader + + file_name = tmp_path / "sparse_without_metadata.h5ad" + with h5py.File(file_name, mode="w") as h5: + matrix = h5.create_group("X") + matrix.create_dataset("data", data=np.array([5, 8], dtype=np.int16)) + matrix.create_dataset("indices", data=np.array([0, 1])) + matrix.create_dataset("indptr", data=np.array([0, 1, 2])) + matrix.create_dataset("shape", data=np.array([2, 2])) + + reader = H5adReader(str(file_name)) + try: + assert reader.nCells == reader.nFeatures == 2 + np.testing.assert_array_equal(reader.cell_ids(), ["cell_0", "cell_1"]) + np.testing.assert_array_equal( + reader.feat_ids(), + ["feature_0", "feature_1"], + ) + np.testing.assert_array_equal(reader.feat_names(), reader.feat_ids()) + assert list(reader.get_cell_columns()) == [] + assert list(reader.get_feat_columns()) == [] + + chunks = list(reader.consume(batch_size=3)) + assert len(chunks) == 1 + np.testing.assert_array_equal(chunks[0].toarray(), [[5, 0], [0, 8]]) + finally: + reader.h5.close() + + +def test_loom_reader(loom_reader): + assert loom_reader.nCells == 298 == len(loom_reader.cell_ids()) + assert loom_reader.nFeatures == 16892 == len(loom_reader.feature_names()) + + +def test_loom_reader_streams_metadata_and_counts(loom_reader): + cell_attributes = dict(loom_reader.get_cell_attrs()) + assert cell_attributes.keys() == {"Area", "Cell_cluster"} + assert all( + values.shape == (loom_reader.nCells,) for values in cell_attributes.values() + ) + assert dict(loom_reader.get_feature_attrs()) == {} + + chunks = list(loom_reader.consume(batch_size=100)) + assert [chunk.shape for chunk in chunks] == [ + (100, loom_reader.nFeatures), + (100, loom_reader.nFeatures), + (98, loom_reader.nFeatures), + ] + assert sum(chunk.nnz for chunk in chunks) > 0 diff --git a/tests/test_renorm_subset.py b/tests/test_renorm_subset.py new file mode 100644 index 00000000..f5e49e05 --- /dev/null +++ b/tests/test_renorm_subset.py @@ -0,0 +1,151 @@ +import numpy as np + +from scarf.assay import RNAassay +from scarf.writers import write_renorm_subset_to_zarr + + +def _subset_indices(rna): + cell_idx = np.arange(rna.cells.N) + feat_idx = np.array([0, 1, 3]) + return cell_idx, feat_idx + + +def _reference_renorm_subset(rna, cell_idx, feat_idx, log_transform=False): + raw = rna.rawData[cell_idx, :][:, feat_idx].compute() + row_sum = raw.sum(axis=1) + row_sum[row_sum == 0] = 1 + out = rna.sf * raw / row_sum[:, np.newaxis] + if log_transform: + out = np.log1p(out) + return out.astype(np.float32) + + +def test_write_renorm_subset_matches_reference(toy_crdir_ds): + rna = toy_crdir_ds.RNA + cell_idx, feat_idx = _subset_indices(rna) + loc = "fused_normed" + + rna.z.create_group(loc, overwrite=True) + write_renorm_subset_to_zarr( + rna, cell_idx, feat_idx, rna.z, f"{loc}/data", rna.nthreads + ) + expected = _reference_renorm_subset(rna, cell_idx, feat_idx) + written = rna.z[f"{loc}/data"][:] + np.testing.assert_allclose(written, expected, rtol=1e-5) + + +def test_write_renorm_subset_log_transform(toy_crdir_ds): + rna = toy_crdir_ds.RNA + cell_idx, feat_idx = _subset_indices(rna) + loc = "fused_normed_log" + + rna.z.create_group(loc, overwrite=True) + write_renorm_subset_to_zarr( + rna, + cell_idx, + feat_idx, + rna.z, + f"{loc}/data", + rna.nthreads, + log_transform=True, + ) + expected = _reference_renorm_subset(rna, cell_idx, feat_idx, log_transform=True) + written = rna.z[f"{loc}/data"][:] + np.testing.assert_allclose(written, expected, rtol=1e-5) + + +def test_save_normalized_data_renorm_uses_fused_path(toy_crdir_ds, monkeypatch): + rna = toy_crdir_ds.RNA + called = {"normed": 0} + orig_normed = RNAassay.normed + + def fake_normed(self, *args, **kwargs): + called["normed"] += 1 + return orig_normed(self, *args, **kwargs) + + monkeypatch.setattr(RNAassay, "normed", fake_normed) + monkeypatch.setattr( + rna, + "_get_cell_feat_idx", + lambda cell_key, feat_key: _subset_indices(rna), + ) + + rna.save_normalized_data( + cell_key="I", + feat_key="I", + batch_size=256, + location="normed_fused_test", + log_transform=False, + renormalize_subset=True, + update_keys=False, + ) + assert called["normed"] == 0 + cell_idx, feat_idx = _subset_indices(rna) + expected = _reference_renorm_subset(rna, cell_idx, feat_idx) + np.testing.assert_allclose(rna.z["normed_fused_test/data"][:], expected, rtol=1e-5) + + +def test_save_normalized_data_without_renorm_still_uses_normed( + toy_crdir_ds, monkeypatch +): + rna = toy_crdir_ds.RNA + called = {"normed": 0, "fused": 0} + orig_normed = RNAassay.normed + + def fake_normed(self, *args, **kwargs): + called["normed"] += 1 + return orig_normed(self, *args, **kwargs) + + def fake_fused(*args, **kwargs): + called["fused"] += 1 + return write_renorm_subset_to_zarr(*args, **kwargs) + + monkeypatch.setattr(RNAassay, "normed", fake_normed) + monkeypatch.setattr("scarf.writers.write_renorm_subset_to_zarr", fake_fused) + monkeypatch.setattr( + rna, + "_get_cell_feat_idx", + lambda cell_key, feat_key: _subset_indices(rna), + ) + + rna.save_normalized_data( + cell_key="I", + feat_key="I", + batch_size=256, + location="normed_standard_test", + log_transform=False, + renormalize_subset=False, + update_keys=False, + ) + assert called["normed"] == 1 + assert called["fused"] == 0 + + +def test_save_normalized_data_renorm_cache_hit(toy_crdir_ds, monkeypatch): + rna = toy_crdir_ds.RNA + called = {"fused": 0} + orig_fused = write_renorm_subset_to_zarr + + def counting_fused(*args, **kwargs): + called["fused"] += 1 + return orig_fused(*args, **kwargs) + + monkeypatch.setattr("scarf.writers.write_renorm_subset_to_zarr", counting_fused) + monkeypatch.setattr( + rna, + "_get_cell_feat_idx", + lambda cell_key, feat_key: _subset_indices(rna), + ) + + kwargs = dict( + cell_key="I", + feat_key="I", + batch_size=256, + location="normed_cache_test", + log_transform=False, + renormalize_subset=True, + update_keys=False, + ) + rna.save_normalized_data(**kwargs) + rna.save_normalized_data(**kwargs) + assert called["fused"] == 1 diff --git a/tests/test_repack_zarr.py b/tests/test_repack_zarr.py new file mode 100644 index 00000000..87879c1b --- /dev/null +++ b/tests/test_repack_zarr.py @@ -0,0 +1,34 @@ +import zarr + +from scarf.tools.repack_zarr import repack_store + + +def test_repack_store_round_trip(toy_crdir_writer, tmp_path): + output = tmp_path / "repacked.zarr" + repack_store(toy_crdir_writer, str(output), profile="fast_local", shard_counts=True) + + src = zarr.open_group(toy_crdir_writer, mode="r") + dst = zarr.open_group(str(output), mode="r") + + assert set(src.keys()) == set(dst.keys()) + assay_names = [name for name in src.keys() if src[name].attrs.get("is_assay")] + for assay_name in assay_names: + src_assay = src[assay_name] + dst_assay = dst[assay_name] + assert src_assay.attrs.get("is_assay") is True + assert "counts" in dst_assay + assert src_assay["counts"].shape == dst_assay["counts"].shape + assert (src_assay["counts"][...] == dst_assay["counts"][...]).all() + + +def test_repack_store_without_sharding(toy_crdir_writer, tmp_path): + output = tmp_path / "repacked_plain.zarr" + repack_store( + toy_crdir_writer, + str(output), + profile="fast_local", + shard_counts=False, + ) + dst = zarr.open_group(str(output), mode="r") + assert "RNA" in dst + assert "counts" in dst["RNA"] diff --git a/tests/test_symphony_mapping.py b/tests/test_symphony_mapping.py new file mode 100644 index 00000000..4edf1d2a --- /dev/null +++ b/tests/test_symphony_mapping.py @@ -0,0 +1,349 @@ +import json +from dataclasses import replace +from pathlib import Path + +import numpy as np +import pandas as pd + +from scarf.harmony import fit_harmony +from scarf.symphony import ( + SymphonyReferenceModel, + accumulate_sufficient_statistics, + apply_query_correction, + initialize_sufficient_statistics, + project_pca, + soft_cluster_assignments, + solve_query_correction, + weighted_centroids, + zero_norm_rows, +) + + +def _single_cluster_reference() -> SymphonyReferenceModel: + return SymphonyReferenceModel( + feature_means=np.zeros(2), + feature_scales=np.ones(2), + loadings=np.eye(2), + centroids=np.array([[1.0, 0.0]]), + raw_centroids=np.zeros((1, 2)), + corrected_centroids=np.zeros((1, 2)), + cluster_mass=np.array([4.0]), + sigma=np.array([0.1]), + correction_ridge=0.0, + ) + + +def _correct( + model: SymphonyReferenceModel, query: np.ndarray, batch_codes: np.ndarray +) -> np.ndarray: + projected = project_pca(query, model) + assignments = soft_cluster_assignments(projected, model) + counts, sums = initialize_sufficient_statistics(batch_codes.max() + 1, model) + accumulate_sufficient_statistics(counts, sums, projected, assignments, batch_codes) + correction = solve_query_correction(counts, sums, model) + return apply_query_correction( + projected, assignments, batch_codes, model, correction + ) + + +def test_symphony_closed_form_affine_shift_fixture(): + model = _single_cluster_reference() + # Hand-derived single-cluster case: the query batch offset is [3, -2]. + unshifted = np.array([[-1.0, 0.0], [1.0, 0.0]]) + shifted = unshifted + np.array([3.0, -2.0]) + + corrected = _correct(model, shifted, np.zeros(2, dtype=np.int64)) + + np.testing.assert_allclose(corrected, unshifted, atol=1e-12) + + +def test_symphony_no_shift_control_is_identity_for_centered_query(): + model = _single_cluster_reference() + query = np.array([[-2.0, 1.0], [2.0, -1.0]]) + + corrected = _correct(model, query, np.zeros(2, dtype=np.int64)) + + np.testing.assert_allclose(corrected, query, atol=1e-12) + + +def test_symphony_handles_empty_cluster_batch_statistics_without_nan(): + model = _single_cluster_reference() + counts, sums = initialize_sufficient_statistics(2, model) + counts[0, 0] = 2.0 + sums[0, 0] = np.array([4.0, -2.0]) + + correction = solve_query_correction(counts, sums, model) + + assert np.all(np.isfinite(correction.batch_offsets)) + np.testing.assert_array_equal(correction.batch_offsets[1], np.zeros((1, 2))) + + +def test_symphony_no_shift_composition_subset_stays_stable(): + model = SymphonyReferenceModel( + feature_means=np.zeros(2), + feature_scales=np.ones(2), + loadings=np.eye(2), + centroids=np.array([[-2.0, 0.0], [2.0, 0.0]]), + raw_centroids=np.array([[-2.0, 0.0], [2.0, 0.0]]), + corrected_centroids=np.array([[-2.0, 0.0], [2.0, 0.0]]), + cluster_mass=np.array([100.0, 100.0]), + sigma=np.array([0.1, 0.1]), + correction_ridge=0.0, + ) + cluster_zero_only = np.array([[-3.0, 0.0], [-1.0, 0.0]]) + + corrected = _correct(model, cluster_zero_only, np.zeros(2, dtype=np.int64)) + + np.testing.assert_allclose(corrected, cluster_zero_only, atol=1e-12) + + +def test_symphony_composition_imbalance_preserves_distinct_populations(): + model = SymphonyReferenceModel( + feature_means=np.zeros(2), + feature_scales=np.ones(2), + loadings=np.eye(2), + centroids=np.array([[-1.0, 0.0], [1.0, 0.0]]), + raw_centroids=np.array([[-2.0, 0.0], [2.0, 0.0]]), + corrected_centroids=np.array([[-2.0, 0.0], [2.0, 0.0]]), + cluster_mass=np.array([100.0, 100.0]), + sigma=np.array([0.01, 0.01]), + correction_ridge=0.0, + ) + query = np.array( + [ + [-3.0, 0.0], + [-2.5, 0.0], + [-1.5, 0.0], + [-1.0, 0.0], + [1.5, 0.0], + [2.5, 0.0], + ] + ) + populations = np.array([0, 0, 0, 0, 1, 1]) + + corrected = _correct(model, query, np.zeros(len(query), dtype=np.int64)) + separation = corrected[populations == 1].mean(axis=0) - corrected[ + populations == 0 + ].mean(axis=0) + + np.testing.assert_allclose(corrected, query, atol=1e-12) + assert separation[0] == 4.0 + + +def test_symphony_recovers_independent_query_batch_shifts(): + model = _single_cluster_reference() + centered = np.array([[-1.0, 0.0], [1.0, 0.0], [-2.0, 1.0], [2.0, -1.0]]) + batches = np.array([0, 0, 1, 1], dtype=np.int64) + shifted = centered.copy() + shifted[batches == 0] += np.array([3.0, -2.0]) + shifted[batches == 1] += np.array([-4.0, 5.0]) + + corrected = _correct(model, shifted, batches) + + np.testing.assert_allclose(corrected, centered, atol=1e-12) + + +def test_symphony_shift_fixture_improves_neighbor_label_recovery(): + model = _single_cluster_reference() + reference = np.array([[-2.0, 0.0], [-1.0, 0.0], [1.0, 0.0], [2.0, 0.0]]) + labels = np.array(["left", "left", "right", "right"]) + shifted = reference + np.array([8.0, -3.0]) + corrected = _correct(model, shifted, np.zeros(4, dtype=np.int64)) + + uncorrected_neighbors = np.argmin( + np.linalg.norm(shifted[:, np.newaxis] - reference, axis=2), + axis=1, + ) + corrected_neighbors = np.argmin( + np.linalg.norm(corrected[:, np.newaxis] - reference, axis=2), + axis=1, + ) + uncorrected_accuracy = np.mean(labels[uncorrected_neighbors] == labels) + corrected_accuracy = np.mean(labels[corrected_neighbors] == labels) + + assert corrected_accuracy == 1.0 + assert corrected_accuracy > uncorrected_accuracy + + +def test_symphony_correction_is_row_order_invariant(): + model = _single_cluster_reference() + query = np.array([[2.0, -1.0], [4.0, -1.0], [-3.0, 2.0], [-1.0, 2.0]]) + batches = np.array([0, 0, 1, 1], dtype=np.int64) + order = np.array([2, 0, 3, 1]) + + expected = _correct(model, query, batches) + reordered = _correct(model, query[order], batches[order]) + restored = np.empty_like(reordered) + restored[order] = reordered + + np.testing.assert_allclose(restored, expected, atol=1e-12) + + +def test_symphony_sufficient_statistics_are_chunk_invariant(): + model = _single_cluster_reference() + query = np.array([[2.0, -1.0], [4.0, -1.0], [-3.0, 2.0], [-1.0, 2.0]]) + batches = np.array([0, 0, 1, 1], dtype=np.int64) + coordinates = project_pca(query, model) + assignments = soft_cluster_assignments(coordinates, model) + + expected_counts, expected_sums = initialize_sufficient_statistics(2, model) + accumulate_sufficient_statistics( + expected_counts, + expected_sums, + coordinates, + assignments, + batches, + ) + chunked_counts, chunked_sums = initialize_sufficient_statistics(2, model) + for start, stop in ((0, 1), (1, 3), (3, 4)): + accumulate_sufficient_statistics( + chunked_counts, + chunked_sums, + coordinates[start:stop], + assignments[start:stop], + batches[start:stop], + ) + + np.testing.assert_allclose(chunked_counts, expected_counts, atol=1e-12) + np.testing.assert_allclose(chunked_sums, expected_sums, atol=1e-12) + + +def test_symphony_ridge_shrinks_sparse_query_offsets(): + unregularized = _single_cluster_reference() + regularized = SymphonyReferenceModel( + feature_means=unregularized.feature_means, + feature_scales=unregularized.feature_scales, + loadings=unregularized.loadings, + centroids=unregularized.centroids, + raw_centroids=unregularized.raw_centroids, + corrected_centroids=unregularized.corrected_centroids, + cluster_mass=unregularized.cluster_mass, + sigma=unregularized.sigma, + correction_ridge=10.0, + ) + counts = np.array([[1.0]]) + sums = np.array([[[5.0, 0.0]]]) + + raw = solve_query_correction(counts, sums, unregularized) + shrunk = solve_query_correction(counts, sums, regularized) + + assert abs(shrunk.batch_offsets[0, 0, 0]) < abs(raw.batch_offsets[0, 0, 0]) + + +def test_zero_norm_rows_are_identified_without_nonfinite_assignments(): + model = _single_cluster_reference() + coordinates = np.array([[0.0, 0.0], [1.0, 0.0]]) + + mask = zero_norm_rows(coordinates) + assignments = soft_cluster_assignments(coordinates, model) + + assert mask.tolist() == [True, False] + assert np.all(np.isfinite(assignments)) + + +def test_harmony_accepts_numpy_scalar_sigma(): + embedding = np.array([[-1.0, -0.8, 0.8, 1.0], [0.0, 0.2, -0.2, 0.0]]) + metadata = pd.DataFrame({"batch": ["a", "a", "b", "b"]}) + + result = fit_harmony( + embedding, + metadata, + sigma=np.float64(0.1), + theta=np.float64(2.0), + lamb=np.int64(3), + nclust=2, + max_iter_harmony=2, + max_iter_kmeans=2, + ) + + assert result.sigma.shape == (2,) + assert result.parameters["sigma"] == [0.1, 0.1] + assert result.parameters["theta"] == [2.0, 2.0] + assert result.parameters["lambda"] == [3.0, 3.0] + assert result.parameters["clusterBackend"] == "kmeans" + + +def test_weighted_centroids_reject_empty_reference_clusters(): + coordinates = np.array([[0.0, 0.0], [1.0, 1.0]]) + assignments = np.array([[1.0, 1.0], [0.0, 0.0]]) + + with np.testing.assert_raises_regex(ValueError, "empty cluster"): + weighted_centroids(coordinates, assignments) + with np.testing.assert_raises_regex(ValueError, "masses must be positive"): + replace(_single_cluster_reference(), cluster_mass=np.array([0.0])) + + +def test_symphony_r_0_1_3_static_golden_fixture(): + fixture = json.loads( + (Path(__file__).parent / "symphony_r_0_1_3_golden.json").read_text() + ) + reference = fixture["reference"] + model = SymphonyReferenceModel( + feature_means=np.asarray(reference["featureMeans"]), + feature_scales=np.asarray(reference["featureScales"]), + loadings=np.asarray(reference["loadings"]), + centroids=np.asarray(reference["centroids"]), + raw_centroids=np.asarray(reference["rawCentroids"]), + corrected_centroids=np.asarray(reference["correctedCentroids"]), + cluster_mass=np.asarray(reference["clusterMass"]), + sigma=np.asarray(reference["sigma"]), + correction_ridge=float(reference["correctionRidge"]), + ) + query = np.asarray(fixture["query"]) + batch_codes = np.asarray(fixture["batchCodes"], dtype=np.int64) + projected = project_pca(query, model) + assignments = soft_cluster_assignments(projected, model) + corrected = _correct(model, query, batch_codes) + + assert fixture["provenance"]["packageVersion"] == "0.1.3" + np.testing.assert_allclose( + projected, + fixture["expectedProjected"], + rtol=0, + atol=1e-15, + ) + np.testing.assert_allclose( + assignments, + fixture["expectedAssignments"], + rtol=1e-12, + atol=1e-18, + ) + np.testing.assert_allclose( + corrected, + fixture["expectedCorrected"], + rtol=0, + atol=1e-12, + ) + + nonzero = fixture["nonzeroCorrection"] + nonzero_reference = nonzero["reference"] + nonzero_model = SymphonyReferenceModel( + feature_means=np.asarray(nonzero_reference["featureMeans"]), + feature_scales=np.asarray(nonzero_reference["featureScales"]), + loadings=np.asarray(nonzero_reference["loadings"]), + centroids=np.asarray(nonzero_reference["centroids"]), + raw_centroids=np.asarray(nonzero_reference["rawCentroids"]), + corrected_centroids=np.asarray(nonzero_reference["correctedCentroids"]), + cluster_mass=np.asarray(nonzero_reference["clusterMass"]), + sigma=np.asarray(nonzero_reference["sigma"]), + correction_ridge=float(nonzero_reference["correctionRidge"]), + ) + nonzero_query = np.asarray(nonzero["query"]) + nonzero_batches = np.asarray(nonzero["batchCodes"], dtype=np.int64) + nonzero_projected = project_pca(nonzero_query, nonzero_model) + nonzero_assignments = soft_cluster_assignments(nonzero_projected, nonzero_model) + nonzero_corrected = _correct(nonzero_model, nonzero_query, nonzero_batches) + + np.testing.assert_allclose( + nonzero_assignments, + nonzero["expectedAssignments"], + rtol=0, + atol=1e-15, + ) + np.testing.assert_allclose( + nonzero_corrected, + nonzero["expectedCorrected"], + rtol=0, + atol=1e-12, + ) + assert not np.allclose(nonzero_corrected, nonzero_query) diff --git a/tests/test_types_and_utils.py b/tests/test_types_and_utils.py new file mode 100644 index 00000000..56458c1e --- /dev/null +++ b/tests/test_types_and_utils.py @@ -0,0 +1,116 @@ +import numpy as np +import pytest +import zarr +from zarr.storage import MemoryStore + +from scarf._types import as_zarr_array, as_zarr_group, array_metadata_shards +from scarf.utils import ( + array_digest, + clean_array, + permute_into_chunks, + rescale_array, + rolling_window, + set_verbosity, +) + + +def test_as_zarr_array_accepts_array(): + root = zarr.open_group(store=MemoryStore(), mode="w") + arr = root.create_array("data", shape=(3,), dtype="f8") + assert as_zarr_array(arr) is arr + + +def test_as_zarr_array_rejects_group(): + root = zarr.open_group(store=MemoryStore(), mode="w") + group = root.create_group("nested") + with pytest.raises(TypeError, match="Expected Zarr array"): + as_zarr_array(group, name="nested") + + +def test_as_zarr_group_accepts_group(): + root = zarr.open_group(store=MemoryStore(), mode="w") + group = root.create_group("nested") + assert as_zarr_group(group) is group + + +def test_as_zarr_group_rejects_array(): + root = zarr.open_group(store=MemoryStore(), mode="w") + arr = root.create_array("data", shape=(2,), dtype="f8") + with pytest.raises(TypeError, match="Expected Zarr group"): + as_zarr_group(arr, name="data") + + +def test_array_metadata_shards_returns_none_without_sharding(): + root = zarr.open_group(store=MemoryStore(), mode="w") + arr = root.create_array("data", shape=(4,), dtype="f8") + assert array_metadata_shards(arr) is None + + +def test_clean_array_replaces_nan_inf_and_zero(): + raw = np.array([1.0, np.nan, np.inf, -np.inf, 0.0]) + cleaned = clean_array(raw, fill_val=-1.0) + assert cleaned[0] == 1.0 + assert cleaned[-1] == -1.0 + assert np.all(np.isfinite(cleaned)) + + +def test_rescale_array_trims_extreme_values(): + values = np.concatenate([np.linspace(-2, 2, 499), np.array([100.0])]) + trimmed = rescale_array(values, frac=0.9) + assert trimmed.max() < 100.0 + assert trimmed.min() > -100.0 + + +def test_set_verbosity_rejects_invalid_level(): + with pytest.raises(ValueError, match="Please provide a value for level"): + set_verbosity("NOT_A_REAL_LEVEL") + + +def test_set_verbosity_accepts_valid_level(): + set_verbosity("ERROR") + set_verbosity("INFO") + + +def test_rolling_window_smoothes_along_rows(): + data = np.arange(10, dtype=float).reshape(5, 2) + smoothed = rolling_window(data, w=3) + expected = np.array( + [ + [1.0, 2.0], + [2.0, 3.0], + [4.0, 5.0], + [6.0, 7.0], + [7.0, 8.0], + ] + ) + assert np.array_equal(smoothed, expected) + + +def test_rolling_window_even_and_oversized_windows(): + data = np.arange(5, dtype=float).reshape(-1, 1) + + assert np.array_equal(rolling_window(np.array([[7.0]]), w=1), [[7.0]]) + assert np.array_equal( + rolling_window(data, w=2).ravel(), + [0.5, 1.5, 2.5, 3.5, 4.0], + ) + assert np.array_equal( + rolling_window(data, w=20).ravel(), + [1.0, 1.5, 2.0, 2.5, 3.0], + ) + for window_size in (0, -1): + with pytest.raises(ValueError, match="greater than zero"): + rolling_window(data, w=window_size) + + +def test_array_digest_is_deterministic_and_shape_sensitive(): + values = np.arange(6, dtype=np.int64) + + assert array_digest(values) == array_digest(values.copy()) + assert array_digest(values) != array_digest(values.reshape(2, 3)) + + +def test_permute_into_chunks_preserves_all_indices(): + chunks = permute_into_chunks(10, 3, seed=7) + merged = np.concatenate(chunks) + assert np.array_equal(np.sort(merged), np.arange(10)) diff --git a/tests/test_umap_and_harmony.py b/tests/test_umap_and_harmony.py new file mode 100644 index 00000000..a03627a8 --- /dev/null +++ b/tests/test_umap_and_harmony.py @@ -0,0 +1,98 @@ +import numpy as np +import pandas as pd +import pytest +from scipy.sparse import coo_matrix + +pytest.importorskip("umap") + +from scarf.harmony import run_harmony +from scarf.umap import calc_dens_map_params, fit_transform, fuzzy_simplicial_set + + +def _ring_graph(n: int) -> coo_matrix: + rows, cols, data = [], [], [] + for i in range(n): + for j in (i - 1, i + 1): + neighbor = j % n + if neighbor != i: + rows.append(i) + cols.append(neighbor) + data.append(1.0) + return coo_matrix((data, (rows, cols)), shape=(n, n)) + + +def test_calc_dens_map_params(): + graph = _ring_graph(8) + dists = np.full((8, 8), 2.0, dtype=np.float32) + np.fill_diagonal(dists, 0.0) + for i in range(8): + dists[i, (i + 1) % 8] = 1.0 + dists[i, (i - 1) % 8] = 1.0 + mu_sum, r_term = calc_dens_map_params(graph, dists) + assert mu_sum.shape == (8,) + assert r_term.shape == (8,) + assert np.all(np.isfinite(mu_sum)) + assert np.all(np.isfinite(mu_sum[mu_sum > 0])) + + +def test_fuzzy_simplicial_set_produces_coo_graph(): + graph = coo_matrix(([1.0, 0.6], ([0, 1], [1, 2])), shape=(4, 4)) + merged = fuzzy_simplicial_set(graph, 1.0) + assert merged.shape == (4, 4) + assert merged.nnz > 0 + + +def test_fit_transform_runs_short_embedding(): + n_cells = 24 + graph = _ring_graph(n_cells) + ini_embed = np.random.default_rng(0).normal(size=(n_cells, 2)).astype(np.float32) + + embedding, a, b = fit_transform( + graph, + ini_embed, + spread=1.0, + min_dist=0.5, + n_epochs=15, + random_seed=42, + repulsion_strength=1.0, + initial_alpha=1.0, + negative_sample_rate=5, + densmap_kwds={}, + parallel=False, + nthreads=1, + verbose=False, + ) + + assert embedding.shape == (n_cells, 2) + assert np.all(np.isfinite(embedding)) + assert a > 0 + assert b > 0 + + +def test_run_harmony_corrects_batch_structure(): + rng = np.random.default_rng(0) + n_cells = 180 + n_dims = 12 + batch = rng.integers(0, 3, n_cells) + batch_effect = rng.normal(scale=2.0, size=(3, n_dims)) + data = rng.normal(size=(n_dims, n_cells)) + for cell_idx, batch_id in enumerate(batch): + data[:, cell_idx] += batch_effect[batch_id] + + meta = pd.DataFrame({"batch": [f"batch_{x}" for x in batch]}) + corrected = run_harmony( + data, + meta, + nclust=15, + max_iter_harmony=4, + max_iter_kmeans=5, + random_state=0, + ) + + assert corrected.shape == data.shape + assert np.all(np.isfinite(corrected)) + batch_means_before = [data[:, batch == b].mean(axis=1) for b in range(3)] + batch_means_after = [corrected[:, batch == b].mean(axis=1) for b in range(3)] + spread_before = np.std([m.mean() for m in batch_means_before]) + spread_after = np.std([m.mean() for m in batch_means_after]) + assert spread_after <= spread_before diff --git a/tests/test_writers.py b/tests/test_writers.py new file mode 100644 index 00000000..1e7da1c3 --- /dev/null +++ b/tests/test_writers.py @@ -0,0 +1,402 @@ +import numpy as np +import pytest +import zarr +from zarr.storage import MemoryStore + +from scarf.readers import CSVReader +from scarf.writers import ( + CSVtoZarr, + CrToZarr, + SubsetZarr, + bed_to_sparse_array, + subset_assay_zarr, +) + + +class _FakeCells: + def __init__( + self, n_cells: int, columns: dict[str, np.ndarray] | None = None + ) -> None: + self.N = n_cells + self._columns = columns or {} + + def fetch_all(self, key: str) -> np.ndarray: + return self._columns[key] + + +class _FakeAssay: + def __init__( + self, + name: str, + n_cells: int, + columns: dict[str, np.ndarray] | None = None, + ) -> None: + self.name = name + self.cells = _FakeCells(n_cells, columns) + + +def test_crtozarr(crh5_reader, tmp_path): + from scarf.writers import CrToZarr + + fn = str(tmp_path / "dummy_1K_pbmc_citeseq.zarr") + writer = CrToZarr(crh5_reader, zarr_loc=fn) + writer.dump() + + +def test_crtozarr_fromdir(crdir_reader, tmp_path): + from scarf.writers import CrToZarr + + fn = str(tmp_path / "1K_pbmc_citeseq_dir.zarr") + writer = CrToZarr(crdir_reader, zarr_loc=fn) + writer.dump() + + +def test_h5adtozarr(h5ad_reader, tmp_path): + from scarf.writers import H5adToZarr + + fn = str(tmp_path / "bastidas.zarr") + writer = H5adToZarr(h5ad_reader, zarr_loc=fn) + writer.dump() + + +def test_loomtozarr(loom_reader, tmp_path): + from scarf.writers import LoomToZarr + + fn = str(tmp_path / "sympathetic.zarr") + writer = LoomToZarr(loom_reader, zarr_loc=fn) + writer.dump() + + +def test_sparsetozarr(tmp_path): + from scipy.sparse import csr_matrix + + from scarf.writers import SparseToZarr + + cols = [1, 3, 8, 2, 3, 1, 2, 8, 9] + rows = [0, 0, 0, 1, 1, 1, 2, 2, 2] + data = [1, 10, 15, 10, 20, 2, 3, 1, 5] + mat = (data, (rows, cols)) + mat = csr_matrix(mat, shape=(3, 10)) + + fn = str(tmp_path / "dummy_sparse.zarr") + + writer = SparseToZarr( + mat, + zarr_loc=fn, + cell_ids=[f"cell_{x}" for x in range(3)], + feature_ids=[f"feat_{x}" for x in range(10)], + ) + writer.dump() + + +def test_sparsetozarr_sharded_layout(tmp_path): + import zarr + from scipy.sparse import csr_matrix + + from scarf.writers import SparseToZarr + + n_cells, n_feats = 5000, 200 + rng = np.random.default_rng(0) + rows = rng.integers(0, n_cells, size=50_000) + cols = rng.integers(0, n_feats, size=50_000) + data = np.ones(50_000, dtype=np.uint32) + mat = csr_matrix((data, (rows, cols)), shape=(n_cells, n_feats)) + fn = str(tmp_path / "dummy_sparse_sharded.zarr") + writer = SparseToZarr( + mat, + zarr_loc=fn, + cell_ids=[f"cell_{x}" for x in range(n_cells)], + feature_ids=[f"feat_{x}" for x in range(n_feats)], + ) + writer.dump() + store = zarr.open_group(fn, mode="r") + counts = store["RNA/counts"] + assert counts.shape == (n_cells, n_feats) + assert counts.metadata.shards is not None + assert int(counts[...].sum()) > 0 + + +def test_csv_to_zarr_round_trip(tmp_path): + csv_path = tmp_path / "counts.csv" + csv_path.write_text( + "quality,geneA,geneB,geneC\n" + "10,1,0,2\n" + "20,0,3,0\n" + "30,4,5,6\n" + "40,7,0,8\n" + "50,9,10,0\n", + encoding="utf-8", + ) + reader = CSVReader( + str(csv_path), + cell_data_cols=["quality"], + batch_size=2, + ) + store = MemoryStore() + writer = CSVtoZarr( + reader, + zarr_loc=store, + assay_name="RNA", + dtype=np.dtype("uint16"), + ) + + writer.dump() + + root = zarr.open_group(store=store, mode="r") + expected = np.array( + [ + [1, 0, 2], + [0, 3, 0], + [4, 5, 6], + [7, 0, 8], + [9, 10, 0], + ], + dtype=np.uint16, + ) + np.testing.assert_array_equal(root["RNA/counts"][:], expected) + np.testing.assert_array_equal( + root["RNA/featureData/ids"][:], + np.array(["geneA", "geneB", "geneC"]), + ) + np.testing.assert_array_equal( + root["cellData/ids"][:], + np.array(["cell_0", "cell_1", "cell_2", "cell_3", "cell_4"]), + ) + np.testing.assert_array_equal( + root["cellData/quality"][:], + np.array([10, 20, 30, 40, 50]), + ) + + +def test_subset_assay_zarr_selects_ordered_rows_and_columns(): + store = MemoryStore() + root = zarr.open_group(store=store, mode="w") + source = root.create_array( + "source", + shape=(5, 4), + chunks=(2, 2), + dtype=np.uint16, + fill_value=0, + ) + values = np.arange(20, dtype=np.uint16).reshape(5, 4) + source[:] = values + cells = np.array([4, 1, 3]) + features = np.array([3, 0]) + + result = subset_assay_zarr( + store, + in_grp="source", + out_grp="selected", + cells_idx=cells, + feat_idx=features, + chunk_size=(2, 2), + ) + + selected = root["selected"] + assert result is None + assert selected.dtype == np.dtype(np.uint32) + np.testing.assert_array_equal( + selected[:], + values[np.ix_(cells, features)], + ) + + +def test_bed_to_sparse_array_bins_filters_and_drops_unknown_features(tmp_path): + bed_path = tmp_path / "fragments.bed" + bed_path.write_text( + "# test fragments\n" + "chr1\t0\t20\tcellB\t2\n" + "chr1\t100\t120\tcellA\t3\n" + "chr2\t0\t20\tcellB\t4\n" + "chr1\t0\t10\tcellC\t5\n" + "chr1\t10\t20\tcellA\t1\n" + "chr2\t200\t220\tcellD\t1\n", + encoding="utf-8", + ) + + matrix, cell_ids, feature_ids = bed_to_sparse_array( + str(bed_path), + bin_size=100, + chrom_sizes={"chr1": 199, "chr2": 99}, + min_counts_per_cell=3, + read_chunk_size=2, + disable_tqdm=True, + ) + + assert cell_ids.tolist() == ["cellB", "cellA", "cellC"] + assert feature_ids.tolist() == ["chr1_0", "chr1_1", "chr2_0"] + np.testing.assert_array_equal( + matrix.toarray(), + np.array( + [ + [2, 0, 4], + [1, 3, 0], + [5, 0, 0], + ] + ), + ) + + +def test_v2_fixture_read_only(datastore): + assert datastore.RNA.rawData.shape[0] > 0 + + +def test_to_h5ad(datastore, tmp_path): + from scarf.writers import to_h5ad + + fn = str(tmp_path / "test_1K_pbmc_citeseq.h5ad") + to_h5ad(datastore.RNA, fn) + + +def test_to_mtx(datastore, tmp_path): + from scarf.writers import to_mtx + + fn = str(tmp_path / "test_1K_pbmc_citeseq_dir") + to_mtx(datastore.RNA, fn) + + +def test_zarr_subset(datastore, tmp_path): + zarr_path = str(tmp_path / "subset.zarr") + writer = SubsetZarr( + zarr_loc=zarr_path, assays=[datastore.RNA], cell_idx=np.array([1, 10, 100, 500]) + ) + writer.dump() + + +def test_subset_zarr_rejects_invalid_assay_inputs(): + with pytest.raises(TypeError, match="should be a list"): + SubsetZarr._check_assays("RNA") + with pytest.raises(ValueError, match="actual assay objects"): + SubsetZarr._check_assays([object()]) + with pytest.raises(ValueError, match="same numer of cells"): + SubsetZarr._check_assays( + [ + _FakeAssay("RNA", 3), + _FakeAssay("ATAC", 4), + ] + ) + + +def test_subset_zarr_requires_cell_key_or_indices(): + subset = object.__new__(SubsetZarr) + subset.assays = [_FakeAssay("RNA", 3)] + + with pytest.raises(ValueError, match="cannot be None"): + subset._check_idx(None, None) + + +@pytest.mark.parametrize( + ("cell_idx", "message"), + [ + (np.array([0.5]), "integer type"), + (np.array([3]), "max value"), + ], +) +def test_subset_zarr_rejects_invalid_explicit_indices(cell_idx, message): + subset = object.__new__(SubsetZarr) + subset.assays = [_FakeAssay("RNA", 3)] + + with pytest.raises(ValueError, match=message): + subset._check_idx(None, cell_idx) + + +def test_subset_zarr_validates_cell_key(): + subset = object.__new__(SubsetZarr) + subset.assays = [_FakeAssay("RNA", 3)] + with pytest.raises(ValueError, match="was not found"): + subset._check_idx("selected", None) + + subset.assays = [ + _FakeAssay("RNA", 3, {"selected": np.array([1, 0, 1])}), + ] + with pytest.raises(ValueError, match="not of boolean type"): + subset._check_idx("selected", None) + + +def test_subset_zarr_resolves_consistent_cell_key(): + selected = np.array([True, False, True, False]) + subset = object.__new__(SubsetZarr) + subset.assays = [ + _FakeAssay("RNA", 4, {"selected": selected}), + _FakeAssay("ATAC", 4, {"selected": selected.copy()}), + ] + + np.testing.assert_array_equal( + subset._check_idx("selected", None), + np.array([0, 2]), + ) + + +def test_subset_zarr_local_path_guard(tmp_path): + existing = tmp_path / "out.zarr" + existing.mkdir() + subset = object.__new__(SubsetZarr) + subset.overFn = False + subset.storage_options = None + with pytest.raises(ValueError, match="already exists"): + SubsetZarr._check_files(subset, str(existing)) + + +def test_subset_zarr_store_skips_local_guard(): + mem = MemoryStore() + subset = object.__new__(SubsetZarr) + subset.overFn = False + subset.storage_options = None + root = SubsetZarr._check_files(subset, mem) + assert isinstance(root, zarr.Group) + + +def test_subset_zarr_remote_uri_skips_local_guard(monkeypatch): + calls = [] + + def fake_load_zarr(zarr_loc, mode, storage_options=None): + calls.append((zarr_loc, mode, storage_options)) + return zarr.open_group(store=MemoryStore(), mode="w") + + monkeypatch.setattr("scarf.writers.load_zarr", fake_load_zarr) + subset = object.__new__(SubsetZarr) + subset.overFn = False + subset.storage_options = {"access_key_id": "key"} + SubsetZarr._check_files(subset, "s3://bucket/out.zarr") + assert calls == [("s3://bucket/out.zarr", "w", {"access_key_id": "key"})] + + +def test_crtozarr_forwards_storage_options(monkeypatch): + captured = {} + + def fake_load_zarr(zarr_loc, mode, storage_options=None, synchronizer=None): + captured["zarr_loc"] = zarr_loc + captured["mode"] = mode + captured["storage_options"] = storage_options + return zarr.open_group(store=MemoryStore(), mode="w") + + monkeypatch.setattr("scarf.writers.load_zarr", fake_load_zarr) + monkeypatch.setattr("scarf.writers.create_cell_data", lambda **kwargs: None) + monkeypatch.setattr("scarf.writers.create_zarr_count_assay", lambda **kwargs: None) + + class FakeCr: + def cell_names(self): + return ["c1"] + + @property + def assayFeats(self): + import pandas as pd + + return pd.DataFrame({"RNA": [0, 1]}) + + @property + def nCells(self): + return 1 + + def feature_ids(self, assay_name): + return ["f1"] + + def feature_names(self, assay_name): + return ["f1"] + + CrToZarr( + FakeCr(), + zarr_loc="s3://bucket/out.zarr", + storage_options={"access_key_id": "id"}, + ) + assert captured["storage_options"] == {"access_key_id": "id"} diff --git a/tests/test_zarr_store.py b/tests/test_zarr_store.py new file mode 100644 index 00000000..8dba5c40 --- /dev/null +++ b/tests/test_zarr_store.py @@ -0,0 +1,599 @@ +import types + +import numpy as np +import pytest +import zarr +from zarr.storage import MemoryStore + +from scarf.storage.zarr_store import ( + accumulate_sparse_to_shards, + copy_zarr_array, + copy_zarr_group_tree, + create_numeric_array, + finalize_sharded_counts, + get_storage_profile, + is_local_zarr_path, + is_remote_datastore, + is_remote_zarr_location, + make_store, + normed_array_spec, + open_or_create_staged_normed_array, + open_store, + set_storage_profile, + write_dense_from_row_batches, +) +from scarf._types import array_metadata_shards +from scarf.utils import load_zarr + + +@pytest.fixture(autouse=True) +def reset_profile(): + set_storage_profile(None) + yield + set_storage_profile(None) + + +def test_is_remote_zarr_location(): + assert is_remote_zarr_location("s3://bucket/path") is True + assert is_remote_zarr_location("gs://bucket/path") is True + assert is_remote_zarr_location("/tmp/foo.zarr") is False + assert is_remote_zarr_location("file:///tmp/foo.zarr") is False + + +def test_is_local_zarr_path(): + assert is_local_zarr_path("/tmp/foo.zarr") is True + assert is_local_zarr_path("s3://bucket/path") is False + assert is_local_zarr_path("gs://bucket/path") is False + assert is_local_zarr_path(MemoryStore()) is False + + +def test_load_zarr_forwards_storage_options_to_make_store(monkeypatch): + captured = {} + + def fake_make_store(location, storage_options=None, read_only=False): + captured["location"] = location + captured["storage_options"] = storage_options + captured["read_only"] = read_only + return MemoryStore() + + monkeypatch.setattr("scarf.storage.zarr_store.make_store", fake_make_store) + monkeypatch.setattr( + "scarf.storage.zarr_store.configure_zarr_io_for_profile", lambda: None + ) + monkeypatch.setattr("zarr.open_group", lambda **kwargs: object()) + load_zarr( + "s3://bucket/path", + mode="r", + storage_options={"secret_access_key": "secret"}, + ) + assert captured["storage_options"] == {"secret_access_key": "secret"} + assert captured["read_only"] is True + + +def _memory_group(): + return zarr.open_group(store=MemoryStore(), mode="w") + + +def test_is_remote_datastore(): + local_root = _memory_group() + assert is_remote_datastore("/tmp/foo.zarr", local_root) is False + assert is_remote_datastore("s3://bucket/path", local_root) is True + + +def test_copy_zarr_array_round_trip(tmp_path): + src_root = zarr.open_group(str(tmp_path / "src.zarr"), mode="w") + spec = normed_array_spec(64, 8, profile="fast_local") + src = create_numeric_array(src_root, "data", spec) + expected = np.random.rand(64, 8).astype(np.float32) + src[:] = expected + + dst_root = zarr.open_group(str(tmp_path / "dst.zarr"), mode="w") + dst = create_numeric_array(dst_root, "data", spec) + copy_zarr_array(src, dst, block_rows=16) + np.testing.assert_allclose(dst[:], expected, rtol=1e-6) + + +def test_write_dense_from_row_batches_flushes_at_shard_boundaries(): + root = _memory_group() + dst = root.create_array( + "counts", + shape=(7, 3), + chunks=(2, 3), + shards=(4, 3), + dtype=np.uint16, + fill_value=0, + ) + expected = np.arange(21, dtype=np.int64).reshape(7, 3) + writes = [] + write_dtypes = [] + + class RecordingArray: + def __init__(self, array): + self._array = array + self.metadata = array.metadata + self.shape = array.shape + + def __setitem__(self, selection, value): + row_slice = selection[0] + writes.append((row_slice.start, row_slice.stop)) + write_dtypes.append(value.dtype) + self._array[selection] = value + + rows_written = write_dense_from_row_batches( + RecordingArray(dst), + iter( + [ + expected[:1], + expected[1:5], + np.empty((0, 3), dtype=np.int64), + expected[5:], + ] + ), + dtype=np.uint16, + ) + + assert rows_written == 7 + assert writes == [(0, 4), (4, 7)] + assert write_dtypes == [np.dtype(np.uint16), np.dtype(np.uint16)] + np.testing.assert_array_equal(dst[:], expected.astype(np.uint16)) + + +@pytest.mark.parametrize( + ("workspace", "counts_group_path"), + [(None, "RNA"), ("workspace", "matrices/RNA")], +) +def test_finalize_sharded_counts_repacks_and_cleans_up( + monkeypatch, workspace, counts_group_path +): + from scarf.storage.budget import ResourceBudget + + root = _memory_group() + counts_group = root.create_group(counts_group_path) + source = counts_group.create_array( + "counts", + shape=(5, 3), + chunks=(2, 3), + dtype=np.uint32, + fill_value=0, + ) + expected = np.arange(15, dtype=np.uint32).reshape(5, 3) + source[:] = expected + assert array_metadata_shards(source) is None + + budget = ResourceBudget(memoryBytes=24, workers=1, workingCopies=1) + monkeypatch.setattr("scarf.storage.zarr_store.get_resource_budget", lambda: budget) + monkeypatch.setattr("scarf.storage.budget.get_resource_budget", lambda: budget) + + result = finalize_sharded_counts( + root, + "RNA", + workspace=workspace, + profile="fast_local", + ) + + np.testing.assert_array_equal(result[:], expected) + assert result.chunks == (2, 1) + assert array_metadata_shards(result) == (2, 3) + refreshed_group = root[counts_group_path] + assert "counts__sharded_tmp" not in refreshed_group + assert refreshed_group.attrs["scarf:zarr_spec"] == { + "profile": "fast_local", + "chunks": [2, 1], + "shards": [2, 3], + "zarr_format": 3, + } + + +def test_accumulate_sparse_to_shards_preserves_offsets_across_zero_runs(): + from scipy.sparse import coo_matrix + + root = _memory_group() + dst = root.create_array( + "counts", + shape=(36, 3), + chunks=(2, 3), + dtype=np.uint32, + fill_value=0, + ) + + zero_batch = coo_matrix((1, 3), dtype=np.uint32) + batches = [ + coo_matrix( + (np.array([11], dtype=np.uint32), ([0], [0])), + shape=(1, 3), + ), + *[zero_batch for _ in range(32)], + coo_matrix( + (np.array([22, 33], dtype=np.uint32), ([0, 1], [1, 2])), + shape=(2, 3), + ), + zero_batch, + ] + + rows_written = accumulate_sparse_to_shards(dst, iter(batches), shard_rows=2) + + expected = np.zeros((36, 3), dtype=np.uint32) + expected[0, 0] = 11 + expected[33, 1] = 22 + expected[34, 2] = 33 + assert rows_written == 36 + np.testing.assert_array_equal(dst[:], expected) + + +def test_copy_zarr_group_tree(tmp_path): + from scarf.writers import create_zarr_obj_array + + src_root = zarr.open_group(str(tmp_path / "src.zarr"), mode="w") + slot = src_root.create_group("I__cluster") + cluster = slot.create_group("0") + create_zarr_obj_array(cluster, "score", [1.0, 2.0, 3.0], dtype="float64") + + dst_root = zarr.open_group(str(tmp_path / "dst.zarr"), mode="w") + dst_slot = dst_root.create_group("I__cluster") + copy_zarr_group_tree(slot, dst_slot) + np.testing.assert_array_equal(dst_slot["0"]["score"][:], [1.0, 2.0, 3.0]) + + +def test_open_or_create_staged_normed_array_reuses_shape(tmp_path): + src_root = zarr.open_group(str(tmp_path / "src.zarr"), mode="w") + spec = normed_array_spec(32, 4, profile="cloud") + src = create_numeric_array(src_root, "data", spec) + src[:] = np.ones((32, 4), dtype=np.float32) + + cache_path = str(tmp_path / "cache" / "abc123" / "normed.zarr") + staged = open_or_create_staged_normed_array(cache_path, src) + copy_zarr_array(src, staged, block_rows=8) + staged.attrs["staged_subset_hash"] = "abc123" + staged.attrs["staged_complete"] = True + + reopened = open_or_create_staged_normed_array(cache_path, src) + assert reopened.shape == src.shape + np.testing.assert_allclose(reopened[:], np.ones((32, 4), dtype=np.float32)) + + +def test_make_store_local_path_returns_str(tmp_path): + path = str(tmp_path / "ds.zarr") + store = make_store(path) + assert store == path + + +def test_make_store_memory_store(): + mem = MemoryStore() + store = make_store(mem) + assert store is mem + + +def test_open_store_memory(tmp_path): + path = str(tmp_path / "ds.zarr") + root = open_store(path, mode="w") + root.create_group("g") + loaded = open_store(path, mode="r") + assert "g" in loaded + + +def test_load_zarr_memory_store(): + mem = MemoryStore() + root = zarr.open_group(store=mem, mode="w") + root.create_group("assay") + loaded = load_zarr(mem, mode="r") + assert "assay" in loaded + + +def test_make_store_remote_requires_obstore(monkeypatch): + import builtins + + real_import = builtins.__import__ + + def mock_import(name, *args, **kwargs): + if name in ("obstore", "obstore.store"): + raise ImportError("no obstore") + return real_import(name, *args, **kwargs) + + monkeypatch.setattr(builtins, "__import__", mock_import) + with pytest.raises(ImportError, match="obstore"): + make_store("s3://bucket/path") + + +def test_make_store_remote_auto_cloud_profile(monkeypatch): + class FakeObstore: + pass + + class FakeObjectStore: + def __init__(self, store, read_only=False): + self.store = store + self.read_only = read_only + + fake_mod = types.ModuleType("obstore.store") + fake_mod.from_url = lambda url, **kwargs: FakeObstore() + monkeypatch.setitem(__import__("sys").modules, "obstore.store", fake_mod) + monkeypatch.setattr( + "zarr.storage.ObjectStore", + FakeObjectStore, + ) + store = make_store("s3://bucket/path") + assert isinstance(store, FakeObjectStore) + assert get_storage_profile() == "cloud" + + +def test_explicit_profile_not_overridden_by_remote(monkeypatch): + class FakeObstore: + pass + + class FakeObjectStore: + def __init__(self, store, read_only=False): + self.store = store + + fake_mod = types.ModuleType("obstore.store") + fake_mod.from_url = lambda url, **kwargs: FakeObstore() + monkeypatch.setitem(__import__("sys").modules, "obstore.store", fake_mod) + monkeypatch.setattr("zarr.storage.ObjectStore", FakeObjectStore) + + set_storage_profile("fast_local") + make_store("s3://bucket/path") + assert get_storage_profile() == "fast_local" + + +def test_normed_array_spec_plain_chunks(): + from scarf.storage.budget import ResourceBudget + from scarf.storage.zarr_store import normed_array_spec, set_storage_profile + + set_storage_profile("cloud") + budget = ResourceBudget(memoryBytes=8 * 1024**3, workers=4, workingCopies=4) + spec = normed_array_spec(1_000_000, 2000, budget=budget) + assert spec.dtype == "float32" + assert spec.shards is None + assert spec.chunks[1] == 2000 + assert spec.chunks[0] >= 1 + + +@pytest.mark.parametrize("n_cells", [1_000_000, 2_500_000, 5_000_000, 10_000_000]) +def test_normed_array_spec_respects_codec_limit(n_cells): + from scarf.storage.budget import ResourceBudget + from scarf.storage.zarr_store import _CODEC_MAX_BYTES, normed_array_spec + + budget = ResourceBudget( + memoryBytes=112 * 1024**3, + workers=16, + workingCopies=4, + ) + spec = normed_array_spec( + n_cells, + 2000, + profile="cloud", + budget=budget, + ) + assert spec.shards is None + assert spec.chunks[0] * spec.chunks[1] * 4 <= _CODEC_MAX_BYTES + + +@pytest.mark.parametrize("n_feats", [500, 2000, 3000, 5000, 8192, 30_000]) +def test_normed_array_spec_creates_array(tmp_path, n_feats): + from scarf.storage.zarr_store import ( + create_numeric_array, + normed_array_spec, + set_storage_profile, + ) + + set_storage_profile("cloud") + spec = normed_array_spec(1_000_000, n_feats) + root = zarr.open_group(str(tmp_path / f"normed_{n_feats}.zarr"), mode="w") + create_numeric_array(root, "data", spec) + assert root["data"].shape == (1_000_000, n_feats) + assert spec.shards is None + + +def test_memory_first_layout_worked_example(): + from scarf.storage.budget import ResourceBudget + from scarf.storage.zarr_store import _CODEC_MAX_BYTES, matrix_layout + + budget = ResourceBudget(memoryBytes=8 * 1024**3, workers=8, workingCopies=4) + chunks, shards = matrix_layout(1_000_000, 50_000, budget=budget, itemsize=4) + assert shards is not None + row_shard, shard_cols = shards + feature_chunk = chunks[1] + work = (8 * 1024**3) // 4 + assert feature_chunk == work // (1_000_000 * 4) + assert shard_cols % feature_chunk == 0 + assert shard_cols >= 50_000 + assert row_shard * shard_cols * 4 <= _CODEC_MAX_BYTES + + +def test_ceil_pad_awkward_feature_count(): + from scarf.storage.budget import ResourceBudget + from scarf.storage.zarr_store import matrix_layout + + budget = ResourceBudget(memoryBytes=8 * 1024**3, workers=1, workingCopies=4) + chunks, shards = matrix_layout(1_000_000, 36_601, budget=budget, itemsize=4) + assert shards is not None + feature_chunk = chunks[1] + shard_cols = shards[1] + assert feature_chunk >= 1 + assert shard_cols % feature_chunk == 0 + assert shard_cols >= 36_601 + + +def test_float64_halves_row_shard(): + from scarf.storage.budget import ResourceBudget + from scarf.storage.zarr_store import matrix_layout + + budget = ResourceBudget(memoryBytes=8 * 1024**3, workers=1, workingCopies=4) + u32, _ = matrix_layout(100_000, 20_000, budget=budget, itemsize=4) + f64, _ = matrix_layout(100_000, 20_000, budget=budget, itemsize=8) + assert f64[0] <= u32[0] + + +def test_matrix_layout_scales_with_cells(): + from scarf.storage.budget import ResourceBudget + from scarf.storage.zarr_store import matrix_layout + + budget = ResourceBudget(memoryBytes=64 * 1024**3, workers=2, workingCopies=4) + small_chunks, small_shards = matrix_layout(1_000, 2_000, budget=budget, itemsize=4) + large_chunks, large_shards = matrix_layout( + 1_000_000, 50_000, budget=budget, itemsize=4 + ) + assert small_shards is not None and large_shards is not None + assert large_chunks[0] >= small_chunks[0] + assert large_shards[0] >= small_shards[0] + + +def test_matrix_layout_shard_chunk_alignment(): + from scarf.storage.budget import ResourceBudget + from scarf.storage.zarr_store import _CODEC_MAX_BYTES, matrix_layout + + budget = ResourceBudget(memoryBytes=8 * 1024**3, workers=4, workingCopies=4) + chunks, shards = matrix_layout(100_000, 50_000, budget=budget, itemsize=4) + assert shards is not None + row_chunk, col_chunk = chunks + shard_rows, shard_cols = shards + assert shard_cols % col_chunk == 0 + assert shard_rows % row_chunk == 0 + assert shard_cols >= 50_000 + assert shard_rows * shard_cols * 4 <= _CODEC_MAX_BYTES + + +def test_matrix_layout_respects_codec_limit(): + from scarf.storage.budget import get_resource_budget + from scarf.storage.zarr_store import _CODEC_MAX_BYTES, matrix_layout + + budget = get_resource_budget() + for n_cells, n_feats in [ + (10_000, 89_796), + (1_000_000, 50_000), + (1_000_000, 36_601), + ]: + chunks, shards = matrix_layout(n_cells, n_feats, budget=budget, itemsize=4) + assert shards is not None + row_shard, shard_cols = shards + feature_chunk = chunks[1] + assert row_shard * shard_cols * 4 <= _CODEC_MAX_BYTES + assert shard_cols % feature_chunk == 0 + assert row_shard % chunks[0] == 0 + + +def test_matrix_layout_target_chunk_bytes_clamps_features(): + from scarf.storage.budget import ResourceBudget + from scarf.storage.zarr_store import matrix_layout + + budget = ResourceBudget(memoryBytes=48 * 1024**3, workers=4, workingCopies=4) + chunks, shards = matrix_layout( + 100_000, + 45_525, + budget=budget, + itemsize=4, + targetChunkBytes=256 * 1024 * 1024, + minFeatureChunk=500, + maxFeatureChunk=10_000, + ) + assert shards is not None + assert 500 <= chunks[1] <= 10_000 + assert chunks[1] <= 45_525 + assert shards[1] % chunks[1] == 0 + assert chunks[0] * chunks[1] * 4 <= 256 * 1024 * 1024 + chunks[1] * 4 + + +def test_count_array_spec_passes_target_chunk_bytes(): + from scarf.storage.budget import ResourceBudget, set_resource_budget + from scarf.storage.zarr_store import count_array_spec + + budget = ResourceBudget(memoryBytes=24 * 1024**3, workers=4, workingCopies=4) + try: + set_resource_budget(budget) + capped = count_array_spec( + 100_000, + 45_525, + dtype="uint32", + remote=True, + targetChunkBytes=64 * 1024 * 1024, + minFeatureChunk=500, + maxFeatureChunk=10_000, + ) + baseline = count_array_spec(100_000, 45_525, dtype="uint32", remote=True) + finally: + set_resource_budget(None) + assert capped.chunks[1] <= 10_000 + assert capped.chunks[1] < baseline.chunks[1] or baseline.chunks[1] <= 10_000 + + +def test_count_array_spec_applies_cloud_default_target_chunk_bytes(): + from scarf.storage.budget import ResourceBudget, set_resource_budget + from scarf.storage.zarr_store import ( + DEFAULT_CLOUD_TARGET_CHUNK_BYTES, + count_array_spec, + matrix_layout, + ) + + budget = ResourceBudget(memoryBytes=24 * 1024**3, workers=4, workingCopies=4) + try: + set_resource_budget(budget) + cloud = count_array_spec(100_000, 45_525, dtype="uint32", remote=True) + local = count_array_spec(100_000, 45_525, dtype="uint32", remote=False) + expected, _ = matrix_layout( + 100_000, + 45_525, + budget=budget, + itemsize=4, + targetChunkBytes=DEFAULT_CLOUD_TARGET_CHUNK_BYTES, + minFeatureChunk=500, + maxFeatureChunk=10_000, + ) + memory_first, _ = matrix_layout( + 100_000, + 45_525, + budget=budget, + itemsize=4, + ) + finally: + set_resource_budget(None) + assert cloud.chunks == expected + assert local.chunks == memory_first + assert DEFAULT_CLOUD_TARGET_CHUNK_BYTES == 128 * 1024 * 1024 + + +def test_large_atac_count_array_accepts_sparse_writes(tmp_path): + import numpy as np + + from scarf.storage.zarr_store import count_array_spec, create_numeric_array + + n_cells, n_feats = 10_000, 89_796 + spec = count_array_spec(n_cells, n_feats, dtype="uint32") + root = zarr.open_group(str(tmp_path / "atac.zarr"), mode="w") + arr = create_numeric_array(root, "counts", spec) + rows = np.arange(1000, dtype=np.int64) + cols = np.arange(1000, dtype=np.int64) + arr.set_coordinate_selection((rows, cols), np.ones(1000, dtype=np.uint32)) + + +def test_v2_group_skips_shards(tmp_path): + from scarf.storage.zarr_store import count_array_spec, create_numeric_array + + root = zarr.open_group(str(tmp_path / "v2.zarr"), mode="w", zarr_format=2) + spec = count_array_spec(100, 50, dtype="uint32") + arr = create_numeric_array(root, "counts", spec) + assert array_metadata_shards(arr) is None + + +def test_ann_index_round_trip(tmp_path): + import hnswlib + + from scarf.storage.zarr_store import ( + has_ann_index, + load_ann_index, + save_ann_index, + ) + + root = zarr.open_group(str(tmp_path / "ds.zarr"), mode="w") + g = root.create_group("ann") + dim = 8 + n = 200 + idx = hnswlib.Index(space="l2", dim=dim) + idx.init_index(max_elements=n, ef_construction=50, M=16) + 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