From bcae82b2f05c54ad8c3a60ed6c71b9580d112be4 Mon Sep 17 00:00:00 2001 From: Yucheng Date: Mon, 1 Nov 2021 22:39:42 -0400 Subject: [PATCH 1/9] initial commit --- .gitignore | 3 + GraysHarborBC/README.md | 6 + GraysHarborBC/RiemannGraysHarbor/README.md | 26 + .../RiemannGraysHarbor/kingtide2015/Makefile | 65 + .../kingtide2015/_output/height.txt | 1202 +++++++++++++++++ .../RiemannGraysHarbor/kingtide2015/b4run.py | 60 + .../kingtide2015/bc2amr.f90 | 336 +++++ .../kingtide2015/frame0006fig50.png | Bin 0 -> 130955 bytes .../kingtide2015/setplot.py | 533 ++++++++ .../RiemannGraysHarbor/kingtide2015/setrun.py | 465 +++++++ .../RiemannGraysHarbor/sine/Makefile | 66 + .../RiemannGraysHarbor/sine/bc2amr.f90 | 329 +++++ .../sine/frame0006fig50.png | Bin 0 -> 116495 bytes .../RiemannGraysHarbor/sine/setplot.py | 538 ++++++++ .../RiemannGraysHarbor/sine/setrun.py | 467 +++++++ .../RiemannGraysHarbor/topo/README.md | 8 + .../RiemannGraysHarbor/topo/fetch_etopo.py | 53 + 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GraysHarborBC/comparison/riemann1102 | 720 ++++++++++ GraysHarborBC/comparison/riemann1187 | 720 ++++++++++ GraysHarborBC/comparison/simple1102 | 720 ++++++++++ GraysHarborBC/comparison/simple1187 | 720 ++++++++++ GraysHarborBC/domain1.png | Bin 0 -> 25374 bytes GraysHarborBC/domain2.PNG | Bin 0 -> 113627 bytes NewYorkBC/README.md | 13 + NewYorkBC/sine/.data | 0 NewYorkBC/sine/.output | 1 + NewYorkBC/sine/Makefile | 65 + NewYorkBC/sine/bc2amr.f90 | 342 +++++ NewYorkBC/sine/frame0014fig50.png | Bin 0 -> 122458 bytes NewYorkBC/sine/setplot.py | 528 ++++++++ NewYorkBC/sine/setrun.py | 451 +++++++ NewYorkBC/topography/fetch_etopo.py | 51 + 50 files changed, 14789 insertions(+) create mode 100644 GraysHarborBC/README.md create mode 100644 GraysHarborBC/RiemannGraysHarbor/README.md create mode 100644 GraysHarborBC/RiemannGraysHarbor/kingtide2015/Makefile create mode 100644 GraysHarborBC/RiemannGraysHarbor/kingtide2015/_output/height.txt create mode 100644 GraysHarborBC/RiemannGraysHarbor/kingtide2015/b4run.py create mode 100644 GraysHarborBC/RiemannGraysHarbor/kingtide2015/bc2amr.f90 create mode 100644 GraysHarborBC/RiemannGraysHarbor/kingtide2015/frame0006fig50.png create mode 100644 GraysHarborBC/RiemannGraysHarbor/kingtide2015/setplot.py create mode 100644 GraysHarborBC/RiemannGraysHarbor/kingtide2015/setrun.py create mode 100644 GraysHarborBC/RiemannGraysHarbor/sine/Makefile create mode 100644 GraysHarborBC/RiemannGraysHarbor/sine/bc2amr.f90 create mode 100644 GraysHarborBC/RiemannGraysHarbor/sine/frame0006fig50.png create mode 100644 GraysHarborBC/RiemannGraysHarbor/sine/setplot.py create mode 100644 GraysHarborBC/RiemannGraysHarbor/sine/setrun.py create mode 100644 GraysHarborBC/RiemannGraysHarbor/topo/README.md create mode 100644 GraysHarborBC/RiemannGraysHarbor/topo/fetch_etopo.py create mode 100644 GraysHarborBC/SimpleGraysHarbor/README.md create mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/Makefile create mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/_output/height.txt create mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/b4run.py create mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/bc2amr.f90 create mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/frame0005fig50.png create mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/setplot.py create mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/setrun.py create mode 100644 GraysHarborBC/SimpleGraysHarbor/sine/Makefile create mode 100644 GraysHarborBC/SimpleGraysHarbor/sine/bc2amr.f90 create mode 100644 GraysHarborBC/SimpleGraysHarbor/sine/frame0006fig50.png create mode 100644 GraysHarborBC/SimpleGraysHarbor/sine/setplot.py create mode 100644 GraysHarborBC/SimpleGraysHarbor/sine/setrun.py create mode 100644 GraysHarborBC/SimpleGraysHarbor/topo/README.md create mode 100644 GraysHarborBC/SimpleGraysHarbor/topo/fetch_etopo.py create mode 100644 GraysHarborBC/comparison/hours create mode 100644 GraysHarborBC/comparison/randall1102 create mode 100644 GraysHarborBC/comparison/randall1187 create mode 100644 GraysHarborBC/comparison/riemann1102 create mode 100644 GraysHarborBC/comparison/riemann1187 create mode 100644 GraysHarborBC/comparison/simple1102 create mode 100644 GraysHarborBC/comparison/simple1187 create mode 100644 GraysHarborBC/domain1.png create mode 100644 GraysHarborBC/domain2.PNG create mode 100644 NewYorkBC/README.md create mode 100644 NewYorkBC/sine/.data create mode 100644 NewYorkBC/sine/.output create mode 100644 NewYorkBC/sine/Makefile create mode 100644 NewYorkBC/sine/bc2amr.f90 create mode 100644 NewYorkBC/sine/frame0014fig50.png create mode 100644 NewYorkBC/sine/setplot.py create mode 100644 NewYorkBC/sine/setrun.py create mode 100644 NewYorkBC/topography/fetch_etopo.py diff --git a/.gitignore b/.gitignore index 259148f..a467301 100644 --- a/.gitignore +++ b/.gitignore @@ -30,3 +30,6 @@ *.exe *.out *.app + +# jupyter checkpoints +*.ipynb* diff --git a/GraysHarborBC/README.md b/GraysHarborBC/README.md new file mode 100644 index 0000000..884a5d6 --- /dev/null +++ b/GraysHarborBC/README.md @@ -0,0 +1,6 @@ +## See GraysHarbor.ipynb + + +## `comparison` directory + +compares tidal predictions of the 3 methods (Simple, Riemann and ocean forcing) used for King Tide event from December, 2015 diff --git a/GraysHarborBC/RiemannGraysHarbor/README.md b/GraysHarborBC/RiemannGraysHarbor/README.md new file mode 100644 index 0000000..df29508 --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/README.md @@ -0,0 +1,26 @@ +## `topo` directory + +Use [GraysHarborMTL.ipynb](topo/GraysHarborMTL.html) to download 1/3 arcsecond +topography data that is referenced to MHW and adjust it so that it is +more closely aligned with Mean Tide Level (MTL). Since we are modeling +the tide, we want to use topography referenced to MTL if possible. + +Use `fetch_etopo.py` to download 1 arcminute topography of the coastal +region from the etopo1 database. + +## `sine` directory + +In this directory boundary condition is applied using +pure sine wave oscillation with amplitude 1. Examining the resulting gauge +time series at the Westport gauge allows us to determine how much this wave +is amplified and the time lag between the boundary signal and the response +at Westport. + + +## `kingtide2015` directory + +Simulates the King Tide event from December, 2015. +The notebook downloads observations at the Westport and Aberdeen tide gauges and adjusts +the Westport data to obtain the tidal signal to be applied on the left boundary. +After running GeoClaw with this input, the same notebook shows the +resulting simulated tides compared to the observations. diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/Makefile b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/Makefile new file mode 100644 index 0000000..de2fa0a --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/Makefile @@ -0,0 +1,65 @@ +# Makefile for Clawpack code in this directory. +# This version only sets the local files and frequently changed +# options, and then includes the standard makefile pointed to by CLAWMAKE. +CLAWMAKE = $(CLAW)/clawutil/src/Makefile.common + +# See the above file for details and a list of make options, or type +# make .help +# at the unix prompt. + + +# Adjust these variables if desired: +# ---------------------------------- + +CLAW_PKG = geoclaw # Clawpack package to use +EXE = xgeoclaw # Executable to create +SETRUN_FILE = setrun.py # File containing function to make data +OUTDIR = _output # Directory for output +SETPLOT_FILE = setplot.py # File containing function to set plots +PLOTDIR = _plots # Directory for plots + +# Environment variable FC should be set to fortran compiler, e.g. gfortran + +# Compiler flags can be specified here or set as an environment variable +FFLAGS ?= + +# --------------------------------- +# package sources for this program: +# --------------------------------- + +GEOLIB = $(CLAW)/geoclaw/src/2d/shallow +include $(GEOLIB)/Makefile.geoclaw + +# --------------------------------------- +# package sources specifically to exclude +# (i.e. if a custom replacement source +# under a different name is provided) +# --------------------------------------- + +EXCLUDE_MODULES = \ + +EXCLUDE_SOURCES = \ + +# ---------------------------------------- +# List of custom sources for this program: +# ---------------------------------------- + +SOURCES = \ + bc2amr.f90 \ + $(CLAW)/riemann/src/rpn2_geoclaw.f \ + $(CLAW)/riemann/src/rpt2_geoclaw.f \ + $(CLAW)/riemann/src/geoclaw_riemann_utils.f \ + +#------------------------------------------------------------------- +# Include Makefile containing standard definitions and make options: +include $(CLAWMAKE) + +# Construct the topography data +.PHONY: topo all +topo: + python maketopo.py + +all: + $(MAKE) topo + $(MAKE) .plots + $(MAKE) .htmls diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/_output/height.txt b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/_output/height.txt new file mode 100644 index 0000000..a5221df --- /dev/null +++ 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If a file like this is in the rundir directory +used by runclaw.py (e.g. the application directory from which you +execute 'make .output') this will be executed after creating the +outdir and before running the Clawpack code. + +If no b4run.py file is found in the rundir then the environment variable +B4RUN, if set, is used to locate a file used more globally, e.g. you could +set this to point to $HOME/b4ruon.py for a default version to use if there +is no local version, or you can use this version by setting B4RUN to +$CLAW/clawutil/src/python/clawutil/b4run.py + +Use this, for example, to copy any files you want to the outdir, +either because they are needed for the run or to archive them along +with the output. + +This sample version copies the Makefile and any Python or Fortran codes. + +It also creates (or appends to) a runlog.txt file containing information +about this run: the rundir and the time/date the run started. + +Adapt this file to your own needs. +""" + + +def b4run(rundir, outdir): + + import os,sys,glob,shutil,time + + # --------------------------------------------------------------------- + # files to copy to outdir (in addition to *.data files always copied): + to_copy = ['Makefile', '*.py', '*.f*', 'tidedata_dec2015.txt'] + #to_copy = ['Makefile', '*.py', '*.f*'] + + if rundir != outdir: + for pattern in to_copy: + files = glob.glob(pattern) # files matching pattern + for file in files: + print('Copying %s to %s' % (file, outdir)) + shutil.copy(file, os.path.join(outdir,file)) + + # --------------------------------------------------------------------- + # also add to outdir/runlog.txt with info about when run was done + # and from what directory: + + runlog = os.path.join(outdir, 'runlog.txt') + + tm = time.localtime() + year = str(tm.tm_year).zfill(4) + month = str(tm.tm_mon).zfill(2) + day = str(tm.tm_mday).zfill(2) + hour = str(tm.tm_hour).zfill(2) + minute = str(tm.tm_min).zfill(2) + tz = tm.tm_zone + dt = '%s-%s-%s-%s:%s%s' % (year,month,day,hour,minute,tz) + + with open(runlog,'a') as f: + f.write('Run started at %s\n' % dt) + f.write('from RUNDIR =\n %s\n' % os.path.abspath(rundir)) + diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/bc2amr.f90 b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/bc2amr.f90 new file mode 100644 index 0000000..02c8607 --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/bc2amr.f90 @@ -0,0 +1,336 @@ +! :::::::::: bc2amr ::::::::::::::::::::::::::::::::::::::::::::::; +!> \callgraph +!! \callergraph +!! Take a grid patch with mesh widths **hx**,**hy**, of dimensions **nrow** by +!! **ncol**, and set the values of any piece of +!! of the patch which extends outside the physical domain +!! using the boundary conditions. +!! +!! +!! Specific to geoclaw: extrapolates aux(i,j,1) at boundaries +!! to constant. +!! +!! ### Standard boundary condition choices for amr2ez in clawpack +!! +!! At each boundary k = 1 (left), 2 (right), 3 (bottom), 4 (top): +!! +!! mthbc(k) = +!! * 0 for user-supplied BC's (must be inserted!) +!! * 1 for zero-order extrapolation +!! * 2 for periodic boundary conditions +!! * 3 for solid walls, assuming this can be implemented +!! by reflecting the data about the boundary and then +!! negating the 2'nd (for k=1,2) or 3'rd (for k=3,4) +!! component of q. +!! * 4 for sphere bcs (left half maps to right half of same side, and vice versa), as if domain folded in half +!! +!! The corners of the grid patch are at +!! (xlo_patch,ylo_patch) -- lower left corner +!! (xhi_patch,yhi_patch) -- upper right corner +!! +!! The physical domain itself is a rectangle bounded by +!! (xlower,ylower) -- lower left corner +!! (xupper,yupper) -- upper right corner +!! +! This figure below does not work with doxygen +! the picture is the following: +! ____________________________________________________ +! +! _____________________ (xupper,yupper) +! | | +! ____|____ (xhi_patch,yhi_patch) +! | | | | +! | | | | +! | | | | +! |___|____| | +! (xlo_patch,ylo_patch) | | +! | | +! |_____________________| +! (xlower,ylower) +! ____________________________________________________ +!! +!! +!> Any cells that lie outside the physical domain are ghost cells whose +!! values should be set in this routine. This is tested for by comparing +!! xlo_patch with xlower to see if values need to be set at the left +! as in the figure above, +! +!> and similarly at the other boundaries. +!! Patches are guaranteed to have at least 1 row of cells filled +!! with interior values so it is possible to extrapolate. +!! Fix [trimbd()](@ref trimbd) if you want more than 1 row pre-set. +!! +!! Make sure the order the boundaries are specified is correct +!! so that diagonal corner cells are also properly taken care of. +!! +!! Periodic boundaries are set before calling this routine, so if the +!! domain is periodic in one direction only you +!! can safely extrapolate in the other direction. +!! +!! Don't overwrite ghost cells in periodic directions! +!! +!! \param val data array for solution \f$q \f$ (cover the whole grid **msrc**) +!! \param aux data array for auxiliary variables +!! \param nrow number of cells in *i* direction on this grid +!! \param ncol number of cells in *j* direction on this grid +!! \param meqn number of equations for the system +!! \param naux number of auxiliary variables +!! \param hx spacing (mesh size) in *i* direction +!! \param hy spacing (mesh size) in *j* direction +!! \param level AMR level of this grid +!! \param time setting ghost cell values at time **time** +!! \param xlo_patch left bound of the input grid +!! \param xhi_patch right bound of the input grid +!! \param ylo_patch lower bound of the input grid +!! \param yhi_patch upper bound of the input grid +! ::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::; + +subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & + xlo_patch, xhi_patch, ylo_patch, yhi_patch) + use amr_module + use geoclaw_module, only: pi + !use amr_module, only: mthbc, xlower, ylower, xupper, yupper + !use amr_module, only: xperdom,yperdom,spheredom + + implicit none + + ! Input/Output + integer, intent(in) :: nrow, ncol, meqn, naux, level + real(kind=8), intent(in) :: hx, hy, time + real(kind=8), intent(in) :: xlo_patch, xhi_patch + real(kind=8), intent(in) :: ylo_patch, yhi_patch + real(kind=8), intent(in out) :: val(meqn, nrow, ncol) + real(kind=8), intent(in out) :: aux(naux, nrow, ncol) + + ! Local storage + integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num + real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt + real, DIMENSION(1201) :: a + INTEGER :: col,max_cols + hxmarg = hx * .01d0 + hymarg = hy * .01d0 + + ! Use periodic boundary condition specialized code only, if only one + ! boundary is periodic we still proceed below + if (xperdom .and. (yperdom .or. spheredom)) then + return + end if + + ! Each check has an initial check to ensure that the boundary is a real + ! boundary condition and otherwise skips the code. Otherwise + !------------------------------------------------------- + ! Left boundary: + !------------------------------------------------------- + if (xlo_patch < xlower-hxmarg) then + ! number of grid cells from this patch lying outside physical domain: + nxl = int((xlower + hxmarg - xlo_patch) / hx) + + select case(mthbc(1)) + case(0) ! User defined boundary condition + max_cols=1201 + OPEN(UNIT=19, FILE="height.txt") + DO col = 1, max_cols + READ(19,*) a(col) + END DO + close(19) + !signal shifted + t_num = floor(time/360) + 9 + delt = possk(level) + !signal increased by 1.17 + jump_h = (a(t_num+2) - a(t_num+1))*delt*1.17/360 + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(3, i, j) = 0 + val(1, i, j) = val(1, nxl + 1, j) + jump_h + h_r = val(1, nxl + 1, j) + h_m = val(1, i, j) + u_r = val(2, nxl + 1, j) + if (h_r < h_m) then + val(2, i, j) = (h_r*u_r + jump_h*(u_r - sqrt(9.81*h_r*(1+jump_h/h_r)*(1+jump_h/(2*h_r)))))/h_m + else + val(2, i, j) = (h_m*u_r - 2*h_r*(sqrt(9.81*h_r)-sqrt(9.81*h_m)))/h_m + endif + end do + end do + + case(1) ! Zero-order extrapolation + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(:, i, j) = val(:, nxl + 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, 2 * nxl + 1 - i, j) + val(:, i, j) = val(:, 2 * nxl + 1 - i, j) + end do + end do + ! negate the normal velocity: + do j = 1, ncol + do i=1, nxl + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + end select + end if + + !------------------------------------------------------- + ! Right boundary: + !------------------------------------------------------- + if (xhi_patch > xupper+hxmarg) then + + ! number of grid cells lying outside physical domain: + nxr = int((xhi_patch - xupper + hxmarg) / hx) + ibeg = max(nrow - nxr + 1, 1) + + select case(mthbc(2)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + case(1) ! Zero-order extrapolation + do i = ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, ibeg - 1, j) + val(:, i, j) = val(:, ibeg - 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do i=ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, 2 * ibeg - 1 - i, j) + val(:, i, j) = val(:, 2 * ibeg - 1 - i, j) + end do + end do + ! negate the normal velocity: + do i = ibeg, nrow + do j = 1, ncol + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Bottom boundary: + !------------------------------------------------------- + if (ylo_patch < ylower - hymarg) then + + ! number of grid cells lying outside physical domain: + nyb = int((ylower + hymarg - ylo_patch) / hy) + + select case(mthbc(3)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, nyb + 1) + val(:,i,j) = val(:, i, nyb + 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, 2 * nyb + 1 - j) + val(:,i,j) = val(:, i, 2 * nyb + 1 - j) + end do + end do + ! negate the normal velocity: + do j = 1, nyb + do i = 1, nrow + val(3,i,j) = -val(3, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Top boundary: + !------------------------------------------------------- + if (yhi_patch > yupper + hymarg) then + + ! number of grid cells lying outside physical domain: + nyt = int((yhi_patch - yupper + hymarg) / hy) + jbeg = max(ncol - nyt + 1, 1) + + select case(mthbc(4)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, jbeg - 1) + val(:, i, j) = val(:, i, jbeg - 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, 2 * jbeg - 1 - j) + val(:, i, j) = val(:, i, 2 * jbeg - 1 - j) + end do + end do + ! negate the normal velocity: + do j = jbeg, ncol + do i = 1, nrow + val(3, i, j) = -val(3, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + +end subroutine bc2amr diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/frame0006fig50.png b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/frame0006fig50.png new file mode 100644 index 0000000000000000000000000000000000000000..012104e81949b74993513107e4dd47c63768ad06 GIT binary patch literal 130955 zcmYJbbwE{F_dk4f3{XVHqEV!zI|UR8Y3c6n?oge}QLg>yd+*>FV>W=VRerXiy8Y2pIRTk|Ad}n3oh8p~j!&X4i zR>nf#)YigwZ)Lzfp#>m2)iI$0$k@~5jt*xaECmo&H|6V|AVQoN1 z=YRh;ya~GHTO}J5>aG^@-<2%hOe5446iS%?wX9>p#D|w}( z6S#GkJluR}&%Eya`-l8@!A;cv{T;qREP{pezaJLihW-5SRmiu7L->9E_f?(`3FH5M zON)gh^#8pdA6o7+KaBrz8^-l>DR+ht(V>x?qNBGC|7j=tysg`w?<2?>;6@TtVJR%FepC%<_`k zdO!q|prPvr&4WhnBn};s+Hle@CX>C(7<7%U>h)SjUQ1~rp`Q}Q2eJuzJUSA&3CIt{ zp4+rW82b{#ZG2Mv@3!;gf4IgrojY8myK8F7Jj;zax3#5RP^8W5;1Eqz-|+9kEEA`b z!e6w#i6Wz1kM6ySFOd0^TtQYaBbW8AhSy<>`*ePNd&WbsiB;!q%va1HKdK#-_fcIZ 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b^(&kbQIJEii8uiW_>h-Yk*bj}4f;O-S#|of literal 0 HcmV?d00001 diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/setplot.py b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/setplot.py new file mode 100644 index 0000000..b90fcb8 --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/setplot.py @@ -0,0 +1,533 @@ + +""" +Set up the plot figures, axes, and items to be done for each frame. + +This module is imported by the plotting routines and then the +function setplot is called to set the plot parameters. + +""" + +from __future__ import absolute_import +from __future__ import print_function +import numpy as np +import matplotlib.pyplot as plt +from scipy.interpolate import interp1d + +from clawpack.geoclaw import topotools +from clawpack.visclaw import gaugetools, plottools, colormaps + +cmin_water = -1. +cmax_water = 1. +cmin_speed = 0. +cmax_speed = 2. + +def speed(current_data): + """ + Return a masked array containing the speed only in wet cells. + Surface is eta = h+topo, assumed to be output as 4th column of fort.q + files. + """ + from clawpack.visclaw.geoplot import drytol_default + drytol = getattr(current_data.user, 'drytol', drytol_default) + q = current_data.q + h = q[0,:,:] + hu = q[1,:,:] + hv = q[2,:,:] + eta = q[3,:,:] + + hwet = np.ma.masked_where(h <= drytol, h) + speed = np.sqrt(hu**2 + hv**2) / hwet # will be masked where dry + + try: + # Use mask covering coarse regions if it's set: + m = current_data.mask_coarse + speed = numpy.ma.masked_where(m, speed) + except: + pass + + return speed + +sea_level = -0.468 +tide_data = np.loadtxt('tidedata_dec2015.txt', skiprows=1) +t_tide = tide_data[:,0] / 3600. +#offset = 2.561 # from MLLW to MHW +offset = 0. +eta_tide = interp1d(t_tide, tide_data[:,1]-offset, bounds_error=False, + fill_value = np.nan) + + + +def plot_tide(current_data): + from pylab import linspace,plot,grid,title,cos,pi,xlabel,ylabel,xticks + from pylab import xlim,ylim + tframe = current_data.t / 3600. + tt = linspace(t_tide[0],t_tide[-1],1000) + # forcing: + #tperiod = 16 + #eta_tide = lambda t: 1.5*(cos(2*pi*t/tperiod) - 1.) + plot(tt, eta_tide(tt), 'k') + plot([tframe],[eta_tide(tframe)], 'ro') + grid(True) + title('Tide stage in ocean') + xticks(np.arange(0,5.1*24,24)) + xlabel('hours') + ylabel('meters (0=MTL)') + xlim(0,120) + ylim(-2,2) + +def plot_src_boxes(): + + if 0: + # Johns River + x1rs = -123.951 + x2rs = -123.950 + y1rs = 46.8815 + y2rs = 46.8825 + + if 0: + # Chehalis River: + x1rs = -123.743 + x2rs = -123.740 + y1rs = 46.956 + y2rs = 46.958 + kwargs = {'color':'yellow', 'linewidth':1} + plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) + + # Wishkah River + x1rs = -123.811 + x2rs = -123.810 + y1rs = 46.990 + y2rs = 46.991 + plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) + + # Hoquiam River + x1rs = -123.886 + x2rs = -123.885 + y1rs = 46.995 + y2rs = 46.996 + plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) + + +#-------------------------- +def setplot(plotdata=None): +#-------------------------- + + """ + Specify what is to be plotted at each frame. + Input: plotdata, an instance of pyclaw.plotters.data.ClawPlotData. + Output: a modified version of plotdata. + + """ + + + from clawpack.visclaw import colormaps, geoplot + from numpy import linspace + + if plotdata is None: + from clawpack.visclaw.data import ClawPlotData + plotdata = ClawPlotData() + + + plotdata.clearfigures() # clear any old figures,axes,items data + plotdata.format = 'binary' # 'ascii' or 'binary' to match setrun.py + + + # To plot gauge locations on pcolor or contour plot, use this as + # an afteraxis function: + + def addgauges(current_data): + from clawpack.visclaw import gaugetools + gaugetools.plot_gauge_locations(current_data.plotdata, \ + gaugenos=[0,1102,1187], format_string='ko', add_labels=True) + + + #----------------------------------------- + # Figure for surface + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Domain', figno=50) + plotfigure.kwargs = {'figsize':(13,8)} + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.6])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + plotaxes.xlimits = [-124.65,-123.65] + plotaxes.ylimits = [46.8, 47.1] + + def fixup(current_data): + import pylab + addgauges(current_data) + t = current_data.t + t = t / 3600. # hours + pylab.title('Surface at %4.2f hours' % t, fontsize=15) + pylab.xticks(fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.surface_or_depth + plotitem.pcolor_cmap = geoplot.tsunami_colormap + plotitem.pcolor_cmin = cmin_water + plotitem.pcolor_cmax = cmax_water + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.6 + plotitem.colorbar_kwargs = {'extend':'both'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # add contour lines of bathy if desired: + plotitem = plotaxes.new_plotitem(plot_type='2d_contour') + plotitem.show = False + plotitem.plot_var = geoplot.topo + plotitem.contour_levels = linspace(-3000,-3000,1) + plotitem.amr_contour_colors = ['y'] # color on each level + plotitem.kwargs = {'linestyles':'solid','linewidths':2} + plotitem.amr_contour_show = [1,0,0] + plotitem.celledges_show = 0 + plotitem.patchedges_show = 0 + + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + + + #----------------------------------------- + # Figure for surface + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Surface', figno=0) + plotfigure.kwargs = {'figsize':(13,8)} + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.6])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + #plotaxes.xlimits = [-124.23,-123.65] + plotaxes.xlimits = [-124.25,-123.65] + plotaxes.ylimits = [46.82, 47.06] + + def fixup(current_data): + import pylab + addgauges(current_data) + t = current_data.t + t = t / 3600. # hours + pylab.title('Surface at %4.2f hours' % t, fontsize=15) + pylab.xticks(fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.surface_or_depth + plotitem.pcolor_cmap = geoplot.tsunami_colormap + plotitem.pcolor_cmin = cmin_water + plotitem.pcolor_cmax = cmax_water + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.6 + plotitem.colorbar_kwargs = {'extend':'both'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # add contour lines of bathy if desired: + plotitem = plotaxes.new_plotitem(plot_type='2d_contour') + plotitem.show = False + plotitem.plot_var = geoplot.topo + plotitem.contour_levels = linspace(-3000,-3000,1) + plotitem.amr_contour_colors = ['y'] # color on each level + plotitem.kwargs = {'linestyles':'solid','linewidths':2} + plotitem.amr_contour_show = [1,0,0] + plotitem.celledges_show = 0 + plotitem.patchedges_show = 0 + + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + + + #----------------------------------------- + # Figure for speed + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Speed', figno=1) + plotfigure.kwargs = {'figsize':(13,8)} + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.6])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + #plotaxes.xlimits = [-124.23,-123.65] + plotaxes.xlimits = [-124.25,-123.65] + plotaxes.ylimits = [46.82, 47.06] + + def fixup(current_data): + import pylab + addgauges(current_data) + t = current_data.t + t = t / 3600. # hours + pylab.title('Speed at %4.2f hours' % t, fontsize=15) + pylab.xticks(fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = speed + plotitem.pcolor_cmap = colormaps.blue_yellow_red + plotitem.pcolor_cmin = cmin_speed + plotitem.pcolor_cmax = cmax_speed + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.6 + plotitem.colorbar_kwargs = {'extend':'max'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # add contour lines of bathy if desired: + plotitem = plotaxes.new_plotitem(plot_type='2d_contour') + plotitem.show = False + plotitem.plot_var = geoplot.topo + plotitem.contour_levels = linspace(-3000,-3000,1) + plotitem.amr_contour_colors = ['y'] # color on each level + plotitem.kwargs = {'linestyles':'solid','linewidths':2} + plotitem.amr_contour_show = [1,0,0] + plotitem.celledges_show = 0 + plotitem.patchedges_show = 0 + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + #----------------------------------------- + # Figure for zoom + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Aberdeen', figno=10) + plotfigure.kwargs = {'figsize':(11,8)} + #plotfigure.show = False + xlimits = [-123.89,-123.73] + ylimits = [46.94, 46.996] + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.5])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + plotaxes.xlimits = xlimits + plotaxes.ylimits = ylimits + + + def fixup(current_data): + import pylab + #addgauges(current_data) + gaugetools.plot_gauge_locations(current_data.plotdata, \ + gaugenos=range(54,58), format_string='ko', add_labels=True) + t = current_data.t + t = t / 3600. # hours + pylab.title('Aberdeen at t = %.2f hours' % t, fontsize=15) + pylab.xticks(rotation=20,fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + pylab.ticklabel_format(useOffset=False) + plot_src_boxes() + + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + #plotitem.plot_var = geoplot.surface + plotitem.plot_var = geoplot.surface_or_depth + plotitem.pcolor_cmap = geoplot.tsunami_colormap + plotitem.pcolor_cmin = cmin_water + plotitem.pcolor_cmax = cmax_water + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.7 + plotitem.colorbar_kwargs = {'extend':'both'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + #----------------------------------------- + # Figure for zoom + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Aberdeen speed', figno=11) + plotfigure.kwargs = {'figsize':(11,8)} + #plotfigure.show = False + + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.5])' + plotaxes.title = 'Speed' + plotaxes.scaled = True + plotaxes.xlimits = xlimits + plotaxes.ylimits = ylimits + + def fixup(current_data): + import pylab + #addgauges(current_data) + gaugetools.plot_gauge_locations(current_data.plotdata, \ + gaugenos=range(54,58), format_string='ko', add_labels=True) + t = current_data.t + t = t / 3600. # hours + pylab.title('Aberdeen speed at t = %.2f hours' % t, fontsize=15) + pylab.xticks(rotation=20,fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + pylab.ticklabel_format(useOffset=False) + plot_src_boxes() + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = speed + plotitem.pcolor_cmap = colormaps.blue_yellow_red + plotitem.pcolor_cmin = cmin_speed + plotitem.pcolor_cmax = cmax_speed + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.7 + plotitem.colorbar_kwargs = {'extend':'max'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + #----------------------------------------- + # Figures for gauges + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Surface at gauges', figno=300, \ + type='each_gauge') + plotfigure.clf_each_gauge = True + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes() + plotaxes.xlimits = 'auto' + plotaxes.ylimits = 'auto' + plotaxes.title = 'Surface' + + # Plot surface as blue curve: + plotitem = plotaxes.new_plotitem(plot_type='1d_plot') + plotitem.plot_var = 3 + plotitem.plotstyle = 'b-' + + # Plot topo as green curve: + plotitem = plotaxes.new_plotitem(plot_type='1d_plot') + plotitem.show = False + + def gaugetopo(current_data): + q = current_data.q + h = q[0,:] + eta = q[3,:] + topo = eta - h + return topo + + plotitem.plot_var = gaugetopo + plotitem.plotstyle = 'g-' + + + + #----------------------------------------- + # Plots of timing (CPU and wall time): + + def make_timing_plots(plotdata): + from clawpack.visclaw import plot_timing_stats + import os,sys + try: + timing_plotdir = plotdata.plotdir + '/_timing_figures' + os.system('mkdir -p %s' % timing_plotdir) + # adjust units for plots based on problem: + units = {'comptime':'seconds', 'simtime':'hours', + 'cell':'millions'} + plot_timing_stats.make_plots(outdir=plotdata.outdir, + make_pngs=True, + plotdir=timing_plotdir, + units=units) + except: + print('*** Error making timing plots') + + otherfigure = plotdata.new_otherfigure(name='timing plots', + fname='_timing_figures/timing.html') + otherfigure.makefig = make_timing_plots + + + #----------------------------------------- + + # Parameters used only when creating html and/or latex hardcopy + # e.g., via pyclaw.plotters.frametools.printframes: + + plotdata.printfigs = True # print figures + plotdata.print_format = 'png' # file format + plotdata.print_framenos = 'all' # list of frames to print + plotdata.print_gaugenos = 'all' # list of gauges to print + plotdata.print_fignos = 'all' # list of figures to print + plotdata.html = True # create html files of plots? + plotdata.html_homelink = '../README.html' # pointer for top of index + plotdata.latex = True # create latex file of plots? + plotdata.latex_figsperline = 2 # layout of plots + plotdata.latex_framesperline = 1 # layout of plots + plotdata.latex_makepdf = False # also run pdflatex? + plotdata.parallel = True # make multiple frame png's at once + + return plotdata + diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/setrun.py b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/setrun.py new file mode 100644 index 0000000..06bb754 --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/setrun.py @@ -0,0 +1,465 @@ +""" +Module to set up run time parameters for Clawpack. + +The values set in the function setrun are then written out to data files +that will be read in by the Fortran code. + +""" + +from __future__ import absolute_import +from __future__ import print_function +import os, sys +import numpy as np +from clawpack.amrclaw.data import FlagRegion + + +try: + CLAW = os.environ['CLAW'] +except: + raise Exception("*** Must first set CLAW enviornment variable") + + + +#------------------------------ +def setrun(claw_pkg='geoclaw'): +#------------------------------ + + """ + Define the parameters used for running Clawpack. + + INPUT: + claw_pkg expected to be "geoclaw" for this setrun. + + OUTPUT: + rundata - object of class ClawRunData + + """ + + from clawpack.clawutil import data + + assert claw_pkg.lower() == 'geoclaw', "Expected claw_pkg = 'geoclaw'" + + num_dim = 2 + rundata = data.ClawRunData(claw_pkg, num_dim) + + + #------------------------------------------------------------------ + # Problem-specific parameters to be written to setprob.data: + #------------------------------------------------------------------ + + #probdata = rundata.new_UserData(name='probdata',fname='setprob.data') + + #------------------------------------------------------------------ + # GeoClaw specific parameters: + #------------------------------------------------------------------ + rundata = setgeo(rundata) + + #------------------------------------------------------------------ + # Standard Clawpack parameters to be written to claw.data: + # (or to amr2ez.data for AMR) + #------------------------------------------------------------------ + clawdata = rundata.clawdata # initialized when rundata instantiated + + + # Set single grid parameters first. + # See below for AMR parameters. + + + # --------------- + # Spatial domain: + # --------------- + + # Number of space dimensions: + clawdata.num_dim = num_dim + + # Lower and upper edge of computational domain: + # x values should be integer multipes of 1/9" + # y values should be integer multipes of 1/9" + # Note: always satisfied if limits are multiples of 0.01 degree + + clawdata.lower[0] = -124.65 + clawdata.upper[0] = -123.65 + clawdata.lower[1] = 46.8 + clawdata.upper[1] = 47.1 + + clawdata.num_cells[0] = 60 + clawdata.num_cells[1] = 18 + + + # --------------- + # Size of system: + # --------------- + + # Number of equations in the system: + clawdata.num_eqn = 3 + + # Number of auxiliary variables in the aux array (initialized in setaux) + clawdata.num_aux = 3 + + # Index of aux array corresponding to capacity function, if there is one: + clawdata.capa_index = 2 + + + + # ------------- + # Initial time: + # ------------- + + clawdata.t0 = 0.0 + + + # Restart from checkpoint file of a previous run? + # If restarting, t0 above should be from original run, and the + # restart_file 'fort.chkNNNNN' specified below should be in + # the OUTDIR indicated in Makefile. + + clawdata.restart = False + clawdata.restart_file = '' + + # ------------- + # Output times: + #-------------- + + # Specify at what times the results should be written to fort.q files. + # Note that the time integration stops after the final output time. + # The solution at initial time t0 is always written in addition. + + clawdata.output_style = 1 + + if clawdata.output_style==1: + # Output nout frames at equally spaced times up to tfinal: + clawdata.num_output_times = 3*24 + clawdata.tfinal = 3*24*3600. + clawdata.output_t0 = True # output at initial (or restart) time? + + elif clawdata.output_style == 2: + # Specify a list of output times. + clawdata.output_times = [] + + elif clawdata.output_style == 3: + # Output every iout timesteps with a total of ntot time steps: + clawdata.output_step_interval = 1 + clawdata.total_steps = 1 + clawdata.output_t0 = True + + + clawdata.output_format = 'binary' + + clawdata.output_q_components = 'all' # need all + clawdata.output_aux_components = 'none' # eta=h+B is in q + clawdata.output_aux_onlyonce = False # output aux arrays each frame + + + + # --------------------------------------------------- + # Verbosity of messages to screen during integration: + # --------------------------------------------------- + + # The current t, dt, and cfl will be printed every time step + # at AMR levels <= verbosity. Set verbosity = 0 for no printing. + # (E.g. verbosity == 2 means print only on levels 1 and 2.) + clawdata.verbosity = 1 + + + + # -------------- + # Time stepping: + # -------------- + + # if dt_variable==1: variable time steps used based on cfl_desired, + # if dt_variable==0: fixed time steps dt = dt_initial will always be used. + clawdata.dt_variable = True + + # Initial time step for variable dt. + # If dt_variable==0 then dt=dt_initial for all steps: + clawdata.dt_initial = 0.2 + + # Max time step to be allowed if variable dt used: + clawdata.dt_max = 1e+99 + + # Desired Courant number if variable dt used, and max to allow without + # retaking step with a smaller dt: + clawdata.cfl_desired = 0.8 + clawdata.cfl_max = 1.0 + + # Maximum number of time steps to allow between output times: + clawdata.steps_max = 50000 + + + + + # ------------------ + # Method to be used: + # ------------------ + + # Order of accuracy: 1 => Godunov, 2 => Lax-Wendroff plus limiters + clawdata.order = 2 + + # Use dimensional splitting? (not yet available for AMR) + clawdata.dimensional_split = 'unsplit' + + # For unsplit method, transverse_waves can be + # 0 or 'none' ==> donor cell (only normal solver used) + # 1 or 'increment' ==> corner transport of waves + # 2 or 'all' ==> corner transport of 2nd order corrections too + clawdata.transverse_waves = 2 + + # Number of waves in the Riemann solution: + clawdata.num_waves = 3 + + # List of limiters to use for each wave family: + # Required: len(limiter) == num_waves + # Some options: + # 0 or 'none' ==> no limiter (Lax-Wendroff) + # 1 or 'minmod' ==> minmod + # 2 or 'superbee' ==> superbee + # 3 or 'mc' ==> MC limiter + # 4 or 'vanleer' ==> van Leer + clawdata.limiter = ['mc', 'mc', 'mc'] + + clawdata.use_fwaves = True # True ==> use f-wave version of algorithms + + # Source terms splitting: + # src_split == 0 or 'none' ==> no source term (src routine never called) + # src_split == 1 or 'godunov' ==> Godunov (1st order) splitting used, + # src_split == 2 or 'strang' ==> Strang (2nd order) splitting used, not recommended. + clawdata.source_split = 'godunov' + + + # -------------------- + # Boundary conditions: + # -------------------- + + # Number of ghost cells (usually 2) + clawdata.num_ghost = 2 + + # Choice of BCs at xlower and xupper: + # 0 => user specified (must modify bcN.f to use this option) + # 1 => extrapolation (non-reflecting outflow) + # 2 => periodic (must specify this at both boundaries) + # 3 => solid wall for systems where q(2) is normal velocity + + clawdata.bc_lower[0] = 0 + clawdata.bc_upper[0] = 'extrap' + + clawdata.bc_lower[1] = 'extrap' + clawdata.bc_upper[1] = 'extrap' + + + + # -------------- + # Checkpointing: + # -------------- + + # Specify when checkpoint files should be created that can be + # used to restart a computation. + + # negative checkpoint_style means alternate between aaaaa and bbbbb files + # so that at most 2 checkpoint files exist at any time, useful when + # doing frequent checkpoints of large problems. + + clawdata.checkpt_style = 1 + + if clawdata.checkpt_style == 0: + # Do not checkpoint at all + pass + + elif clawdata.checkpt_style == 1: + # Checkpoint only at tfinal. + pass + + elif abs(clawdata.checkpt_style) == 2: + # Specify a list of checkpoint times. + clawdata.checkpt_times = 3600.*np.arange(1,16,1) + + elif abs(clawdata.checkpt_style) == 3: + # Checkpoint every checkpt_interval timesteps (on Level 1) + # and at the final time. + clawdata.checkpt_interval = 5 + + + # --------------- + # AMR parameters: + # --------------- + amrdata = rundata.amrdata + + # max number of refinement levels: + amrdata.amr_levels_max = 4 + + # List of refinement ratios at each level (length at least mxnest-1) + # 1', 12", 4", 1", 1/3" + amrdata.refinement_ratios_x = [5,3,4,3] + amrdata.refinement_ratios_y = [5,3,4,3] + amrdata.refinement_ratios_t = [5,3,4,3] + + + + # Specify type of each aux variable in amrdata.auxtype. + # This must be a list of length maux, each element of which is one of: + # 'center', 'capacity', 'xleft', or 'yleft' (see documentation). + + amrdata.aux_type = ['center','capacity','yleft'] + + + # Flag using refinement routine flag2refine rather than richardson error + amrdata.flag_richardson = False # use Richardson? + amrdata.flag2refine = True + + # steps to take on each level L between regriddings of level L+1: + amrdata.regrid_interval = 3 + + # width of buffer zone around flagged points: + # (typically the same as regrid_interval so waves don't escape): + amrdata.regrid_buffer_width = 2 + + # clustering alg. cutoff for (# flagged pts) / (total # of cells refined) + # (closer to 1.0 => more small grids may be needed to cover flagged cells) + amrdata.clustering_cutoff = 0.700000 + + # print info about each regridding up to this level: + amrdata.verbosity_regrid = 1 + + # ----- For developers ----- + # Toggle debugging print statements: + amrdata.dprint = False # print domain flags + amrdata.eprint = False # print err est flags + amrdata.edebug = False # even more err est flags + amrdata.gprint = False # grid bisection/clustering + amrdata.nprint = False # proper nesting output + amrdata.pprint = False # proj. of tagged points + amrdata.rprint = False # print regridding summary + amrdata.sprint = False # space/memory output + amrdata.tprint = False # time step reporting each level + amrdata.uprint = False # update/upbnd reporting + + # More AMR parameters can be set -- see the defaults in pyclaw/data.py + + # --------------- + # Regions: + # --------------- + #rundata.regiondata.regions = [] + # to specify regions of refinement append lines of the form + # [minlevel,maxlevel,t1,t2,x1,x2,y1,y2] + regions = rundata.regiondata.regions + + regions.append([1,1,0.,1e9,clawdata.lower[0]-0.1,clawdata.upper[0]+0.1, + clawdata.lower[1]-0.1,clawdata.upper[1]+0.1]) + regions.append([1,2,0.,1e9,-124.25, -123.65, 46.8, 47.1]) + regions.append([1,3,0.,1e9,-124.2, -123.65, 46.8, 47.05]) + regions.append([2,4,0.,1e9,-124.119,-124.097,46.903, 46.915]) # Wp marina + regions.append([2,4,0.,1e9,-123.89,-123.73,46.94, 46.996]) # Aberdeen + + + # --------------- + # Gauges: + # --------------- + # for gauges append lines of the form [gaugeno, x, y, t1, t2] + gauges = rundata.gaugedata.gauges + rundata.gaugedata.min_time_increment = 1. # seconds between gauge output + rundata.gaugedata.display_format = "f15.7" # need enough digits for u,v + + gauges.append([0,-124.4,46.92,0,1e9]) # Offshore tide + gauges.append([1,-124.11,46.92,0,1e9]) # GH inlet + gauges.append([2,-123.92,46.95,0,1e9]) + gauges.append([3,-123.85,46.96,0,1e9]) + gauges.append([4,-124.00,46.90,0,1e9]) # Johns River + gauges.append([5,-123.808,46.972,0,1e9]) # Chehalis at Wishkah + + gauges.append([1187,-123.8571, 46.9657, 0,1e9]) # Aberdeen + gauges.append([1102,-124.10485, 46.90447, 0,1e9]) # Westport + + gauges.append([8,-124.65,46.96,0,1e9]) # at Left Boundary + + + return rundata + # end of function setrun + # ---------------------- + + +#------------------- +def setgeo(rundata): +#------------------- + """ + Set GeoClaw specific runtime parameters. + For documentation see .... + """ + + try: + geo_data = rundata.geo_data + except: + print("*** Error, this rundata has no geo_data attribute") + raise AttributeError("Missing geo_data attribute") + + # == Physics == + geo_data.gravity = 9.81 + geo_data.coordinate_system = 2 + geo_data.earth_radius = 6367.5e3 + + # == Forcing Options + geo_data.coriolis_forcing = False + + # == Algorithm and Initial Conditions == + geo_data.sea_level = -0.443 + geo_data.dry_tolerance = 1.e-3 + geo_data.friction_forcing = True + geo_data.manning_coefficient =.025 + geo_data.friction_depth = 1e6 + + # Refinement settings + refinement_data = rundata.refinement_data + refinement_data.variable_dt_refinement_ratios = True + refinement_data.wave_tolerance = 0.05 + refinement_data.speed_tolerance = 6*[0.05] + + # == settopo.data values == + topo_data = rundata.topo_data + # for topography, append lines of the form + # [topotype, fname] + topofiles = topo_data.topofiles + + topodir = '../topo/topofiles/' + topofiles.append([3, topodir + 'etopo1_-125_-123_46_48_1min.asc']) + topofiles.append([3, topodir+'GH_13sec_mtl.asc']) + + # == setdtopo.data values == + dtopo_data = rundata.dtopo_data + # for moving topography, append lines of the form : (<= 1 allowed for now!) + # [topotype, minlevel,maxlevel,fname] + dtopo_data.dtopofiles = [] + dtopo_data.dt_max_dtopo = 1.0 + + + # == setqinit.data values == + + + rundata.qinit_data.qinit_type = 0 + rundata.qinit_data.qinitfiles = [] + # for qinit perturbations, append lines of the form: (<= 1 allowed for now!) + # [minlev, maxlev, fname] + + # variable_eta_init newly added to QinitData: + rundata.qinit_data.variable_eta_init = False + + + # == fgmax.data values == + # MODIFIED FORMAT: + # Now specify a list of objects of class fgmax_tools.FGmaxGrid + # specifying any fgmax grids. + + rundata.fgmax_data.fgmax_grids = [] + rundata.fgmax_data.num_fgmax_val = 5 # Save depth, speed, hs, hss, hmin + + return rundata + # end of function setgeo + # ----------------------: + + + +if __name__ == '__main__': + # Set up run-time parameters and write all data files. + import sys + from clawpack.geoclaw import kmltools + rundata = setrun(*sys.argv[1:]) + rundata.write() + + kmltools.make_input_data_kmls(rundata) diff --git a/GraysHarborBC/RiemannGraysHarbor/sine/Makefile b/GraysHarborBC/RiemannGraysHarbor/sine/Makefile new file mode 100644 index 0000000..f8d638a --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/sine/Makefile @@ -0,0 +1,66 @@ +# Makefile for Clawpack code in this directory. +# This version only sets the local files and frequently changed +# options, and then includes the standard makefile pointed to by CLAWMAKE. +CLAWMAKE = $(CLAW)/clawutil/src/Makefile.common + +# See the above file for details and a list of make options, or type +# make .help +# at the unix prompt. + + +# Adjust these variables if desired: +# ---------------------------------- + +CLAW_PKG = geoclaw # Clawpack package to use +EXE = xgeoclaw # Executable to create +SETRUN_FILE = setrun.py # File containing function to make data +OUTDIR = _output # Directory for output +SETPLOT_FILE = setplot.py # File containing function to set plots +PLOTDIR = _plots # Directory for plots + +# Environment variable FC should be set to fortran compiler, e.g. gfortran + +# Compiler flags can be specified here or set as an environment variable +FFLAGS ?= + +# --------------------------------- +# package sources for this program: +# --------------------------------- + +GEOLIB = $(CLAW)/geoclaw/src/2d/shallow +include $(GEOLIB)/Makefile.geoclaw + +# --------------------------------------- +# package sources specifically to exclude +# (i.e. if a custom replacement source +# under a different name is provided) +# --------------------------------------- + +EXCLUDE_MODULES = \ + +EXCLUDE_SOURCES = \ + +# ---------------------------------------- +# List of custom sources for this program: +# ---------------------------------------- + +SOURCES = \ + bc2amr.f90 \ + $(CLAW)/riemann/src/rpn2_geoclaw.f \ + $(CLAW)/riemann/src/rpt2_geoclaw.f \ + $(CLAW)/riemann/src/geoclaw_riemann_utils.f \ + +#------------------------------------------------------------------- +# Include Makefile containing standard definitions and make options: +include $(CLAWMAKE) + +# Construct the topography data +.PHONY: topo all +topo: + python maketopo.py + +all: + $(MAKE) topo + $(MAKE) .plots + $(MAKE) .htmls + diff --git a/GraysHarborBC/RiemannGraysHarbor/sine/bc2amr.f90 b/GraysHarborBC/RiemannGraysHarbor/sine/bc2amr.f90 new file mode 100644 index 0000000..82174ca --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/sine/bc2amr.f90 @@ -0,0 +1,329 @@ +! :::::::::: bc2amr ::::::::::::::::::::::::::::::::::::::::::::::; +!> \callgraph +!! \callergraph +!! Take a grid patch with mesh widths **hx**,**hy**, of dimensions **nrow** by +!! **ncol**, and set the values of any piece of +!! of the patch which extends outside the physical domain +!! using the boundary conditions. +!! +!! +!! Specific to geoclaw: extrapolates aux(i,j,1) at boundaries +!! to constant. +!! +!! ### Standard boundary condition choices for amr2ez in clawpack +!! +!! At each boundary k = 1 (left), 2 (right), 3 (bottom), 4 (top): +!! +!! mthbc(k) = +!! * 0 for user-supplied BC's (must be inserted!) +!! * 1 for zero-order extrapolation +!! * 2 for periodic boundary conditions +!! * 3 for solid walls, assuming this can be implemented +!! by reflecting the data about the boundary and then +!! negating the 2'nd (for k=1,2) or 3'rd (for k=3,4) +!! component of q. +!! * 4 for sphere bcs (left half maps to right half of same side, and vice versa), as if domain folded in half +!! +!! The corners of the grid patch are at +!! (xlo_patch,ylo_patch) -- lower left corner +!! (xhi_patch,yhi_patch) -- upper right corner +!! +!! The physical domain itself is a rectangle bounded by +!! (xlower,ylower) -- lower left corner +!! (xupper,yupper) -- upper right corner +!! +! This figure below does not work with doxygen +! the picture is the following: +! ____________________________________________________ +! +! _____________________ (xupper,yupper) +! | | +! ____|____ (xhi_patch,yhi_patch) +! | | | | +! | | | | +! | | | | +! |___|____| | +! (xlo_patch,ylo_patch) | | +! | | +! |_____________________| +! (xlower,ylower) +! ____________________________________________________ +!! +!! +!> Any cells that lie outside the physical domain are ghost cells whose +!! values should be set in this routine. This is tested for by comparing +!! xlo_patch with xlower to see if values need to be set at the left +! as in the figure above, +! +!> and similarly at the other boundaries. +!! Patches are guaranteed to have at least 1 row of cells filled +!! with interior values so it is possible to extrapolate. +!! Fix [trimbd()](@ref trimbd) if you want more than 1 row pre-set. +!! +!! Make sure the order the boundaries are specified is correct +!! so that diagonal corner cells are also properly taken care of. +!! +!! Periodic boundaries are set before calling this routine, so if the +!! domain is periodic in one direction only you +!! can safely extrapolate in the other direction. +!! +!! Don't overwrite ghost cells in periodic directions! +!! +!! \param val data array for solution \f$q \f$ (cover the whole grid **msrc**) +!! \param aux data array for auxiliary variables +!! \param nrow number of cells in *i* direction on this grid +!! \param ncol number of cells in *j* direction on this grid +!! \param meqn number of equations for the system +!! \param naux number of auxiliary variables +!! \param hx spacing (mesh size) in *i* direction +!! \param hy spacing (mesh size) in *j* direction +!! \param level AMR level of this grid +!! \param time setting ghost cell values at time **time** +!! \param xlo_patch left bound of the input grid +!! \param xhi_patch right bound of the input grid +!! \param ylo_patch lower bound of the input grid +!! \param yhi_patch upper bound of the input grid +! ::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::; + +subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & + xlo_patch, xhi_patch, ylo_patch, yhi_patch) + use amr_module + use geoclaw_module, only: pi + !use amr_module, only: mthbc, xlower, ylower, xupper, yupper + !use amr_module, only: xperdom,yperdom,spheredom + + implicit none + + ! Input/Output + integer, intent(in) :: nrow, ncol, meqn, naux, level + real(kind=8), intent(in) :: hx, hy, time + real(kind=8), intent(in) :: xlo_patch, xhi_patch + real(kind=8), intent(in) :: ylo_patch, yhi_patch + real(kind=8), intent(in out) :: val(meqn, nrow, ncol) + real(kind=8), intent(in out) :: aux(naux, nrow, ncol) + + ! Local storage + integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt + real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt + + hxmarg = hx * .01d0 + hymarg = hy * .01d0 + + !jump_h and jump in time defined + delt = possk(level) + jump_h = sin(2.d0*pi*(time+delt)/(12*3600)) - sin(2.d0*pi*(time)/(12*3600)) + + + ! Use periodic boundary condition specialized code only, if only one + ! boundary is periodic we still proceed below + if (xperdom .and. (yperdom .or. spheredom)) then + return + end if + + ! Each check has an initial check to ensure that the boundary is a real + ! boundary condition and otherwise skips the code. Otherwise + !------------------------------------------------------- + ! Left boundary: + !------------------------------------------------------- + if (xlo_patch < xlower-hxmarg) then + ! number of grid cells from this patch lying outside physical domain: + nxl = int((xlower + hxmarg - xlo_patch) / hx) + + select case(mthbc(1)) + case(0) ! User defined boundary condition + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(3, i, j) = 0 + val(1, i, j) = val(1, nxl + 1, j) + jump_h + h_r = val(1, nxl + 1, j) + h_m = val(1, i, j) + u_r = val(2, nxl + 1, j) + if (h_r < h_m) then + val(2, i, j) = (h_r*u_r + jump_h*(u_r - sqrt(9.81*h_r*(1+jump_h/h_r)*(1+jump_h/(2*h_r)))))/h_m + else + val(2, i, j) = (h_m*u_r - 2*h_r*(sqrt(9.81*h_r)-sqrt(9.81*h_m)))/h_m + endif + + end do + end do + case(1) ! Zero-order extrapolation + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(:, i, j) = val(:, nxl + 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, 2 * nxl + 1 - i, j) + val(:, i, j) = val(:, 2 * nxl + 1 - i, j) + end do + end do + ! negate the normal velocity: + do j = 1, ncol + do i=1, nxl + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + end select + end if + + !------------------------------------------------------- + ! Right boundary: + !------------------------------------------------------- + if (xhi_patch > xupper+hxmarg) then + + ! number of grid cells lying outside physical domain: + nxr = int((xhi_patch - xupper + hxmarg) / hx) + ibeg = max(nrow - nxr + 1, 1) + + select case(mthbc(2)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + case(1) ! Zero-order extrapolation + do i = ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, ibeg - 1, j) + val(:, i, j) = val(:, ibeg - 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do i=ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, 2 * ibeg - 1 - i, j) + val(:, i, j) = val(:, 2 * ibeg - 1 - i, j) + end do + end do + ! negate the normal velocity: + do i = ibeg, nrow + do j = 1, ncol + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Bottom boundary: + !------------------------------------------------------- + if (ylo_patch < ylower - hymarg) then + + ! number of grid cells lying outside physical domain: + nyb = int((ylower + hymarg - ylo_patch) / hy) + + select case(mthbc(3)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, nyb + 1) + val(:,i,j) = val(:, i, nyb + 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, 2 * nyb + 1 - j) + val(:,i,j) = val(:, i, 2 * nyb + 1 - j) + end do + end do + ! negate the normal velocity: + do j = 1, nyb + do i = 1, nrow + val(3,i,j) = -val(3, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Top boundary: + !------------------------------------------------------- + if (yhi_patch > yupper + hymarg) then + + ! number of grid cells lying outside physical domain: + nyt = int((yhi_patch - yupper + hymarg) / hy) + jbeg = max(ncol - nyt + 1, 1) + + select case(mthbc(4)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, jbeg - 1) + val(:, i, j) = val(:, i, jbeg - 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, 2 * jbeg - 1 - j) + val(:, i, j) = val(:, i, 2 * jbeg - 1 - j) + end do + end do + ! negate the normal velocity: + do j = jbeg, ncol + do i = 1, nrow + val(3, i, j) = -val(3, i, j) + end do + end do + + case(4) ! 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zGe`87wY*3NuAiKwzy))v^+!F;X_+SKX?b|t0cRs@v755od7{#~1@AwaH{Y^{C!nb= zYTRN!bTvDJK9yYM4FniKoH3Kq7P6k(UcA!5+tWYoFEITJU?W|S+OFE! z0*Pf^e|S7>13J}hD#O+xdJao$69%`AkG}o~-(_omzTBT-qRRh0d7K#Df8*_#6a6+9 Q20r#D9lw2b{OY}b12=0e_5c6? literal 0 HcmV?d00001 diff --git a/GraysHarborBC/RiemannGraysHarbor/sine/setplot.py b/GraysHarborBC/RiemannGraysHarbor/sine/setplot.py new file mode 100644 index 0000000..6f21eee --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/sine/setplot.py @@ -0,0 +1,538 @@ + +""" +Set up the plot figures, axes, and items to be done for each frame. + +This module is imported by the plotting routines and then the +function setplot is called to set the plot parameters. + +""" + +from __future__ import absolute_import +from __future__ import print_function +import numpy as np +import matplotlib.pyplot as plt +from scipy.interpolate import interp1d + +from clawpack.geoclaw import topotools +from clawpack.visclaw import gaugetools, plottools, colormaps + +cmin_water = -1. +cmax_water = 1. +cmin_speed = 0. +cmax_speed = 2. + +def speed(current_data): + """ + Return a masked array containing the speed only in wet cells. + Surface is eta = h+topo, assumed to be output as 4th column of fort.q + files. + """ + from clawpack.visclaw.geoplot import drytol_default + drytol = getattr(current_data.user, 'drytol', drytol_default) + q = current_data.q + h = q[0,:,:] + hu = q[1,:,:] + hv = q[2,:,:] + eta = q[3,:,:] + + hwet = np.ma.masked_where(h <= drytol, h) + speed = np.sqrt(hu**2 + hv**2) / hwet # will be masked where dry + + try: + # Use mask covering coarse regions if it's set: + m = current_data.mask_coarse + speed = numpy.ma.masked_where(m, speed) + except: + pass + + return speed + +if 0: + sea_level = -0.468 + tide_data = np.loadtxt('tidedata_dec2015.txt', skiprows=1) + t_tide = tide_data[:,0] / 3600. + #offset = 2.561 # from MLLW to MHW + offset = 0. + eta_tide = interp1d(t_tide, tide_data[:,1]-offset, bounds_error=False, + fill_value = np.nan) + +if 1: + # forcing: + sea_level = 0. + tperiod = 12 # hours + eta_tide = lambda t: 1.*np.sin(2*np.pi*t/tperiod) + t_tide = np.linspace(0,48,1000) + + + +def plot_tide(current_data): + from pylab import linspace,plot,grid,title,cos,pi,xlabel,ylabel,xticks + from pylab import xlim,ylim + tframe = current_data.t / 3600. + tt = linspace(t_tide[0],t_tide[-1],1000) + plot(tt, eta_tide(tt), 'k') + plot([tframe],[eta_tide(tframe)], 'ro') + grid(True) + title('Tide stage in ocean') + xticks(np.arange(0,5.1*24,24)) + xlabel('hours') + ylabel('meters (0=MTL)') + xlim(0,48) + ylim(-1.2,1.2) + +def plot_src_boxes(): + + if 0: + # Johns River + x1rs = -123.951 + x2rs = -123.950 + y1rs = 46.8815 + y2rs = 46.8825 + + if 0: + # Chehalis River: + x1rs = -123.743 + x2rs = -123.740 + y1rs = 46.956 + y2rs = 46.958 + kwargs = {'color':'yellow', 'linewidth':1} + plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) + + # Wishkah River + x1rs = -123.811 + x2rs = -123.810 + y1rs = 46.990 + y2rs = 46.991 + plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) + + # Hoquiam River + x1rs = -123.886 + x2rs = -123.885 + y1rs = 46.995 + y2rs = 46.996 + plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) + + +#-------------------------- +def setplot(plotdata=None): +#-------------------------- + + """ + Specify what is to be plotted at each frame. + Input: plotdata, an instance of pyclaw.plotters.data.ClawPlotData. + Output: a modified version of plotdata. + + """ + + + from clawpack.visclaw import colormaps, geoplot + from numpy import linspace + + if plotdata is None: + from clawpack.visclaw.data import ClawPlotData + plotdata = ClawPlotData() + + + plotdata.clearfigures() # clear any old figures,axes,items data + plotdata.format = 'binary' # 'ascii' or 'binary' to match setrun.py + + + # To plot gauge locations on pcolor or contour plot, use this as + # an afteraxis function: + + def addgauges(current_data): + from clawpack.visclaw import gaugetools + gaugetools.plot_gauge_locations(current_data.plotdata, \ + gaugenos=[0,1102,1187], format_string='ko', add_labels=True) + + + #----------------------------------------- + # Figure for surface + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Domain', figno=50) + plotfigure.kwargs = {'figsize':(13,8)} + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.6])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + plotaxes.xlimits = [-124.65,-123.65] + plotaxes.ylimits = [46.8, 47.1] + + def fixup(current_data): + import pylab + addgauges(current_data) + t = current_data.t + t = t / 3600. # hours + pylab.title('Surface at %4.2f hours' % t, fontsize=15) + pylab.xticks(fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.surface_or_depth + plotitem.pcolor_cmap = geoplot.tsunami_colormap + plotitem.pcolor_cmin = cmin_water + plotitem.pcolor_cmax = cmax_water + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.6 + plotitem.colorbar_kwargs = {'extend':'both'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # add contour lines of bathy if desired: + plotitem = plotaxes.new_plotitem(plot_type='2d_contour') + plotitem.show = False + plotitem.plot_var = geoplot.topo + plotitem.contour_levels = linspace(-3000,-3000,1) + plotitem.amr_contour_colors = ['y'] # color on each level + plotitem.kwargs = {'linestyles':'solid','linewidths':2} + plotitem.amr_contour_show = [1,0,0] + plotitem.celledges_show = 0 + plotitem.patchedges_show = 0 + + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + + + #----------------------------------------- + # Figure for surface + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Surface', figno=0) + plotfigure.kwargs = {'figsize':(13,8)} + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.6])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + #plotaxes.xlimits = [-124.23,-123.65] + plotaxes.xlimits = [-124.25,-123.65] + plotaxes.ylimits = [46.82, 47.06] + + def fixup(current_data): + import pylab + addgauges(current_data) + t = current_data.t + t = t / 3600. # hours + pylab.title('Surface at %4.2f hours' % t, fontsize=15) + pylab.xticks(fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.surface_or_depth + plotitem.pcolor_cmap = geoplot.tsunami_colormap + plotitem.pcolor_cmin = cmin_water + plotitem.pcolor_cmax = cmax_water + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.6 + plotitem.colorbar_kwargs = {'extend':'both'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # add contour lines of bathy if desired: + plotitem = plotaxes.new_plotitem(plot_type='2d_contour') + plotitem.show = False + plotitem.plot_var = geoplot.topo + plotitem.contour_levels = linspace(-3000,-3000,1) + plotitem.amr_contour_colors = ['y'] # color on each level + plotitem.kwargs = {'linestyles':'solid','linewidths':2} + plotitem.amr_contour_show = [1,0,0] + plotitem.celledges_show = 0 + plotitem.patchedges_show = 0 + + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + + + #----------------------------------------- + # Figure for speed + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Speed', figno=1) + plotfigure.kwargs = {'figsize':(13,8)} + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.6])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + #plotaxes.xlimits = [-124.23,-123.65] + plotaxes.xlimits = [-124.25,-123.65] + plotaxes.ylimits = [46.82, 47.06] + + def fixup(current_data): + import pylab + addgauges(current_data) + t = current_data.t + t = t / 3600. # hours + pylab.title('Speed at %4.2f hours' % t, fontsize=15) + pylab.xticks(fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = speed + plotitem.pcolor_cmap = colormaps.blue_yellow_red + plotitem.pcolor_cmin = cmin_speed + plotitem.pcolor_cmax = cmax_speed + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.6 + plotitem.colorbar_kwargs = {'extend':'max'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # add contour lines of bathy if desired: + plotitem = plotaxes.new_plotitem(plot_type='2d_contour') + plotitem.show = False + plotitem.plot_var = geoplot.topo + plotitem.contour_levels = linspace(-3000,-3000,1) + plotitem.amr_contour_colors = ['y'] # color on each level + plotitem.kwargs = {'linestyles':'solid','linewidths':2} + plotitem.amr_contour_show = [1,0,0] + plotitem.celledges_show = 0 + plotitem.patchedges_show = 0 + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + #----------------------------------------- + # Figure for zoom + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Aberdeen', figno=10) + plotfigure.kwargs = {'figsize':(11,8)} + #plotfigure.show = False + xlimits = [-123.89,-123.73] + ylimits = [46.94, 46.996] + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.5])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + plotaxes.xlimits = xlimits + plotaxes.ylimits = ylimits + + + def fixup(current_data): + import pylab + #addgauges(current_data) + gaugetools.plot_gauge_locations(current_data.plotdata, \ + gaugenos=range(54,58), format_string='ko', add_labels=True) + t = current_data.t + t = t / 3600. # hours + pylab.title('Aberdeen at t = %.2f hours' % t, fontsize=15) + pylab.xticks(rotation=20,fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + pylab.ticklabel_format(useOffset=False) + plot_src_boxes() + + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + #plotitem.plot_var = geoplot.surface + plotitem.plot_var = geoplot.surface_or_depth + plotitem.pcolor_cmap = geoplot.tsunami_colormap + plotitem.pcolor_cmin = cmin_water + plotitem.pcolor_cmax = cmax_water + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.7 + plotitem.colorbar_kwargs = {'extend':'both'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + #----------------------------------------- + # Figure for zoom + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Aberdeen speed', figno=11) + plotfigure.kwargs = {'figsize':(11,8)} + #plotfigure.show = False + + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.5])' + plotaxes.title = 'Speed' + plotaxes.scaled = True + plotaxes.xlimits = xlimits + plotaxes.ylimits = ylimits + + def fixup(current_data): + import pylab + #addgauges(current_data) + gaugetools.plot_gauge_locations(current_data.plotdata, \ + gaugenos=range(54,58), format_string='ko', add_labels=True) + t = current_data.t + t = t / 3600. # hours + pylab.title('Aberdeen speed at t = %.2f hours' % t, fontsize=15) + pylab.xticks(rotation=20,fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + pylab.ticklabel_format(useOffset=False) + plot_src_boxes() + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = speed + plotitem.pcolor_cmap = colormaps.blue_yellow_red + plotitem.pcolor_cmin = cmin_speed + plotitem.pcolor_cmax = cmax_speed + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.7 + plotitem.colorbar_kwargs = {'extend':'max'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + #----------------------------------------- + # Figures for gauges + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Surface at gauges', figno=300, \ + type='each_gauge') + plotfigure.clf_each_gauge = True + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes() + plotaxes.xlimits = 'auto' + plotaxes.ylimits = 'auto' + plotaxes.title = 'Surface' + + # Plot surface as blue curve: + plotitem = plotaxes.new_plotitem(plot_type='1d_plot') + plotitem.plot_var = 3 + plotitem.plotstyle = 'b-' + + # Plot topo as green curve: + plotitem = plotaxes.new_plotitem(plot_type='1d_plot') + plotitem.show = False + + def gaugetopo(current_data): + q = current_data.q + h = q[0,:] + eta = q[3,:] + topo = eta - h + return topo + + plotitem.plot_var = gaugetopo + plotitem.plotstyle = 'g-' + + + + #----------------------------------------- + # Plots of timing (CPU and wall time): + + def make_timing_plots(plotdata): + from clawpack.visclaw import plot_timing_stats + import os,sys + try: + timing_plotdir = plotdata.plotdir + '/_timing_figures' + os.system('mkdir -p %s' % timing_plotdir) + # adjust units for plots based on problem: + units = {'comptime':'seconds', 'simtime':'hours', + 'cell':'millions'} + plot_timing_stats.make_plots(outdir=plotdata.outdir, + make_pngs=True, + plotdir=timing_plotdir, + units=units) + except: + print('*** Error making timing plots') + + otherfigure = plotdata.new_otherfigure(name='timing plots', + fname='_timing_figures/timing.html') + otherfigure.makefig = make_timing_plots + + + #----------------------------------------- + + # Parameters used only when creating html and/or latex hardcopy + # e.g., via pyclaw.plotters.frametools.printframes: + + plotdata.printfigs = True # print figures + plotdata.print_format = 'png' # file format + plotdata.print_framenos = 'all' # list of frames to print + plotdata.print_gaugenos = 'all' # list of gauges to print + plotdata.print_fignos = 'all' # list of figures to print + plotdata.html = True # create html files of plots? + plotdata.html_homelink = '../README.html' # pointer for top of index + plotdata.latex = True # create latex file of plots? + plotdata.latex_figsperline = 2 # layout of plots + plotdata.latex_framesperline = 1 # layout of plots + plotdata.latex_makepdf = False # also run pdflatex? + plotdata.parallel = True # make multiple frame png's at once + + return plotdata + diff --git a/GraysHarborBC/RiemannGraysHarbor/sine/setrun.py b/GraysHarborBC/RiemannGraysHarbor/sine/setrun.py new file mode 100644 index 0000000..0f3046a --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/sine/setrun.py @@ -0,0 +1,467 @@ +""" +Module to set up run time parameters for Clawpack. + +The values set in the function setrun are then written out to data files +that will be read in by the Fortran code. + +""" + +from __future__ import absolute_import +from __future__ import print_function +import os, sys +import numpy as np +from clawpack.amrclaw.data import FlagRegion + + +try: + CLAW = os.environ['CLAW'] +except: + raise Exception("*** Must first set CLAW enviornment variable") + + + +#------------------------------ +def setrun(claw_pkg='geoclaw'): +#------------------------------ + + """ + Define the parameters used for running Clawpack. + + INPUT: + claw_pkg expected to be "geoclaw" for this setrun. + + OUTPUT: + rundata - object of class ClawRunData + + """ + + from clawpack.clawutil import data + + assert claw_pkg.lower() == 'geoclaw', "Expected claw_pkg = 'geoclaw'" + + num_dim = 2 + rundata = data.ClawRunData(claw_pkg, num_dim) + + + #------------------------------------------------------------------ + # Problem-specific parameters to be written to setprob.data: + #------------------------------------------------------------------ + + #probdata = rundata.new_UserData(name='probdata',fname='setprob.data') + + #------------------------------------------------------------------ + # GeoClaw specific parameters: + #------------------------------------------------------------------ + rundata = setgeo(rundata) + + #------------------------------------------------------------------ + # Standard Clawpack parameters to be written to claw.data: + # (or to amr2ez.data for AMR) + #------------------------------------------------------------------ + clawdata = rundata.clawdata # initialized when rundata instantiated + + + # Set single grid parameters first. + # See below for AMR parameters. + + + # --------------- + # Spatial domain: + # --------------- + + # Number of space dimensions: + clawdata.num_dim = num_dim + + # Lower and upper edge of computational domain: + # x values should be integer multipes of 1/9" + # y values should be integer multipes of 1/9" + # Note: always satisfied if limits are multiples of 0.01 degree + + clawdata.lower[0] = -124.65 + clawdata.upper[0] = -123.65 + clawdata.lower[1] = 46.8 + clawdata.upper[1] = 47.1 + + clawdata.num_cells[0] = 60 + clawdata.num_cells[1] = 18 + + + # --------------- + # Size of system: + # --------------- + + # Number of equations in the system: + clawdata.num_eqn = 3 + + # Number of auxiliary variables in the aux array (initialized in setaux) + clawdata.num_aux = 3 + + # Index of aux array corresponding to capacity function, if there is one: + clawdata.capa_index = 2 + + + + # ------------- + # Initial time: + # ------------- + + clawdata.t0 = 0.0 + + + # Restart from checkpoint file of a previous run? + # If restarting, t0 above should be from original run, and the + # restart_file 'fort.chkNNNNN' specified below should be in + # the OUTDIR indicated in Makefile. + + clawdata.restart = False + clawdata.restart_file = '' + + # ------------- + # Output times: + #-------------- + + # Specify at what times the results should be written to fort.q files. + # Note that the time integration stops after the final output time. + # The solution at initial time t0 is always written in addition. + + clawdata.output_style = 1 + + if clawdata.output_style==1: + # Output nout frames at equally spaced times up to tfinal: + clawdata.num_output_times = 2*24 + clawdata.tfinal = 2*24*3600. + clawdata.output_t0 = True # output at initial (or restart) time? + + elif clawdata.output_style == 2: + # Specify a list of output times. + clawdata.output_times = [] + + elif clawdata.output_style == 3: + # Output every iout timesteps with a total of ntot time steps: + clawdata.output_step_interval = 1 + clawdata.total_steps = 1 + clawdata.output_t0 = True + + + clawdata.output_format = 'binary' + + clawdata.output_q_components = 'all' # need all + clawdata.output_aux_components = 'none' # eta=h+B is in q + clawdata.output_aux_onlyonce = False # output aux arrays each frame + + + + # --------------------------------------------------- + # Verbosity of messages to screen during integration: + # --------------------------------------------------- + + # The current t, dt, and cfl will be printed every time step + # at AMR levels <= verbosity. Set verbosity = 0 for no printing. + # (E.g. verbosity == 2 means print only on levels 1 and 2.) + clawdata.verbosity = 1 + + + + # -------------- + # Time stepping: + # -------------- + + # if dt_variable==1: variable time steps used based on cfl_desired, + # if dt_variable==0: fixed time steps dt = dt_initial will always be used. + clawdata.dt_variable = 1 + + # Initial time step for variable dt. + # If dt_variable==0 then dt=dt_initial for all steps: + clawdata.dt_initial = 0.2 + + # Max time step to be allowed if variable dt used: + clawdata.dt_max = 1e+99 + + # Desired Courant number if variable dt used, and max to allow without + # retaking step with a smaller dt: + clawdata.cfl_desired = 0.8 + clawdata.cfl_max = 1.0 + + # Maximum number of time steps to allow between output times: + clawdata.steps_max = 50000 + + + + + # ------------------ + # Method to be used: + # ------------------ + + # Order of accuracy: 1 => Godunov, 2 => Lax-Wendroff plus limiters + clawdata.order = 2 + + # Use dimensional splitting? (not yet available for AMR) + clawdata.dimensional_split = 'unsplit' + + # For unsplit method, transverse_waves can be + # 0 or 'none' ==> donor cell (only normal solver used) + # 1 or 'increment' ==> corner transport of waves + # 2 or 'all' ==> corner transport of 2nd order corrections too + clawdata.transverse_waves = 2 + + # Number of waves in the Riemann solution: + clawdata.num_waves = 3 + + # List of limiters to use for each wave family: + # Required: len(limiter) == num_waves + # Some options: + # 0 or 'none' ==> no limiter (Lax-Wendroff) + # 1 or 'minmod' ==> minmod + # 2 or 'superbee' ==> superbee + # 3 or 'mc' ==> MC limiter + # 4 or 'vanleer' ==> van Leer + clawdata.limiter = ['mc', 'mc', 'mc'] + + clawdata.use_fwaves = True # True ==> use f-wave version of algorithms + + # Source terms splitting: + # src_split == 0 or 'none' ==> no source term (src routine never called) + # src_split == 1 or 'godunov' ==> Godunov (1st order) splitting used, + # src_split == 2 or 'strang' ==> Strang (2nd order) splitting used, not recommended. + clawdata.source_split = 'godunov' + + + # -------------------- + # Boundary conditions: + # -------------------- + + # Number of ghost cells (usually 2) + clawdata.num_ghost = 2 + + # Choice of BCs at xlower and xupper: + # 0 => user specified (must modify bcN.f to use this option) + # 1 => extrapolation (non-reflecting outflow) + # 2 => periodic (must specify this at both boundaries) + # 3 => solid wall for systems where q(2) is normal velocity + + clawdata.bc_lower[0] = 0 + clawdata.bc_upper[0] = 'extrap' + + clawdata.bc_lower[1] = 'extrap' + clawdata.bc_upper[1] = 'extrap' + + + + # -------------- + # Checkpointing: + # -------------- + + # Specify when checkpoint files should be created that can be + # used to restart a computation. + + # negative checkpoint_style means alternate between aaaaa and bbbbb files + # so that at most 2 checkpoint files exist at any time, useful when + # doing frequent checkpoints of large problems. + + clawdata.checkpt_style = 1 + + if clawdata.checkpt_style == 0: + # Do not checkpoint at all + pass + + elif clawdata.checkpt_style == 1: + # Checkpoint only at tfinal. + pass + + elif abs(clawdata.checkpt_style) == 2: + # Specify a list of checkpoint times. + clawdata.checkpt_times = 3600.*np.arange(1,16,1) + + elif abs(clawdata.checkpt_style) == 3: + # Checkpoint every checkpt_interval timesteps (on Level 1) + # and at the final time. + clawdata.checkpt_interval = 5 + + + # --------------- + # AMR parameters: + # --------------- + amrdata = rundata.amrdata + + # max number of refinement levels: + amrdata.amr_levels_max = 3 + + # List of refinement ratios at each level (length at least mxnest-1) + # 1', 12", 4", 1", 1/3" + amrdata.refinement_ratios_x = [5,3,4,3] + amrdata.refinement_ratios_y = [5,3,4,3] + amrdata.refinement_ratios_t = [5,3,4,3] + + + + # Specify type of each aux variable in amrdata.auxtype. + # This must be a list of length maux, each element of which is one of: + # 'center', 'capacity', 'xleft', or 'yleft' (see documentation). + + amrdata.aux_type = ['center','capacity','yleft'] + + + # Flag using refinement routine flag2refine rather than richardson error + amrdata.flag_richardson = False # use Richardson? + amrdata.flag2refine = True + + # steps to take on each level L between regriddings of level L+1: + amrdata.regrid_interval = 3 + + # width of buffer zone around flagged points: + # (typically the same as regrid_interval so waves don't escape): + amrdata.regrid_buffer_width = 2 + + # clustering alg. cutoff for (# flagged pts) / (total # of cells refined) + # (closer to 1.0 => more small grids may be needed to cover flagged cells) + amrdata.clustering_cutoff = 0.700000 + + # print info about each regridding up to this level: + amrdata.verbosity_regrid = 1 + + # ----- For developers ----- + # Toggle debugging print statements: + amrdata.dprint = False # print domain flags + amrdata.eprint = False # print err est flags + amrdata.edebug = False # even more err est flags + amrdata.gprint = False # grid bisection/clustering + amrdata.nprint = False # proper nesting output + amrdata.pprint = False # proj. of tagged points + amrdata.rprint = False # print regridding summary + amrdata.sprint = False # space/memory output + amrdata.tprint = False # time step reporting each level + amrdata.uprint = False # update/upbnd reporting + + # More AMR parameters can be set -- see the defaults in pyclaw/data.py + + # --------------- + # Regions: + # --------------- + #rundata.regiondata.regions = [] + # to specify regions of refinement append lines of the form + # [minlevel,maxlevel,t1,t2,x1,x2,y1,y2] + regions = rundata.regiondata.regions + + regions.append([1,1,0.,1e9,clawdata.lower[0]-0.1,clawdata.upper[0]+0.1, + clawdata.lower[1]-0.1,clawdata.upper[1]+0.1]) + regions.append([1,2,0.,1e9,-124.25, -123.65, 46.8, 47.1]) + regions.append([1,3,0.,1e9,-124.2, -123.65, 46.8, 47.05]) + regions.append([2,4,0.,1e9,-124.119,-124.097,46.903, 46.915]) # Wp marina + regions.append([2,4,0.,1e9,-123.89,-123.73,46.94, 46.996]) # Aberdeen + + + # --------------- + # Gauges: + # --------------- + # for gauges append lines of the form [gaugeno, x, y, t1, t2] + gauges = rundata.gaugedata.gauges + rundata.gaugedata.min_time_increment = 1. # seconds between gauge output + rundata.gaugedata.display_format = "f15.7" # need enough digits for u,v + + gauges.append([0,-124.4,46.92,0,1e9]) # Offshore tide + gauges.append([1,-124.11,46.92,0,1e9]) # GH inlet + gauges.append([2,-123.92,46.95,0,1e9]) + gauges.append([3,-123.85,46.96,0,1e9]) + gauges.append([4,-124.00,46.90,0,1e9]) # Johns River + gauges.append([5,-123.808,46.972,0,1e9]) # Chehalis at Wishkah + + gauges.append([8,-124.65,46.96,0,1e9]) # at Left Boundary + gauges.append([9,-124.65,46.97,0,1e9]) + + gauges.append([1187,-123.8571, 46.9657, 0,1e9]) # Aberdeen + gauges.append([1102,-124.10485, 46.90447, 0,1e9]) # Westport + + + return rundata + # end of function setrun + # ---------------------- + + +#------------------- +def setgeo(rundata): +#------------------- + """ + Set GeoClaw specific runtime parameters. + For documentation see .... + """ + + try: + geo_data = rundata.geo_data + except: + print("*** Error, this rundata has no geo_data attribute") + raise AttributeError("Missing geo_data attribute") + + # == Physics == + geo_data.gravity = 9.81 + geo_data.coordinate_system = 2 + geo_data.earth_radius = 6367.5e3 + + # == Forcing Options + geo_data.coriolis_forcing = False + + # == Algorithm and Initial Conditions == + geo_data.sea_level = 0. + geo_data.dry_tolerance = 1.e-3 + geo_data.friction_forcing = True + geo_data.manning_coefficient =.025 + geo_data.friction_depth = 1e6 + + # Refinement settings + refinement_data = rundata.refinement_data + refinement_data.variable_dt_refinement_ratios = True + refinement_data.wave_tolerance = 0.05 + refinement_data.speed_tolerance = 6*[0.05] + + # == settopo.data values == + topo_data = rundata.topo_data + # for topography, append lines of the form + # [topotype, fname] + topofiles = topo_data.topofiles + + topodir = '../topo/topofiles/' + topofiles.append([3, topodir + 'etopo1_-125_-123_46_48_1min.asc']) + topofiles.append([3, topodir+'GH_13sec_mtl.asc']) + + + # == setdtopo.data values == + dtopo_data = rundata.dtopo_data + # for moving topography, append lines of the form : (<= 1 allowed for now!) + # [topotype, minlevel,maxlevel,fname] + dtopo_data.dtopofiles = [] + dtopo_data.dt_max_dtopo = 1.0 + + + # == setqinit.data values == + + + rundata.qinit_data.qinit_type = 0 + rundata.qinit_data.qinitfiles = [] + # for qinit perturbations, append lines of the form: (<= 1 allowed for now!) + # [minlev, maxlev, fname] + + # variable_eta_init newly added to QinitData: + rundata.qinit_data.variable_eta_init = False + + + # == fgmax.data values == + # MODIFIED FORMAT: + # Now specify a list of objects of class fgmax_tools.FGmaxGrid + # specifying any fgmax grids. + + rundata.fgmax_data.fgmax_grids = [] + rundata.fgmax_data.num_fgmax_val = 5 # Save depth, speed, hs, hss, hmin + + return rundata + # end of function setgeo + # ----------------------: + + + +if __name__ == '__main__': + # Set up run-time parameters and write all data files. + import sys + from clawpack.geoclaw import kmltools + rundata = setrun(*sys.argv[1:]) + rundata.write() + + kmltools.make_input_data_kmls(rundata) diff --git a/GraysHarborBC/RiemannGraysHarbor/topo/README.md b/GraysHarborBC/RiemannGraysHarbor/topo/README.md new file mode 100644 index 0000000..c8e5883 --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/topo/README.md @@ -0,0 +1,8 @@ +# GraysHarbor/topo + +Use `fetch_etopo.py` to obtain etopo1 data for the offshore region. + +Use `GraysHarborMTL.ipynb` to construct the 1/3" DEM for Grays Harbor that +is approximately referenced to Mean Tide Level. + +Move the resulting .asc files into the `topofiles` subdirectory. diff --git a/GraysHarborBC/RiemannGraysHarbor/topo/fetch_etopo.py b/GraysHarborBC/RiemannGraysHarbor/topo/fetch_etopo.py new file mode 100644 index 0000000..c3e0a93 --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/topo/fetch_etopo.py @@ -0,0 +1,53 @@ +""" +Simple script to download etopo1 topography/bathymetry data from + http://www.ngdc.noaa.gov/mgg/global/global.html + +The etopo1 data has 1-arcminute resolution, but you can request coarsening. +E.g. set resolution = 4./60. for 4-arcminute resolution. + +""" + +import os +from clawpack.geoclaw import topotools + +plot_topo = True + +# Set the limits of the domain and resolution: + +resolution = 1./60. # degrees + +# If user environment variable ETOPO is set to a valid path to a directory, +# downloaded data will be stored there. Allows sharing same data among +# various projects. + +try: + etopo_dir = os.environ['ETOPO'] + os.chdir(etopo_dir) # make sure it's a valid directory +except: + print("ETOPO not set or invalid directory, setting etopo_dir='.'") + etopo_dir = '.' + +extent = [-125,-123,46,48] +coarsen = 1 +topo = topotools.read_netcdf('etopo1', extent=extent, + coarsen=coarsen, verbose=True) + +name = 'etopo1_%s_%s_%s_%s_%smin' % tuple(extent + [coarsen]) +print('name = ',name) +fname = os.path.join(etopo_dir, name + '.asc') +topo.write(fname, topo_type=3, header_style='asc', + grid_registration='llcorner', Z_format='%.0f') + + + +if plot_topo: + # plot the topo and save as a png file... + import matplotlib.pyplot as plt + topo.plot() + plt.title('Topo file %s' % name) + fname = name + '.png' + fname = os.path.join(etopo_dir, fname) + plt.savefig(fname) + print('Created %s' % fname) + + diff --git a/GraysHarborBC/SimpleGraysHarbor/README.md b/GraysHarborBC/SimpleGraysHarbor/README.md new file mode 100644 index 0000000..a05377d --- /dev/null +++ b/GraysHarborBC/SimpleGraysHarbor/README.md @@ -0,0 +1,26 @@ +## `topo` directory + +Use [GraysHarborMTL.ipynb](topo/GraysHarborMTL.html) to download 1/3 arcsecond +topography data that is referenced to MHW and adjust it so that it is +more closely aligned with Mean Tide Level (MTL). Since we are modeling +the tide, we want to use topography referenced to MTL if possible. + +Use `fetch_etopo.py` to download 1 arcminute topography of the coastal +region from the etopo1 database. + +## `sine` directory + +In this directory boundary condition is applied using +pure sine wave oscillation with amplitude 1. Examining the resulting gauge +time series at the Westport gauge allows us to determine how much this wave +is amplified and the time lag between the boundary signal and the response +at Westport. + +## `kingtide2015` directory + +Simulates the King Tide event from December, 2015. +The notebook downloads observations at the Westport and Aberdeen tide gauges and adjusts +the Westport data to obtain the tidal signal to be applied on the left boundary. +After running GeoClaw with this input, the same notebook shows the +resulting simulated tides compared to the observations. + diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/Makefile b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/Makefile new file mode 100644 index 0000000..f8d638a --- /dev/null +++ b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/Makefile @@ -0,0 +1,66 @@ +# Makefile for Clawpack code in this directory. +# This version only sets the local files and frequently changed +# options, and then includes the standard makefile pointed to by CLAWMAKE. +CLAWMAKE = $(CLAW)/clawutil/src/Makefile.common + +# See the above file for details and a list of make options, or type +# make .help +# at the unix prompt. + + +# Adjust these variables if desired: +# ---------------------------------- + +CLAW_PKG = geoclaw # Clawpack package to use +EXE = xgeoclaw # Executable to create +SETRUN_FILE = setrun.py # File containing function to make data +OUTDIR = _output # Directory for output +SETPLOT_FILE = setplot.py # File containing function to set plots +PLOTDIR = _plots # Directory for plots + +# Environment variable FC should be set to fortran compiler, e.g. gfortran + +# Compiler flags can be specified here or set as an environment variable +FFLAGS ?= + +# --------------------------------- +# package sources for this program: +# --------------------------------- + +GEOLIB = $(CLAW)/geoclaw/src/2d/shallow +include $(GEOLIB)/Makefile.geoclaw + +# --------------------------------------- +# package sources specifically to exclude +# (i.e. if a custom replacement source +# under a different name is provided) +# --------------------------------------- + +EXCLUDE_MODULES = \ + +EXCLUDE_SOURCES = \ + +# ---------------------------------------- +# List of custom sources for this program: +# ---------------------------------------- + +SOURCES = \ + bc2amr.f90 \ + $(CLAW)/riemann/src/rpn2_geoclaw.f \ + $(CLAW)/riemann/src/rpt2_geoclaw.f \ + $(CLAW)/riemann/src/geoclaw_riemann_utils.f \ + +#------------------------------------------------------------------- +# Include Makefile containing standard definitions and make options: +include $(CLAWMAKE) + +# Construct the topography data +.PHONY: topo all +topo: + python maketopo.py + +all: + $(MAKE) topo + $(MAKE) .plots + $(MAKE) .htmls + diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/_output/height.txt b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/_output/height.txt new file mode 100644 index 0000000..a5221df --- /dev/null +++ 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If a file like this is in the rundir directory +used by runclaw.py (e.g. the application directory from which you +execute 'make .output') this will be executed after creating the +outdir and before running the Clawpack code. + +If no b4run.py file is found in the rundir then the environment variable +B4RUN, if set, is used to locate a file used more globally, e.g. you could +set this to point to $HOME/b4ruon.py for a default version to use if there +is no local version, or you can use this version by setting B4RUN to +$CLAW/clawutil/src/python/clawutil/b4run.py + +Use this, for example, to copy any files you want to the outdir, +either because they are needed for the run or to archive them along +with the output. + +This sample version copies the Makefile and any Python or Fortran codes. + +It also creates (or appends to) a runlog.txt file containing information +about this run: the rundir and the time/date the run started. + +Adapt this file to your own needs. +""" + + +def b4run(rundir, outdir): + + import os,sys,glob,shutil,time + + # --------------------------------------------------------------------- + # files to copy to outdir (in addition to *.data files always copied): + to_copy = ['Makefile', '*.py', '*.f*', 'tidedata_dec2015.txt'] + #to_copy = ['Makefile', '*.py', '*.f*'] + + if rundir != outdir: + for pattern in to_copy: + files = glob.glob(pattern) # files matching pattern + for file in files: + print('Copying %s to %s' % (file, outdir)) + shutil.copy(file, os.path.join(outdir,file)) + + # --------------------------------------------------------------------- + # also add to outdir/runlog.txt with info about when run was done + # and from what directory: + + runlog = os.path.join(outdir, 'runlog.txt') + + tm = time.localtime() + year = str(tm.tm_year).zfill(4) + month = str(tm.tm_mon).zfill(2) + day = str(tm.tm_mday).zfill(2) + hour = str(tm.tm_hour).zfill(2) + minute = str(tm.tm_min).zfill(2) + tz = tm.tm_zone + dt = '%s-%s-%s-%s:%s%s' % (year,month,day,hour,minute,tz) + + with open(runlog,'a') as f: + f.write('Run started at %s\n' % dt) + f.write('from RUNDIR =\n %s\n' % os.path.abspath(rundir)) + diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/bc2amr.f90 b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/bc2amr.f90 new file mode 100644 index 0000000..e24942a --- /dev/null +++ b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/bc2amr.f90 @@ -0,0 +1,332 @@ +! :::::::::: bc2amr ::::::::::::::::::::::::::::::::::::::::::::::; +!> \callgraph +!! \callergraph +!! Take a grid patch with mesh widths **hx**,**hy**, of dimensions **nrow** by +!! **ncol**, and set the values of any piece of +!! of the patch which extends outside the physical domain +!! using the boundary conditions. +!! +!! +!! Specific to geoclaw: extrapolates aux(i,j,1) at boundaries +!! to constant. +!! +!! ### Standard boundary condition choices for amr2ez in clawpack +!! +!! At each boundary k = 1 (left), 2 (right), 3 (bottom), 4 (top): +!! +!! mthbc(k) = +!! * 0 for user-supplied BC's (must be inserted!) +!! * 1 for zero-order extrapolation +!! * 2 for periodic boundary conditions +!! * 3 for solid walls, assuming this can be implemented +!! by reflecting the data about the boundary and then +!! negating the 2'nd (for k=1,2) or 3'rd (for k=3,4) +!! component of q. +!! * 4 for sphere bcs (left half maps to right half of same side, and vice versa), as if domain folded in half +!! +!! The corners of the grid patch are at +!! (xlo_patch,ylo_patch) -- lower left corner +!! (xhi_patch,yhi_patch) -- upper right corner +!! +!! The physical domain itself is a rectangle bounded by +!! (xlower,ylower) -- lower left corner +!! (xupper,yupper) -- upper right corner +!! +! This figure below does not work with doxygen +! the picture is the following: +! ____________________________________________________ +! +! _____________________ (xupper,yupper) +! | | +! ____|____ (xhi_patch,yhi_patch) +! | | | | +! | | | | +! | | | | +! |___|____| | +! (xlo_patch,ylo_patch) | | +! | | +! |_____________________| +! (xlower,ylower) +! ____________________________________________________ +!! +!! +!> Any cells that lie outside the physical domain are ghost cells whose +!! values should be set in this routine. This is tested for by comparing +!! xlo_patch with xlower to see if values need to be set at the left +! as in the figure above, +! +!> and similarly at the other boundaries. +!! Patches are guaranteed to have at least 1 row of cells filled +!! with interior values so it is possible to extrapolate. +!! Fix [trimbd()](@ref trimbd) if you want more than 1 row pre-set. +!! +!! Make sure the order the boundaries are specified is correct +!! so that diagonal corner cells are also properly taken care of. +!! +!! Periodic boundaries are set before calling this routine, so if the +!! domain is periodic in one direction only you +!! can safely extrapolate in the other direction. +!! +!! Don't overwrite ghost cells in periodic directions! +!! +!! \param val data array for solution \f$q \f$ (cover the whole grid **msrc**) +!! \param aux data array for auxiliary variables +!! \param nrow number of cells in *i* direction on this grid +!! \param ncol number of cells in *j* direction on this grid +!! \param meqn number of equations for the system +!! \param naux number of auxiliary variables +!! \param hx spacing (mesh size) in *i* direction +!! \param hy spacing (mesh size) in *j* direction +!! \param level AMR level of this grid +!! \param time setting ghost cell values at time **time** +!! \param xlo_patch left bound of the input grid +!! \param xhi_patch right bound of the input grid +!! \param ylo_patch lower bound of the input grid +!! \param yhi_patch upper bound of the input grid +! ::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::; + +subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & + xlo_patch, xhi_patch, ylo_patch, yhi_patch) + use amr_module + use geoclaw_module, only: pi + !use amr_module, only: mthbc, xlower, ylower, xupper, yupper + !use amr_module, only: xperdom,yperdom,spheredom + + implicit none + + ! Input/Output + integer, intent(in) :: nrow, ncol, meqn, naux, level + real(kind=8), intent(in) :: hx, hy, time + real(kind=8), intent(in) :: xlo_patch, xhi_patch + real(kind=8), intent(in) :: ylo_patch, yhi_patch + real(kind=8), intent(in out) :: val(meqn, nrow, ncol) + real(kind=8), intent(in out) :: aux(naux, nrow, ncol) + + ! Local storage + integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num + real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt + real, DIMENSION(1201) :: a + INTEGER :: col,max_cols + + ! Getting the jump in tidal signal using linear Intepolation on height.txt + max_cols=1201 + OPEN(UNIT=19, FILE="height.txt") + DO col = 1, max_cols + READ(19,*) a(col) + END DO + close(19) + t_num = floor(time/360) + 9 + delt = possk(level) + jump_h = (a(t_num+2) - a(t_num+1))*delt*1.04/360 + + hxmarg = hx * .01d0 + hymarg = hy * .01d0 + + + + ! Use periodic boundary condition specialized code only, if only one + ! boundary is periodic we still proceed below + if (xperdom .and. (yperdom .or. spheredom)) then + return + end if + + ! Each check has an initial check to ensure that the boundary is a real + ! boundary condition and otherwise skips the code. Otherwise + !------------------------------------------------------- + ! Left boundary: + !------------------------------------------------------- + if (xlo_patch < xlower-hxmarg) then + ! number of grid cells from this patch lying outside physical domain: + nxl = int((xlower + hxmarg - xlo_patch) / hx) + + select case(mthbc(1)) + case(0) ! User defined boundary condition + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(3, i, j) = 0 + val(1, i, j) = val(1, nxl + 1, j) + jump_h + val(2, i, j) = val(2, nxl + 1, j) + + end do + end do + case(1) ! Zero-order extrapolation + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(:, i, j) = val(:, nxl + 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, 2 * nxl + 1 - i, j) + val(:, i, j) = val(:, 2 * nxl + 1 - i, j) + end do + end do + ! negate the normal velocity: + do j = 1, ncol + do i=1, nxl + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + end select + end if + + !------------------------------------------------------- + ! Right boundary: + !------------------------------------------------------- + if (xhi_patch > xupper+hxmarg) then + + ! number of grid cells lying outside physical domain: + nxr = int((xhi_patch - xupper + hxmarg) / hx) + ibeg = max(nrow - nxr + 1, 1) + + select case(mthbc(2)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + case(1) ! Zero-order extrapolation + do i = ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, ibeg - 1, j) + val(:, i, j) = val(:, ibeg - 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do i=ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, 2 * ibeg - 1 - i, j) + val(:, i, j) = val(:, 2 * ibeg - 1 - i, j) + end do + end do + ! negate the normal velocity: + do i = ibeg, nrow + do j = 1, ncol + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Bottom boundary: + !------------------------------------------------------- + if (ylo_patch < ylower - hymarg) then + + ! number of grid cells lying outside physical domain: + nyb = int((ylower + hymarg - ylo_patch) / hy) + + select case(mthbc(3)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, nyb + 1) + val(:,i,j) = val(:, i, nyb + 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, 2 * nyb + 1 - j) + val(:,i,j) = val(:, i, 2 * nyb + 1 - j) + end do + end do + ! negate the normal velocity: + do j = 1, nyb + do i = 1, nrow + val(3,i,j) = -val(3, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Top boundary: + !------------------------------------------------------- + if (yhi_patch > yupper + hymarg) then + + ! number of grid cells lying outside physical domain: + nyt = int((yhi_patch - yupper + hymarg) / hy) + jbeg = max(ncol - nyt + 1, 1) + + select case(mthbc(4)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, jbeg - 1) + val(:, i, j) = val(:, i, jbeg - 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, 2 * jbeg - 1 - j) + val(:, i, j) = val(:, i, 2 * jbeg - 1 - j) + end do + end do + ! negate the normal velocity: + do j = jbeg, ncol + do i = 1, nrow + val(3, i, j) = -val(3, i, j) + end do + end do + + case(4) ! 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zCTDETNDpeNr`=Y}*0;ou38~Nff8niBI#6dYlDn*o3~0?^Axh1>Xlq8T$9bCDT&=zw z9+bntA%OoI1VX$%C372j22y7|D4X{L%$Rxk{8Lcm{78RU$C&JmBf`MYyZ+fEnXMBf zW3lm*%!yVjDgvQvM3Bh}KlS^Kk;SLHZ#&La1K;1O5fQAEu->mSh`)uuo`A2j$8fG6J&$b#C>Mf9X92SGgLs+90b-q+Ydm;C2+5!QNRa6+4 zcf{bMM*kQrD8s)GnK>)aP(vlsgAF)HE$OZ{S>yh`(PgSou~YJ}rt7FWc84KdtLG)R zCcsoFn6pEcDZI()V^c8=d0ozeetF*)`m#gLPW88Dh|EV7acG%vX-xk?seexmtOf Godunov, 2 => Lax-Wendroff plus limiters + clawdata.order = 2 + + # Use dimensional splitting? (not yet available for AMR) + clawdata.dimensional_split = 'unsplit' + + # For unsplit method, transverse_waves can be + # 0 or 'none' ==> donor cell (only normal solver used) + # 1 or 'increment' ==> corner transport of waves + # 2 or 'all' ==> corner transport of 2nd order corrections too + clawdata.transverse_waves = 2 + + # Number of waves in the Riemann solution: + clawdata.num_waves = 3 + + # List of limiters to use for each wave family: + # Required: len(limiter) == num_waves + # Some options: + # 0 or 'none' ==> no limiter (Lax-Wendroff) + # 1 or 'minmod' ==> minmod + # 2 or 'superbee' ==> superbee + # 3 or 'mc' ==> MC limiter + # 4 or 'vanleer' ==> van Leer + clawdata.limiter = ['mc', 'mc', 'mc'] + + clawdata.use_fwaves = True # True ==> use f-wave version of algorithms + + # Source terms splitting: + # src_split == 0 or 'none' ==> no source term (src routine never called) + # src_split == 1 or 'godunov' ==> Godunov (1st order) splitting used, + # src_split == 2 or 'strang' ==> Strang (2nd order) splitting used, not recommended. + clawdata.source_split = 'godunov' + + + # -------------------- + # Boundary conditions: + # -------------------- + + # Number of ghost cells (usually 2) + clawdata.num_ghost = 2 + + # Choice of BCs at xlower and xupper: + # 0 => user specified (must modify bcN.f to use this option) + # 1 => extrapolation (non-reflecting outflow) + # 2 => periodic (must specify this at both boundaries) + # 3 => solid wall for systems where q(2) is normal velocity + + clawdata.bc_lower[0] = 0 + clawdata.bc_upper[0] = 'extrap' + + clawdata.bc_lower[1] = 'extrap' + clawdata.bc_upper[1] = 'extrap' + + + + # -------------- + # Checkpointing: + # -------------- + + # Specify when checkpoint files should be created that can be + # used to restart a computation. + + # negative checkpoint_style means alternate between aaaaa and bbbbb files + # so that at most 2 checkpoint files exist at any time, useful when + # doing frequent checkpoints of large problems. + + clawdata.checkpt_style = 1 + + if clawdata.checkpt_style == 0: + # Do not checkpoint at all + pass + + elif clawdata.checkpt_style == 1: + # Checkpoint only at tfinal. + pass + + elif abs(clawdata.checkpt_style) == 2: + # Specify a list of checkpoint times. + clawdata.checkpt_times = 3600.*np.arange(1,16,1) + + elif abs(clawdata.checkpt_style) == 3: + # Checkpoint every checkpt_interval timesteps (on Level 1) + # and at the final time. + clawdata.checkpt_interval = 5 + + + # --------------- + # AMR parameters: + # --------------- + amrdata = rundata.amrdata + + # max number of refinement levels: + amrdata.amr_levels_max = 4 + + # List of refinement ratios at each level (length at least mxnest-1) + # 1', 12", 4", 1", 1/3" + amrdata.refinement_ratios_x = [5,3,4,3] + amrdata.refinement_ratios_y = [5,3,4,3] + amrdata.refinement_ratios_t = [5,3,4,3] + + + + # Specify type of each aux variable in amrdata.auxtype. + # This must be a list of length maux, each element of which is one of: + # 'center', 'capacity', 'xleft', or 'yleft' (see documentation). + + amrdata.aux_type = ['center','capacity','yleft'] + + + # Flag using refinement routine flag2refine rather than richardson error + amrdata.flag_richardson = False # use Richardson? + amrdata.flag2refine = True + + # steps to take on each level L between regriddings of level L+1: + amrdata.regrid_interval = 3 + + # width of buffer zone around flagged points: + # (typically the same as regrid_interval so waves don't escape): + amrdata.regrid_buffer_width = 2 + + # clustering alg. cutoff for (# flagged pts) / (total # of cells refined) + # (closer to 1.0 => more small grids may be needed to cover flagged cells) + amrdata.clustering_cutoff = 0.700000 + + # print info about each regridding up to this level: + amrdata.verbosity_regrid = 1 + + # ----- For developers ----- + # Toggle debugging print statements: + amrdata.dprint = False # print domain flags + amrdata.eprint = False # print err est flags + amrdata.edebug = False # even more err est flags + amrdata.gprint = False # grid bisection/clustering + amrdata.nprint = False # proper nesting output + amrdata.pprint = False # proj. of tagged points + amrdata.rprint = False # print regridding summary + amrdata.sprint = False # space/memory output + amrdata.tprint = False # time step reporting each level + amrdata.uprint = False # update/upbnd reporting + + # More AMR parameters can be set -- see the defaults in pyclaw/data.py + + # --------------- + # Regions: + # --------------- + #rundata.regiondata.regions = [] + # to specify regions of refinement append lines of the form + # [minlevel,maxlevel,t1,t2,x1,x2,y1,y2] + regions = rundata.regiondata.regions + + regions.append([1,1,0.,1e9,clawdata.lower[0]-0.1,clawdata.upper[0]+0.1, + clawdata.lower[1]-0.1,clawdata.upper[1]+0.1]) + regions.append([1,2,0.,1e9,-124.25, -123.65, 46.8, 47.1]) + regions.append([1,3,0.,1e9,-124.2, -123.65, 46.8, 47.05]) + regions.append([2,4,0.,1e9,-124.119,-124.097,46.903, 46.915]) # Wp marina + regions.append([2,4,0.,1e9,-123.89,-123.73,46.94, 46.996]) # Aberdeen + + + # --------------- + # Gauges: + # --------------- + # for gauges append lines of the form [gaugeno, x, y, t1, t2] + gauges = rundata.gaugedata.gauges + rundata.gaugedata.min_time_increment = 1. # seconds between gauge output + rundata.gaugedata.display_format = "f15.7" # need enough digits for u,v + + gauges.append([0,-124.4,46.92,0,1e9]) # Offshore tide + gauges.append([1,-124.11,46.92,0,1e9]) # GH inlet + gauges.append([2,-123.92,46.95,0,1e9]) + gauges.append([3,-123.85,46.96,0,1e9]) + gauges.append([4,-124.00,46.90,0,1e9]) # Johns River + gauges.append([5,-123.808,46.972,0,1e9]) # Chehalis at Wishkah + + gauges.append([1187,-123.8571, 46.9657, 0,1e9]) # Aberdeen + gauges.append([1102,-124.10485, 46.90447, 0,1e9]) # Westport + + gauges.append([8,-124.6,46.96,0,1e9]) # at Left Boundary + + + return rundata + # end of function setrun + # ---------------------- + + +#------------------- +def setgeo(rundata): +#------------------- + """ + Set GeoClaw specific runtime parameters. + For documentation see .... + """ + + try: + geo_data = rundata.geo_data + except: + print("*** Error, this rundata has no geo_data attribute") + raise AttributeError("Missing geo_data attribute") + + # == Physics == + geo_data.gravity = 9.81 + geo_data.coordinate_system = 2 + geo_data.earth_radius = 6367.5e3 + + # == Forcing Options + geo_data.coriolis_forcing = False + + # == Algorithm and Initial Conditions == + geo_data.sea_level = -0.457 + geo_data.dry_tolerance = 1.e-3 + geo_data.friction_forcing = True + geo_data.manning_coefficient =.025 + geo_data.friction_depth = 1e6 + + # Refinement settings + refinement_data = rundata.refinement_data + refinement_data.variable_dt_refinement_ratios = True + refinement_data.wave_tolerance = 0.05 + refinement_data.speed_tolerance = 6*[0.05] + + # == settopo.data values == + topo_data = rundata.topo_data + # for topography, append lines of the form + # [topotype, fname] + topofiles = topo_data.topofiles + + topodir = '../topo/topofiles/' + topofiles.append([3, topodir + 'etopo1_-125_-123_46_48_1min.asc']) + topofiles.append([3, topodir+'GH_13sec_mtl.asc']) + + # == setdtopo.data values == + dtopo_data = rundata.dtopo_data + # for moving topography, append lines of the form : (<= 1 allowed for now!) + # [topotype, minlevel,maxlevel,fname] + dtopo_data.dtopofiles = [] + dtopo_data.dt_max_dtopo = 1.0 + + + # == setqinit.data values == + + + rundata.qinit_data.qinit_type = 0 + rundata.qinit_data.qinitfiles = [] + # for qinit perturbations, append lines of the form: (<= 1 allowed for now!) + # [minlev, maxlev, fname] + + # variable_eta_init newly added to QinitData: + rundata.qinit_data.variable_eta_init = False + + + # == fgmax.data values == + # MODIFIED FORMAT: + # Now specify a list of objects of class fgmax_tools.FGmaxGrid + # specifying any fgmax grids. + + rundata.fgmax_data.fgmax_grids = [] + rundata.fgmax_data.num_fgmax_val = 5 # Save depth, speed, hs, hss, hmin + + return rundata + # end of function setgeo + # ----------------------: + + + +if __name__ == '__main__': + # Set up run-time parameters and write all data files. + import sys + from clawpack.geoclaw import kmltools + rundata = setrun(*sys.argv[1:]) + rundata.write() + + kmltools.make_input_data_kmls(rundata) diff --git a/GraysHarborBC/SimpleGraysHarbor/sine/Makefile b/GraysHarborBC/SimpleGraysHarbor/sine/Makefile new file mode 100644 index 0000000..f8d638a --- /dev/null +++ b/GraysHarborBC/SimpleGraysHarbor/sine/Makefile @@ -0,0 +1,66 @@ +# Makefile for Clawpack code in this directory. +# This version only sets the local files and frequently changed +# options, and then includes the standard makefile pointed to by CLAWMAKE. +CLAWMAKE = $(CLAW)/clawutil/src/Makefile.common + +# See the above file for details and a list of make options, or type +# make .help +# at the unix prompt. + + +# Adjust these variables if desired: +# ---------------------------------- + +CLAW_PKG = geoclaw # Clawpack package to use +EXE = xgeoclaw # Executable to create +SETRUN_FILE = setrun.py # File containing function to make data +OUTDIR = _output # Directory for output +SETPLOT_FILE = setplot.py # File containing function to set plots +PLOTDIR = _plots # Directory for plots + +# Environment variable FC should be set to fortran compiler, e.g. gfortran + +# Compiler flags can be specified here or set as an environment variable +FFLAGS ?= + +# --------------------------------- +# package sources for this program: +# --------------------------------- + +GEOLIB = $(CLAW)/geoclaw/src/2d/shallow +include $(GEOLIB)/Makefile.geoclaw + +# --------------------------------------- +# package sources specifically to exclude +# (i.e. if a custom replacement source +# under a different name is provided) +# --------------------------------------- + +EXCLUDE_MODULES = \ + +EXCLUDE_SOURCES = \ + +# ---------------------------------------- +# List of custom sources for this program: +# ---------------------------------------- + +SOURCES = \ + bc2amr.f90 \ + $(CLAW)/riemann/src/rpn2_geoclaw.f \ + $(CLAW)/riemann/src/rpt2_geoclaw.f \ + $(CLAW)/riemann/src/geoclaw_riemann_utils.f \ + +#------------------------------------------------------------------- +# Include Makefile containing standard definitions and make options: +include $(CLAWMAKE) + +# Construct the topography data +.PHONY: topo all +topo: + python maketopo.py + +all: + $(MAKE) topo + $(MAKE) .plots + $(MAKE) .htmls + diff --git a/GraysHarborBC/SimpleGraysHarbor/sine/bc2amr.f90 b/GraysHarborBC/SimpleGraysHarbor/sine/bc2amr.f90 new file mode 100644 index 0000000..a06f607 --- /dev/null +++ b/GraysHarborBC/SimpleGraysHarbor/sine/bc2amr.f90 @@ -0,0 +1,325 @@ +! :::::::::: bc2amr ::::::::::::::::::::::::::::::::::::::::::::::; +!> \callgraph +!! \callergraph +!! Take a grid patch with mesh widths **hx**,**hy**, of dimensions **nrow** by +!! **ncol**, and set the values of any piece of +!! of the patch which extends outside the physical domain +!! using the boundary conditions. +!! +!! +!! Specific to geoclaw: extrapolates aux(i,j,1) at boundaries +!! to constant. +!! +!! ### Standard boundary condition choices for amr2ez in clawpack +!! +!! At each boundary k = 1 (left), 2 (right), 3 (bottom), 4 (top): +!! +!! mthbc(k) = +!! * 0 for user-supplied BC's (must be inserted!) +!! * 1 for zero-order extrapolation +!! * 2 for periodic boundary conditions +!! * 3 for solid walls, assuming this can be implemented +!! by reflecting the data about the boundary and then +!! negating the 2'nd (for k=1,2) or 3'rd (for k=3,4) +!! component of q. +!! * 4 for sphere bcs (left half maps to right half of same side, and vice versa), as if domain folded in half +!! +!! The corners of the grid patch are at +!! (xlo_patch,ylo_patch) -- lower left corner +!! (xhi_patch,yhi_patch) -- upper right corner +!! +!! The physical domain itself is a rectangle bounded by +!! (xlower,ylower) -- lower left corner +!! (xupper,yupper) -- upper right corner +!! +! This figure below does not work with doxygen +! the picture is the following: +! ____________________________________________________ +! +! _____________________ (xupper,yupper) +! | | +! ____|____ (xhi_patch,yhi_patch) +! | | | | +! | | | | +! | | | | +! |___|____| | +! (xlo_patch,ylo_patch) | | +! | | +! |_____________________| +! (xlower,ylower) +! ____________________________________________________ +!! +!! +!> Any cells that lie outside the physical domain are ghost cells whose +!! values should be set in this routine. This is tested for by comparing +!! xlo_patch with xlower to see if values need to be set at the left +! as in the figure above, +! +!> and similarly at the other boundaries. +!! Patches are guaranteed to have at least 1 row of cells filled +!! with interior values so it is possible to extrapolate. +!! Fix [trimbd()](@ref trimbd) if you want more than 1 row pre-set. +!! +!! Make sure the order the boundaries are specified is correct +!! so that diagonal corner cells are also properly taken care of. +!! +!! Periodic boundaries are set before calling this routine, so if the +!! domain is periodic in one direction only you +!! can safely extrapolate in the other direction. +!! +!! Don't overwrite ghost cells in periodic directions! +!! +!! \param val data array for solution \f$q \f$ (cover the whole grid **msrc**) +!! \param aux data array for auxiliary variables +!! \param nrow number of cells in *i* direction on this grid +!! \param ncol number of cells in *j* direction on this grid +!! \param meqn number of equations for the system +!! \param naux number of auxiliary variables +!! \param hx spacing (mesh size) in *i* direction +!! \param hy spacing (mesh size) in *j* direction +!! \param level AMR level of this grid +!! \param time setting ghost cell values at time **time** +!! \param xlo_patch left bound of the input grid +!! \param xhi_patch right bound of the input grid +!! \param ylo_patch lower bound of the input grid +!! \param yhi_patch upper bound of the input grid +! ::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::; + +subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & + xlo_patch, xhi_patch, ylo_patch, yhi_patch) + use amr_module + use geoclaw_module, only: pi + !use amr_module, only: mthbc, xlower, ylower, xupper, yupper + !use amr_module, only: xperdom,yperdom,spheredom + + implicit none + + ! Input/Output + integer, intent(in) :: nrow, ncol, meqn, naux, level + real(kind=8), intent(in) :: hx, hy, time + real(kind=8), intent(in) :: xlo_patch, xhi_patch + real(kind=8), intent(in) :: ylo_patch, yhi_patch + real(kind=8), intent(in out) :: val(meqn, nrow, ncol) + real(kind=8), intent(in out) :: aux(naux, nrow, ncol) + + ! Local storage + integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num + real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt + real, DIMENSION(1201) :: a + INTEGER :: col,max_cols + + ! Sine boundary condition + delt = possk(level) + jump_h = sin(2.d0*pi*(time+delt)/(12*3600)) - sin(2.d0*pi*(time)/(12*3600)) + + hxmarg = hx * .01d0 + hymarg = hy * .01d0 + + + + ! Use periodic boundary condition specialized code only, if only one + ! boundary is periodic we still proceed below + if (xperdom .and. (yperdom .or. spheredom)) then + return + end if + + ! Each check has an initial check to ensure that the boundary is a real + ! boundary condition and otherwise skips the code. Otherwise + !------------------------------------------------------- + ! Left boundary: + !------------------------------------------------------- + if (xlo_patch < xlower-hxmarg) then + ! number of grid cells from this patch lying outside physical domain: + nxl = int((xlower + hxmarg - xlo_patch) / hx) + + select case(mthbc(1)) + case(0) ! User defined boundary condition + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(3, i, j) = 0 + val(1, i, j) = val(1, nxl + 1, j) + jump_h + val(2, i, j) = val(2, nxl + 1, j) + end do + end do + + case(1) ! Zero-order extrapolation + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(:, i, j) = val(:, nxl + 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, 2 * nxl + 1 - i, j) + val(:, i, j) = val(:, 2 * nxl + 1 - i, j) + end do + end do + ! negate the normal velocity: + do j = 1, ncol + do i=1, nxl + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + end select + end if + + !------------------------------------------------------- + ! Right boundary: + !------------------------------------------------------- + if (xhi_patch > xupper+hxmarg) then + + ! number of grid cells lying outside physical domain: + nxr = int((xhi_patch - xupper + hxmarg) / hx) + ibeg = max(nrow - nxr + 1, 1) + + select case(mthbc(2)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + case(1) ! Zero-order extrapolation + do i = ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, ibeg - 1, j) + val(:, i, j) = val(:, ibeg - 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do i=ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, 2 * ibeg - 1 - i, j) + val(:, i, j) = val(:, 2 * ibeg - 1 - i, j) + end do + end do + ! negate the normal velocity: + do i = ibeg, nrow + do j = 1, ncol + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Bottom boundary: + !------------------------------------------------------- + if (ylo_patch < ylower - hymarg) then + + ! number of grid cells lying outside physical domain: + nyb = int((ylower + hymarg - ylo_patch) / hy) + + select case(mthbc(3)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, nyb + 1) + val(:,i,j) = val(:, i, nyb + 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, 2 * nyb + 1 - j) + val(:,i,j) = val(:, i, 2 * nyb + 1 - j) + end do + end do + ! negate the normal velocity: + do j = 1, nyb + do i = 1, nrow + val(3,i,j) = -val(3, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Top boundary: + !------------------------------------------------------- + if (yhi_patch > yupper + hymarg) then + + ! number of grid cells lying outside physical domain: + nyt = int((yhi_patch - yupper + hymarg) / hy) + jbeg = max(ncol - nyt + 1, 1) + + select case(mthbc(4)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, jbeg - 1) + val(:, i, j) = val(:, i, jbeg - 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, 2 * jbeg - 1 - j) + val(:, i, j) = val(:, i, 2 * jbeg - 1 - j) + end do + end do + ! negate the normal velocity: + do j = jbeg, ncol + do i = 1, nrow + val(3, i, j) = -val(3, i, j) + end do + end do + + case(4) ! 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+""" + +from __future__ import absolute_import +from __future__ import print_function +import numpy as np +import matplotlib.pyplot as plt +from scipy.interpolate import interp1d + +from clawpack.geoclaw import topotools +from clawpack.visclaw import gaugetools, plottools, colormaps + +cmin_water = -1. +cmax_water = 1. +cmin_speed = 0. +cmax_speed = 2. + +def speed(current_data): + """ + Return a masked array containing the speed only in wet cells. + Surface is eta = h+topo, assumed to be output as 4th column of fort.q + files. + """ + from clawpack.visclaw.geoplot import drytol_default + drytol = getattr(current_data.user, 'drytol', drytol_default) + q = current_data.q + h = q[0,:,:] + hu = q[1,:,:] + hv = q[2,:,:] + eta = q[3,:,:] + + hwet = np.ma.masked_where(h <= drytol, h) + speed = np.sqrt(hu**2 + hv**2) / hwet # will be masked where dry + + try: + # Use mask covering coarse regions if it's set: + m = current_data.mask_coarse + speed = numpy.ma.masked_where(m, speed) + except: + pass + + return speed + +if 0: + sea_level = -0.468 + tide_data = np.loadtxt('tidedata_dec2015.txt', skiprows=1) + t_tide = tide_data[:,0] / 3600. + #offset = 2.561 # from MLLW to MHW + offset = 0. + eta_tide = interp1d(t_tide, tide_data[:,1]-offset, bounds_error=False, + fill_value = np.nan) + +if 1: + # forcing: + sea_level = 0. + tperiod = 12 # hours + eta_tide = lambda t: 1.*np.sin(2*np.pi*t/tperiod) + t_tide = np.linspace(0,48,1000) + + + +def plot_tide(current_data): + from pylab import linspace,plot,grid,title,cos,pi,xlabel,ylabel,xticks + from pylab import xlim,ylim + tframe = current_data.t / 3600. + tt = linspace(t_tide[0],t_tide[-1],1000) + plot(tt, eta_tide(tt), 'k') + plot([tframe],[eta_tide(tframe)], 'ro') + grid(True) + title('Tide stage in ocean') + xticks(np.arange(0,5.1*24,24)) + xlabel('hours') + ylabel('meters (0=MTL)') + xlim(0,48) + ylim(-1.2,1.2) + +def plot_src_boxes(): + + if 0: + # Johns River + x1rs = -123.951 + x2rs = -123.950 + y1rs = 46.8815 + y2rs = 46.8825 + + if 0: + # Chehalis River: + x1rs = -123.743 + x2rs = -123.740 + y1rs = 46.956 + y2rs = 46.958 + kwargs = {'color':'yellow', 'linewidth':1} + plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) + + # Wishkah River + x1rs = -123.811 + x2rs = -123.810 + y1rs = 46.990 + y2rs = 46.991 + plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) + + # Hoquiam River + x1rs = -123.886 + x2rs = -123.885 + y1rs = 46.995 + y2rs = 46.996 + plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) + + +#-------------------------- +def setplot(plotdata=None): +#-------------------------- + + """ + Specify what is to be plotted at each frame. + Input: plotdata, an instance of pyclaw.plotters.data.ClawPlotData. + Output: a modified version of plotdata. + + """ + + + from clawpack.visclaw import colormaps, geoplot + from numpy import linspace + + if plotdata is None: + from clawpack.visclaw.data import ClawPlotData + plotdata = ClawPlotData() + + + plotdata.clearfigures() # clear any old figures,axes,items data + plotdata.format = 'binary' # 'ascii' or 'binary' to match setrun.py + + + # To plot gauge locations on pcolor or contour plot, use this as + # an afteraxis function: + + def addgauges(current_data): + from clawpack.visclaw import gaugetools + gaugetools.plot_gauge_locations(current_data.plotdata, \ + gaugenos=[0,1102,1187], format_string='ko', add_labels=True) + + + #----------------------------------------- + # Figure for surface + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Domain', figno=50) + plotfigure.kwargs = {'figsize':(13,8)} + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.6])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + plotaxes.xlimits = [-124.65,-123.65] + plotaxes.ylimits = [46.8, 47.1] + + def fixup(current_data): + import pylab + addgauges(current_data) + t = current_data.t + t = t / 3600. # hours + pylab.title('Surface at %4.2f hours' % t, fontsize=15) + pylab.xticks(fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.surface_or_depth + plotitem.pcolor_cmap = geoplot.tsunami_colormap + plotitem.pcolor_cmin = cmin_water + plotitem.pcolor_cmax = cmax_water + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.6 + plotitem.colorbar_kwargs = {'extend':'both'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # add contour lines of bathy if desired: + plotitem = plotaxes.new_plotitem(plot_type='2d_contour') + plotitem.show = False + plotitem.plot_var = geoplot.topo + plotitem.contour_levels = linspace(-3000,-3000,1) + plotitem.amr_contour_colors = ['y'] # color on each level + plotitem.kwargs = {'linestyles':'solid','linewidths':2} + plotitem.amr_contour_show = [1,0,0] + plotitem.celledges_show = 0 + plotitem.patchedges_show = 0 + + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + + + #----------------------------------------- + # Figure for surface + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Surface', figno=0) + plotfigure.kwargs = {'figsize':(13,8)} + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.6])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + #plotaxes.xlimits = [-124.23,-123.65] + plotaxes.xlimits = [-124.25,-123.65] + plotaxes.ylimits = [46.82, 47.06] + + def fixup(current_data): + import pylab + addgauges(current_data) + t = current_data.t + t = t / 3600. # hours + pylab.title('Surface at %4.2f hours' % t, fontsize=15) + pylab.xticks(fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.surface_or_depth + plotitem.pcolor_cmap = geoplot.tsunami_colormap + plotitem.pcolor_cmin = cmin_water + plotitem.pcolor_cmax = cmax_water + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.6 + plotitem.colorbar_kwargs = {'extend':'both'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # add contour lines of bathy if desired: + plotitem = plotaxes.new_plotitem(plot_type='2d_contour') + plotitem.show = False + plotitem.plot_var = geoplot.topo + plotitem.contour_levels = linspace(-3000,-3000,1) + plotitem.amr_contour_colors = ['y'] # color on each level + plotitem.kwargs = {'linestyles':'solid','linewidths':2} + plotitem.amr_contour_show = [1,0,0] + plotitem.celledges_show = 0 + plotitem.patchedges_show = 0 + + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + + + #----------------------------------------- + # Figure for speed + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Speed', figno=1) + plotfigure.kwargs = {'figsize':(13,8)} + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.6])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + #plotaxes.xlimits = [-124.23,-123.65] + plotaxes.xlimits = [-124.25,-123.65] + plotaxes.ylimits = [46.82, 47.06] + + def fixup(current_data): + import pylab + addgauges(current_data) + t = current_data.t + t = t / 3600. # hours + pylab.title('Speed at %4.2f hours' % t, fontsize=15) + pylab.xticks(fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = speed + plotitem.pcolor_cmap = colormaps.blue_yellow_red + plotitem.pcolor_cmin = cmin_speed + plotitem.pcolor_cmax = cmax_speed + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.6 + plotitem.colorbar_kwargs = {'extend':'max'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # add contour lines of bathy if desired: + plotitem = plotaxes.new_plotitem(plot_type='2d_contour') + plotitem.show = False + plotitem.plot_var = geoplot.topo + plotitem.contour_levels = linspace(-3000,-3000,1) + plotitem.amr_contour_colors = ['y'] # color on each level + plotitem.kwargs = {'linestyles':'solid','linewidths':2} + plotitem.amr_contour_show = [1,0,0] + plotitem.celledges_show = 0 + plotitem.patchedges_show = 0 + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + #----------------------------------------- + # Figure for zoom + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Aberdeen', figno=10) + plotfigure.kwargs = {'figsize':(11,8)} + #plotfigure.show = False + xlimits = [-123.89,-123.73] + ylimits = [46.94, 46.996] + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.5])' + plotaxes.title = 'Surface' + plotaxes.scaled = True + plotaxes.xlimits = xlimits + plotaxes.ylimits = ylimits + + + def fixup(current_data): + import pylab + #addgauges(current_data) + gaugetools.plot_gauge_locations(current_data.plotdata, \ + gaugenos=range(54,58), format_string='ko', add_labels=True) + t = current_data.t + t = t / 3600. # hours + pylab.title('Aberdeen at t = %.2f hours' % t, fontsize=15) + pylab.xticks(rotation=20,fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + pylab.ticklabel_format(useOffset=False) + plot_src_boxes() + + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + #plotitem.plot_var = geoplot.surface + plotitem.plot_var = geoplot.surface_or_depth + plotitem.pcolor_cmap = geoplot.tsunami_colormap + plotitem.pcolor_cmin = cmin_water + plotitem.pcolor_cmax = cmax_water + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.7 + plotitem.colorbar_kwargs = {'extend':'both'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + #----------------------------------------- + # Figure for zoom + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Aberdeen speed', figno=11) + plotfigure.kwargs = {'figsize':(11,8)} + #plotfigure.show = False + + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes('pcolor') + plotaxes.axescmd = 'axes([.1,.1,.85,.5])' + plotaxes.title = 'Speed' + plotaxes.scaled = True + plotaxes.xlimits = xlimits + plotaxes.ylimits = ylimits + + def fixup(current_data): + import pylab + #addgauges(current_data) + gaugetools.plot_gauge_locations(current_data.plotdata, \ + gaugenos=range(54,58), format_string='ko', add_labels=True) + t = current_data.t + t = t / 3600. # hours + pylab.title('Aberdeen speed at t = %.2f hours' % t, fontsize=15) + pylab.xticks(rotation=20,fontsize=10) + pylab.yticks(fontsize=10) + pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) + pylab.ticklabel_format(useOffset=False) + plot_src_boxes() + plotaxes.afteraxes = fixup + + # Water + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = speed + plotitem.pcolor_cmap = colormaps.blue_yellow_red + plotitem.pcolor_cmin = cmin_speed + plotitem.pcolor_cmax = cmax_speed + plotitem.add_colorbar = True + plotitem.colorbar_shrink = 0.7 + plotitem.colorbar_kwargs = {'extend':'max'} + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + # Land + plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') + plotitem.plot_var = geoplot.land + plotitem.pcolor_cmap = geoplot.land_colors + plotitem.pcolor_cmin = 0.0 + plotitem.pcolor_cmax = 100.0 + plotitem.add_colorbar = False + plotitem.amr_celledges_show = [0,0,0] + plotitem.patchedges_show = 0 + + plotaxes = plotfigure.new_plotaxes('1d_plot') + plotaxes.axescmd = 'axes([.1,.75,.7,.15])' + plotaxes.afteraxes = plot_tide + + #----------------------------------------- + # Figures for gauges + #----------------------------------------- + plotfigure = plotdata.new_plotfigure(name='Surface at gauges', figno=300, \ + type='each_gauge') + plotfigure.clf_each_gauge = True + + # Set up for axes in this figure: + plotaxes = plotfigure.new_plotaxes() + plotaxes.xlimits = 'auto' + plotaxes.ylimits = 'auto' + plotaxes.title = 'Surface' + + # Plot surface as blue curve: + plotitem = plotaxes.new_plotitem(plot_type='1d_plot') + plotitem.plot_var = 3 + plotitem.plotstyle = 'b-' + + # Plot topo as green curve: + plotitem = plotaxes.new_plotitem(plot_type='1d_plot') + plotitem.show = False + + def gaugetopo(current_data): + q = current_data.q + h = q[0,:] + eta = q[3,:] + topo = eta - h + return topo + + plotitem.plot_var = gaugetopo + plotitem.plotstyle = 'g-' + + + + #----------------------------------------- + # Plots of timing (CPU and wall time): + + def make_timing_plots(plotdata): + from clawpack.visclaw import plot_timing_stats + import os,sys + try: + timing_plotdir = plotdata.plotdir + '/_timing_figures' + os.system('mkdir -p %s' % timing_plotdir) + # adjust units for plots based on problem: + units = {'comptime':'seconds', 'simtime':'hours', + 'cell':'millions'} + plot_timing_stats.make_plots(outdir=plotdata.outdir, + make_pngs=True, + plotdir=timing_plotdir, + units=units) + except: + print('*** Error making timing plots') + + otherfigure = plotdata.new_otherfigure(name='timing plots', + fname='_timing_figures/timing.html') + otherfigure.makefig = make_timing_plots + + + #----------------------------------------- + + # Parameters used only when creating html and/or latex hardcopy + # e.g., via pyclaw.plotters.frametools.printframes: + + plotdata.printfigs = True # print figures + plotdata.print_format = 'png' # file format + plotdata.print_framenos = 'all' # list of frames to print + plotdata.print_gaugenos = 'all' # list of gauges to print + plotdata.print_fignos = 'all' # list of figures to print + plotdata.html = True # create html files of plots? + plotdata.html_homelink = '../README.html' # pointer for top of index + plotdata.latex = True # create latex file of plots? + plotdata.latex_figsperline = 2 # layout of plots + plotdata.latex_framesperline = 1 # layout of plots + plotdata.latex_makepdf = False # also run pdflatex? + plotdata.parallel = True # make multiple frame png's at once + + return plotdata + diff --git a/GraysHarborBC/SimpleGraysHarbor/sine/setrun.py b/GraysHarborBC/SimpleGraysHarbor/sine/setrun.py new file mode 100644 index 0000000..0f3046a --- /dev/null +++ b/GraysHarborBC/SimpleGraysHarbor/sine/setrun.py @@ -0,0 +1,467 @@ +""" +Module to set up run time parameters for Clawpack. + +The values set in the function setrun are then written out to data files +that will be read in by the Fortran code. + +""" + +from __future__ import absolute_import +from __future__ import print_function +import os, sys +import numpy as np +from clawpack.amrclaw.data import FlagRegion + + +try: + CLAW = os.environ['CLAW'] +except: + raise Exception("*** Must first set CLAW enviornment variable") + + + +#------------------------------ +def setrun(claw_pkg='geoclaw'): +#------------------------------ + + """ + Define the parameters used for running Clawpack. + + INPUT: + claw_pkg expected to be "geoclaw" for this setrun. + + OUTPUT: + rundata - object of class ClawRunData + + """ + + from clawpack.clawutil import data + + assert claw_pkg.lower() == 'geoclaw', "Expected claw_pkg = 'geoclaw'" + + num_dim = 2 + rundata = data.ClawRunData(claw_pkg, num_dim) + + + #------------------------------------------------------------------ + # Problem-specific parameters to be written to setprob.data: + #------------------------------------------------------------------ + + #probdata = rundata.new_UserData(name='probdata',fname='setprob.data') + + #------------------------------------------------------------------ + # GeoClaw specific parameters: + #------------------------------------------------------------------ + rundata = setgeo(rundata) + + #------------------------------------------------------------------ + # Standard Clawpack parameters to be written to claw.data: + # (or to amr2ez.data for AMR) + #------------------------------------------------------------------ + clawdata = rundata.clawdata # initialized when rundata instantiated + + + # Set single grid parameters first. + # See below for AMR parameters. + + + # --------------- + # Spatial domain: + # --------------- + + # Number of space dimensions: + clawdata.num_dim = num_dim + + # Lower and upper edge of computational domain: + # x values should be integer multipes of 1/9" + # y values should be integer multipes of 1/9" + # Note: always satisfied if limits are multiples of 0.01 degree + + clawdata.lower[0] = -124.65 + clawdata.upper[0] = -123.65 + clawdata.lower[1] = 46.8 + clawdata.upper[1] = 47.1 + + clawdata.num_cells[0] = 60 + clawdata.num_cells[1] = 18 + + + # --------------- + # Size of system: + # --------------- + + # Number of equations in the system: + clawdata.num_eqn = 3 + + # Number of auxiliary variables in the aux array (initialized in setaux) + clawdata.num_aux = 3 + + # Index of aux array corresponding to capacity function, if there is one: + clawdata.capa_index = 2 + + + + # ------------- + # Initial time: + # ------------- + + clawdata.t0 = 0.0 + + + # Restart from checkpoint file of a previous run? + # If restarting, t0 above should be from original run, and the + # restart_file 'fort.chkNNNNN' specified below should be in + # the OUTDIR indicated in Makefile. + + clawdata.restart = False + clawdata.restart_file = '' + + # ------------- + # Output times: + #-------------- + + # Specify at what times the results should be written to fort.q files. + # Note that the time integration stops after the final output time. + # The solution at initial time t0 is always written in addition. + + clawdata.output_style = 1 + + if clawdata.output_style==1: + # Output nout frames at equally spaced times up to tfinal: + clawdata.num_output_times = 2*24 + clawdata.tfinal = 2*24*3600. + clawdata.output_t0 = True # output at initial (or restart) time? + + elif clawdata.output_style == 2: + # Specify a list of output times. + clawdata.output_times = [] + + elif clawdata.output_style == 3: + # Output every iout timesteps with a total of ntot time steps: + clawdata.output_step_interval = 1 + clawdata.total_steps = 1 + clawdata.output_t0 = True + + + clawdata.output_format = 'binary' + + clawdata.output_q_components = 'all' # need all + clawdata.output_aux_components = 'none' # eta=h+B is in q + clawdata.output_aux_onlyonce = False # output aux arrays each frame + + + + # --------------------------------------------------- + # Verbosity of messages to screen during integration: + # --------------------------------------------------- + + # The current t, dt, and cfl will be printed every time step + # at AMR levels <= verbosity. Set verbosity = 0 for no printing. + # (E.g. verbosity == 2 means print only on levels 1 and 2.) + clawdata.verbosity = 1 + + + + # -------------- + # Time stepping: + # -------------- + + # if dt_variable==1: variable time steps used based on cfl_desired, + # if dt_variable==0: fixed time steps dt = dt_initial will always be used. + clawdata.dt_variable = 1 + + # Initial time step for variable dt. + # If dt_variable==0 then dt=dt_initial for all steps: + clawdata.dt_initial = 0.2 + + # Max time step to be allowed if variable dt used: + clawdata.dt_max = 1e+99 + + # Desired Courant number if variable dt used, and max to allow without + # retaking step with a smaller dt: + clawdata.cfl_desired = 0.8 + clawdata.cfl_max = 1.0 + + # Maximum number of time steps to allow between output times: + clawdata.steps_max = 50000 + + + + + # ------------------ + # Method to be used: + # ------------------ + + # Order of accuracy: 1 => Godunov, 2 => Lax-Wendroff plus limiters + clawdata.order = 2 + + # Use dimensional splitting? (not yet available for AMR) + clawdata.dimensional_split = 'unsplit' + + # For unsplit method, transverse_waves can be + # 0 or 'none' ==> donor cell (only normal solver used) + # 1 or 'increment' ==> corner transport of waves + # 2 or 'all' ==> corner transport of 2nd order corrections too + clawdata.transverse_waves = 2 + + # Number of waves in the Riemann solution: + clawdata.num_waves = 3 + + # List of limiters to use for each wave family: + # Required: len(limiter) == num_waves + # Some options: + # 0 or 'none' ==> no limiter (Lax-Wendroff) + # 1 or 'minmod' ==> minmod + # 2 or 'superbee' ==> superbee + # 3 or 'mc' ==> MC limiter + # 4 or 'vanleer' ==> van Leer + clawdata.limiter = ['mc', 'mc', 'mc'] + + clawdata.use_fwaves = True # True ==> use f-wave version of algorithms + + # Source terms splitting: + # src_split == 0 or 'none' ==> no source term (src routine never called) + # src_split == 1 or 'godunov' ==> Godunov (1st order) splitting used, + # src_split == 2 or 'strang' ==> Strang (2nd order) splitting used, not recommended. + clawdata.source_split = 'godunov' + + + # -------------------- + # Boundary conditions: + # -------------------- + + # Number of ghost cells (usually 2) + clawdata.num_ghost = 2 + + # Choice of BCs at xlower and xupper: + # 0 => user specified (must modify bcN.f to use this option) + # 1 => extrapolation (non-reflecting outflow) + # 2 => periodic (must specify this at both boundaries) + # 3 => solid wall for systems where q(2) is normal velocity + + clawdata.bc_lower[0] = 0 + clawdata.bc_upper[0] = 'extrap' + + clawdata.bc_lower[1] = 'extrap' + clawdata.bc_upper[1] = 'extrap' + + + + # -------------- + # Checkpointing: + # -------------- + + # Specify when checkpoint files should be created that can be + # used to restart a computation. + + # negative checkpoint_style means alternate between aaaaa and bbbbb files + # so that at most 2 checkpoint files exist at any time, useful when + # doing frequent checkpoints of large problems. + + clawdata.checkpt_style = 1 + + if clawdata.checkpt_style == 0: + # Do not checkpoint at all + pass + + elif clawdata.checkpt_style == 1: + # Checkpoint only at tfinal. + pass + + elif abs(clawdata.checkpt_style) == 2: + # Specify a list of checkpoint times. + clawdata.checkpt_times = 3600.*np.arange(1,16,1) + + elif abs(clawdata.checkpt_style) == 3: + # Checkpoint every checkpt_interval timesteps (on Level 1) + # and at the final time. + clawdata.checkpt_interval = 5 + + + # --------------- + # AMR parameters: + # --------------- + amrdata = rundata.amrdata + + # max number of refinement levels: + amrdata.amr_levels_max = 3 + + # List of refinement ratios at each level (length at least mxnest-1) + # 1', 12", 4", 1", 1/3" + amrdata.refinement_ratios_x = [5,3,4,3] + amrdata.refinement_ratios_y = [5,3,4,3] + amrdata.refinement_ratios_t = [5,3,4,3] + + + + # Specify type of each aux variable in amrdata.auxtype. + # This must be a list of length maux, each element of which is one of: + # 'center', 'capacity', 'xleft', or 'yleft' (see documentation). + + amrdata.aux_type = ['center','capacity','yleft'] + + + # Flag using refinement routine flag2refine rather than richardson error + amrdata.flag_richardson = False # use Richardson? + amrdata.flag2refine = True + + # steps to take on each level L between regriddings of level L+1: + amrdata.regrid_interval = 3 + + # width of buffer zone around flagged points: + # (typically the same as regrid_interval so waves don't escape): + amrdata.regrid_buffer_width = 2 + + # clustering alg. cutoff for (# flagged pts) / (total # of cells refined) + # (closer to 1.0 => more small grids may be needed to cover flagged cells) + amrdata.clustering_cutoff = 0.700000 + + # print info about each regridding up to this level: + amrdata.verbosity_regrid = 1 + + # ----- For developers ----- + # Toggle debugging print statements: + amrdata.dprint = False # print domain flags + amrdata.eprint = False # print err est flags + amrdata.edebug = False # even more err est flags + amrdata.gprint = False # grid bisection/clustering + amrdata.nprint = False # proper nesting output + amrdata.pprint = False # proj. of tagged points + amrdata.rprint = False # print regridding summary + amrdata.sprint = False # space/memory output + amrdata.tprint = False # time step reporting each level + amrdata.uprint = False # update/upbnd reporting + + # More AMR parameters can be set -- see the defaults in pyclaw/data.py + + # --------------- + # Regions: + # --------------- + #rundata.regiondata.regions = [] + # to specify regions of refinement append lines of the form + # [minlevel,maxlevel,t1,t2,x1,x2,y1,y2] + regions = rundata.regiondata.regions + + regions.append([1,1,0.,1e9,clawdata.lower[0]-0.1,clawdata.upper[0]+0.1, + clawdata.lower[1]-0.1,clawdata.upper[1]+0.1]) + regions.append([1,2,0.,1e9,-124.25, -123.65, 46.8, 47.1]) + regions.append([1,3,0.,1e9,-124.2, -123.65, 46.8, 47.05]) + regions.append([2,4,0.,1e9,-124.119,-124.097,46.903, 46.915]) # Wp marina + regions.append([2,4,0.,1e9,-123.89,-123.73,46.94, 46.996]) # Aberdeen + + + # --------------- + # Gauges: + # --------------- + # for gauges append lines of the form [gaugeno, x, y, t1, t2] + gauges = rundata.gaugedata.gauges + rundata.gaugedata.min_time_increment = 1. # seconds between gauge output + rundata.gaugedata.display_format = "f15.7" # need enough digits for u,v + + gauges.append([0,-124.4,46.92,0,1e9]) # Offshore tide + gauges.append([1,-124.11,46.92,0,1e9]) # GH inlet + gauges.append([2,-123.92,46.95,0,1e9]) + gauges.append([3,-123.85,46.96,0,1e9]) + gauges.append([4,-124.00,46.90,0,1e9]) # Johns River + gauges.append([5,-123.808,46.972,0,1e9]) # Chehalis at Wishkah + + gauges.append([8,-124.65,46.96,0,1e9]) # at Left Boundary + gauges.append([9,-124.65,46.97,0,1e9]) + + gauges.append([1187,-123.8571, 46.9657, 0,1e9]) # Aberdeen + gauges.append([1102,-124.10485, 46.90447, 0,1e9]) # Westport + + + return rundata + # end of function setrun + # ---------------------- + + +#------------------- +def setgeo(rundata): +#------------------- + """ + Set GeoClaw specific runtime parameters. + For documentation see .... + """ + + try: + geo_data = rundata.geo_data + except: + print("*** Error, this rundata has no geo_data attribute") + raise AttributeError("Missing geo_data attribute") + + # == Physics == + geo_data.gravity = 9.81 + geo_data.coordinate_system = 2 + geo_data.earth_radius = 6367.5e3 + + # == Forcing Options + geo_data.coriolis_forcing = False + + # == Algorithm and Initial Conditions == + geo_data.sea_level = 0. + geo_data.dry_tolerance = 1.e-3 + geo_data.friction_forcing = True + geo_data.manning_coefficient =.025 + geo_data.friction_depth = 1e6 + + # Refinement settings + refinement_data = rundata.refinement_data + refinement_data.variable_dt_refinement_ratios = True + refinement_data.wave_tolerance = 0.05 + refinement_data.speed_tolerance = 6*[0.05] + + # == settopo.data values == + topo_data = rundata.topo_data + # for topography, append lines of the form + # [topotype, fname] + topofiles = topo_data.topofiles + + topodir = '../topo/topofiles/' + topofiles.append([3, topodir + 'etopo1_-125_-123_46_48_1min.asc']) + topofiles.append([3, topodir+'GH_13sec_mtl.asc']) + + + # == setdtopo.data values == + dtopo_data = rundata.dtopo_data + # for moving topography, append lines of the form : (<= 1 allowed for now!) + # [topotype, minlevel,maxlevel,fname] + dtopo_data.dtopofiles = [] + dtopo_data.dt_max_dtopo = 1.0 + + + # == setqinit.data values == + + + rundata.qinit_data.qinit_type = 0 + rundata.qinit_data.qinitfiles = [] + # for qinit perturbations, append lines of the form: (<= 1 allowed for now!) + # [minlev, maxlev, fname] + + # variable_eta_init newly added to QinitData: + rundata.qinit_data.variable_eta_init = False + + + # == fgmax.data values == + # MODIFIED FORMAT: + # Now specify a list of objects of class fgmax_tools.FGmaxGrid + # specifying any fgmax grids. + + rundata.fgmax_data.fgmax_grids = [] + rundata.fgmax_data.num_fgmax_val = 5 # Save depth, speed, hs, hss, hmin + + return rundata + # end of function setgeo + # ----------------------: + + + +if __name__ == '__main__': + # Set up run-time parameters and write all data files. + import sys + from clawpack.geoclaw import kmltools + rundata = setrun(*sys.argv[1:]) + rundata.write() + + kmltools.make_input_data_kmls(rundata) diff --git a/GraysHarborBC/SimpleGraysHarbor/topo/README.md b/GraysHarborBC/SimpleGraysHarbor/topo/README.md new file mode 100644 index 0000000..c8e5883 --- /dev/null +++ b/GraysHarborBC/SimpleGraysHarbor/topo/README.md @@ -0,0 +1,8 @@ +# GraysHarbor/topo + +Use `fetch_etopo.py` to obtain etopo1 data for the offshore region. + +Use `GraysHarborMTL.ipynb` to construct the 1/3" DEM for Grays Harbor that +is approximately referenced to Mean Tide Level. + +Move the resulting .asc files into the `topofiles` subdirectory. diff --git a/GraysHarborBC/SimpleGraysHarbor/topo/fetch_etopo.py b/GraysHarborBC/SimpleGraysHarbor/topo/fetch_etopo.py new file mode 100644 index 0000000..c3e0a93 --- /dev/null +++ b/GraysHarborBC/SimpleGraysHarbor/topo/fetch_etopo.py @@ -0,0 +1,53 @@ +""" +Simple script to download etopo1 topography/bathymetry data from + http://www.ngdc.noaa.gov/mgg/global/global.html + +The etopo1 data has 1-arcminute resolution, but you can request coarsening. +E.g. set resolution = 4./60. for 4-arcminute resolution. + +""" + +import os +from clawpack.geoclaw import topotools + +plot_topo = True + +# Set the limits of the domain and resolution: + +resolution = 1./60. # degrees + +# If user environment variable ETOPO is set to a valid path to a directory, +# downloaded data will be stored there. Allows sharing same data among +# various projects. + +try: + etopo_dir = os.environ['ETOPO'] + os.chdir(etopo_dir) # make sure it's a valid directory +except: + print("ETOPO not set or invalid directory, setting etopo_dir='.'") + etopo_dir = '.' + +extent = [-125,-123,46,48] +coarsen = 1 +topo = topotools.read_netcdf('etopo1', extent=extent, + coarsen=coarsen, verbose=True) + +name = 'etopo1_%s_%s_%s_%s_%smin' % tuple(extent + [coarsen]) +print('name = ',name) +fname = os.path.join(etopo_dir, name + '.asc') +topo.write(fname, topo_type=3, header_style='asc', + grid_registration='llcorner', Z_format='%.0f') + + + +if plot_topo: + # plot the topo and save as a png file... + import matplotlib.pyplot as plt + topo.plot() + plt.title('Topo file %s' % name) + fname = name + '.png' + fname = os.path.join(etopo_dir, fname) + plt.savefig(fname) + print('Created %s' % fname) + + diff --git a/GraysHarborBC/comparison/hours b/GraysHarborBC/comparison/hours new file mode 100644 index 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directory + +In this directory, the right boundary condition is implemented using +pure sine wave oscillation with amplitude 1. The notebook shows the simulation. + diff --git a/NewYorkBC/sine/.data b/NewYorkBC/sine/.data new file mode 100644 index 0000000..e69de29 diff --git a/NewYorkBC/sine/.output b/NewYorkBC/sine/.output new file mode 100644 index 0000000..be1c5a4 --- /dev/null +++ b/NewYorkBC/sine/.output @@ -0,0 +1 @@ +_output diff --git a/NewYorkBC/sine/Makefile b/NewYorkBC/sine/Makefile new file mode 100644 index 0000000..de2fa0a --- /dev/null +++ b/NewYorkBC/sine/Makefile @@ -0,0 +1,65 @@ +# Makefile for Clawpack code in this directory. +# This version only sets the local files and frequently changed +# options, and then includes the standard makefile pointed to by CLAWMAKE. +CLAWMAKE = $(CLAW)/clawutil/src/Makefile.common + +# See the above file for details and a list of make options, or type +# make .help +# at the unix prompt. + + +# Adjust these variables if desired: +# ---------------------------------- + +CLAW_PKG = geoclaw # Clawpack package to use +EXE = xgeoclaw # Executable to create +SETRUN_FILE = setrun.py # File containing function to make data +OUTDIR = _output # Directory for output +SETPLOT_FILE = setplot.py # File containing function to set plots +PLOTDIR = _plots # Directory for plots + +# Environment variable FC should be set to fortran compiler, e.g. gfortran + +# Compiler flags can be specified here or set as an environment variable +FFLAGS ?= + +# --------------------------------- +# package sources for this program: +# --------------------------------- + +GEOLIB = $(CLAW)/geoclaw/src/2d/shallow +include $(GEOLIB)/Makefile.geoclaw + +# --------------------------------------- +# package sources specifically to exclude +# (i.e. if a custom replacement source +# under a different name is provided) +# --------------------------------------- + +EXCLUDE_MODULES = \ + +EXCLUDE_SOURCES = \ + +# ---------------------------------------- +# List of custom sources for this program: +# ---------------------------------------- + +SOURCES = \ + bc2amr.f90 \ + $(CLAW)/riemann/src/rpn2_geoclaw.f \ + $(CLAW)/riemann/src/rpt2_geoclaw.f \ + $(CLAW)/riemann/src/geoclaw_riemann_utils.f \ + +#------------------------------------------------------------------- +# Include Makefile containing standard definitions and make options: +include $(CLAWMAKE) + +# Construct the topography data +.PHONY: topo all +topo: + python maketopo.py + +all: + $(MAKE) topo + $(MAKE) .plots + $(MAKE) .htmls diff --git a/NewYorkBC/sine/bc2amr.f90 b/NewYorkBC/sine/bc2amr.f90 new file mode 100644 index 0000000..f0bde62 --- /dev/null +++ b/NewYorkBC/sine/bc2amr.f90 @@ -0,0 +1,342 @@ +! :::::::::: bc2amr ::::::::::::::::::::::::::::::::::::::::::::::; +!> \callgraph +!! \callergraph +!! Take a grid patch with mesh widths **hx**,**hy**, of dimensions **nrow** by +!! **ncol**, and set the values of any piece of +!! of the patch which extends outside the physical domain +!! using the boundary conditions. +!! +!! +!! Specific to geoclaw: extrapolates aux(i,j,1) at boundaries +!! to constant. +!! +!! ### Standard boundary condition choices for amr2ez in clawpack +!! +!! At each boundary k = 1 (left), 2 (right), 3 (bottom), 4 (top): +!! +!! mthbc(k) = +!! * 0 for user-supplied BC's (must be inserted!) +!! * 1 for zero-order extrapolation +!! * 2 for periodic boundary conditions +!! * 3 for solid walls, assuming this can be implemented +!! by reflecting the data about the boundary and then +!! negating the 2'nd (for k=1,2) or 3'rd (for k=3,4) +!! component of q. +!! * 4 for sphere bcs (left half maps to right half of same side, and vice versa), as if domain folded in half +!! +!! The corners of the grid patch are at +!! (xlo_patch,ylo_patch) -- lower left corner +!! (xhi_patch,yhi_patch) -- upper right corner +!! +!! The physical domain itself is a rectangle bounded by +!! (xlower,ylower) -- lower left corner +!! (xupper,yupper) -- upper right corner +!! +! This figure below does not work with doxygen +! the picture is the following: +! ____________________________________________________ +! +! _____________________ (xupper,yupper) +! | | +! ____|____ (xhi_patch,yhi_patch) +! | | | | +! | | | | +! | | | | +! |___|____| | +! (xlo_patch,ylo_patch) | | +! | | +! |_____________________| +! (xlower,ylower) +! ____________________________________________________ +!! +!! +!> Any cells that lie outside the physical domain are ghost cells whose +!! values should be set in this routine. This is tested for by comparing +!! xlo_patch with xlower to see if values need to be set at the left +! as in the figure above, +! +!> and similarly at the other boundaries. +!! Patches are guaranteed to have at least 1 row of cells filled +!! with interior values so it is possible to extrapolate. +!! Fix [trimbd()](@ref trimbd) if you want more than 1 row pre-set. +!! +!! Make sure the order the boundaries are specified is correct +!! so that diagonal corner cells are also properly taken care of. +!! +!! Periodic boundaries are set before calling this routine, so if the +!! domain is periodic in one direction only you +!! can safely extrapolate in the other direction. +!! +!! Don't overwrite ghost cells in periodic directions! +!! +!! \param val data array for solution \f$q \f$ (cover the whole grid **msrc**) +!! \param aux data array for auxiliary variables +!! \param nrow number of cells in *i* direction on this grid +!! \param ncol number of cells in *j* direction on this grid +!! \param meqn number of equations for the system +!! \param naux number of auxiliary variables +!! \param hx spacing (mesh size) in *i* direction +!! \param hy spacing (mesh size) in *j* direction +!! \param level AMR level of this grid +!! \param time setting ghost cell values at time **time** +!! \param xlo_patch left bound of the input grid +!! \param xhi_patch right bound of the input grid +!! \param ylo_patch lower bound of the input grid +!! \param yhi_patch upper bound of the input grid +! ::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::; + +subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & + xlo_patch, xhi_patch, ylo_patch, yhi_patch) + use amr_module + use geoclaw_module, only: pi + !use amr_module, only: mthbc, xlower, ylower, xupper, yupper + !use amr_module, only: xperdom,yperdom,spheredom + + implicit none + + ! Input/Output + integer, intent(in) :: nrow, ncol, meqn, naux, level + real(kind=8), intent(in) :: hx, hy, time + real(kind=8), intent(in) :: xlo_patch, xhi_patch + real(kind=8), intent(in) :: ylo_patch, yhi_patch + real(kind=8), intent(in out) :: val(meqn, nrow, ncol) + real(kind=8), intent(in out) :: aux(naux, nrow, ncol) + + ! Local storage + integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num + real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt + real, DIMENSION(1201) :: a + INTEGER :: col,max_cols + delt = possk(level) + jump_h = sin(2*pi*(time+delt)/(12*3600))- sin(2*pi*(time)/(12*3600)) + hxmarg = hx * .01d0 + hymarg = hy * .01d0 + + ! Use periodic boundary condition specialized code only, if only one + ! boundary is periodic we still proceed below + if (xperdom .and. (yperdom .or. spheredom)) then + return + end if + + ! Each check has an initial check to ensure that the boundary is a real + ! boundary condition and otherwise skips the code. Otherwise + !------------------------------------------------------- + ! Left boundary: + !------------------------------------------------------- + if (xlo_patch < xlower-hxmarg) then + ! number of grid cells from this patch lying outside physical domain: + nxl = int((xlower + hxmarg - xlo_patch) / hx) + + select case(mthbc(1)) + case(0) ! User defined boundary condition + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(3, i, j) = val(3, nxl + 1, j) + val(1, i, j) = val(1, nxl + 1, j) + jump_h + val(2, i, j) = val(2, nxl + 1, j) + + end do + end do + case(1) ! Zero-order extrapolation + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(:, i, j) = val(:, nxl + 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, 2 * nxl + 1 - i, j) + val(:, i, j) = val(:, 2 * nxl + 1 - i, j) + end do + end do + ! negate the normal velocity: + do j = 1, ncol + do i=1, nxl + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + end select + end if + + !------------------------------------------------------- + ! Right boundary: + !------------------------------------------------------- + if (xhi_patch > xupper+hxmarg) then + + ! number of grid cells lying outside physical domain: + nxr = int((xhi_patch - xupper + hxmarg) / hx) + ibeg = max(nrow - nxr + 1, 1) + + select case(mthbc(2)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + do i = ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, ibeg - 1, j) + val(3, i, j) = val(3, ibeg - 1, j) + val(1, i, j) = val(1, ibeg - 1, j) + jump_h + val(2, i, j) = val(2, ibeg - 1, j) + end do + end do + + case(1) ! Zero-order extrapolation + do i = ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, ibeg - 1, j) + val(:, i, j) = val(:, ibeg - 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do i=ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, 2 * ibeg - 1 - i, j) + val(:, i, j) = val(:, 2 * ibeg - 1 - i, j) + end do + end do + ! negate the normal velocity: + do i = ibeg, nrow + do j = 1, ncol + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Bottom boundary: + !------------------------------------------------------- + if (ylo_patch < ylower - hymarg) then + + ! number of grid cells lying outside physical domain: + nyb = int((ylower + hymarg - ylo_patch) / hy) + + select case(mthbc(3)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + do j = 1, nyb + do i = 1, nrow + aux(:, i, j) = aux(:, i, nyb + 1) + val(3, i, j) = val(3, i, nyb + 1) + val(1, i, j) = val(1, i, nyb + 1) + jump_h + val(2, i, j) = val(2, i, nyb + 1) + end do + end do + + case(1) ! Zero-order extrapolation + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, nyb + 1) + val(:,i,j) = val(:, i, nyb + 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, 2 * nyb + 1 - j) + val(:,i,j) = val(:, i, 2 * nyb + 1 - j) + end do + end do + ! negate the normal velocity: + do j = 1, nyb + do i = 1, nrow + val(3,i,j) = -val(3, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Top boundary: + !------------------------------------------------------- + if (yhi_patch > yupper + hymarg) then + + ! number of grid cells lying outside physical domain: + nyt = int((yhi_patch - yupper + hymarg) / hy) + jbeg = max(ncol - nyt + 1, 1) + + select case(mthbc(4)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, jbeg - 1) + val(3, i, j) = val(3, i, jbeg - 1) + val(1, i, j) = val(1, i, jbeg - 1) + jump_h + val(2, i, j) = val(2, i, jbeg - 1) + end do + end do + + case(1) ! Zero-order extrapolation + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, jbeg - 1) + val(:, i, j) = val(:, i, jbeg - 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, 2 * jbeg - 1 - j) + val(:, i, j) = val(:, i, 2 * jbeg - 1 - j) + end do + end do + ! negate the normal velocity: + do j = jbeg, ncol + do i = 1, nrow + val(3, i, j) = -val(3, i, j) + end do + end do + + case(4) ! 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z&X2duguJ|d4i%=IQlFmNy(g^Ti>Sg&*EdmsH{L4B4y3(7NSD?i_(yk(OW)C~IFLaFAKN0&bxYG;fveI>(Kb+hbzv)Jdm!b$YL z?hbl6jO0ya-#L4TUbYNLTZx>ve>YxpHD6n@DESB?v08Dk{Hzl#v3_>9UZr>oxW79B zW{4b+RsgVf#Q~pxU{{9&0c^==7{^uwVR<9dixv^AY+yg3CAx%zhP^UuGm+BiWzlG( zxQJ|j2J^u`jQ<+P-REn>l5nc2I4_MpsXqmsz+8?H-FtJ|tF`C7M#!F7lp z@;>Gzi9I2dDpXSimjntS_+=k%WV)P|ns_%Ho}=5FEgqknw}G0|aJjY!kjj0gmH4Gl&ugWSTTTe#Tk^w#&BeOZ zx$YOysSCZUvt5ZpP1|L^K^OC1U;Qy5;5m}z%xTbn2RqJ5XiNNljCRBQ7nD06V(bn& z@*TYlVFpfL>g)%u|MC6%ci+Y#xc47|;@|BV`hUD{|JRlu!fXXNIRAVtdUNl Godunov, 2 => Lax-Wendroff plus limiters + clawdata.order = 2 + + # Use dimensional splitting? (not yet available for AMR) + clawdata.dimensional_split = 'unsplit' + + # For unsplit method, transverse_waves can be + # 0 or 'none' ==> donor cell (only normal solver used) + # 1 or 'increment' ==> corner transport of waves + # 2 or 'all' ==> corner transport of 2nd order corrections too + clawdata.transverse_waves = 2 + + # Number of waves in the Riemann solution: + clawdata.num_waves = 3 + + # List of limiters to use for each wave family: + # Required: len(limiter) == num_waves + # Some options: + # 0 or 'none' ==> no limiter (Lax-Wendroff) + # 1 or 'minmod' ==> minmod + # 2 or 'superbee' ==> superbee + # 3 or 'mc' ==> MC limiter + # 4 or 'vanleer' ==> van Leer + clawdata.limiter = ['mc', 'mc', 'mc'] + + clawdata.use_fwaves = True # True ==> use f-wave version of algorithms + + # Source terms splitting: + # src_split == 0 or 'none' ==> no source term (src routine never called) + # src_split == 1 or 'godunov' ==> Godunov (1st order) splitting used, + # src_split == 2 or 'strang' ==> Strang (2nd order) splitting used, not recommended. + clawdata.source_split = 'godunov' + + + # -------------------- + # Boundary conditions: + # -------------------- + + # Number of ghost cells (usually 2) + clawdata.num_ghost = 2 + + # Choice of BCs at xlower and xupper: + # 0 => user specified (must modify bcN.f to use this option) + # 1 => extrapolation (non-reflecting outflow) + # 2 => periodic (must specify this at both boundaries) + # 3 => solid wall for systems where q(2) is normal velocity + + clawdata.bc_lower[0] = 1 + clawdata.bc_upper[0] = 0 + + clawdata.bc_lower[1] = 1 + clawdata.bc_upper[1] = 1 + + + + # -------------- + # Checkpointing: + # -------------- + + # Specify when checkpoint files should be created that can be + # used to restart a computation. + + # negative checkpoint_style means alternate between aaaaa and bbbbb files + # so that at most 2 checkpoint files exist at any time, useful when + # doing frequent checkpoints of large problems. + + clawdata.checkpt_style = 1 + + if clawdata.checkpt_style == 0: + # Do not checkpoint at all + pass + + elif clawdata.checkpt_style == 1: + # Checkpoint only at tfinal. + pass + + elif abs(clawdata.checkpt_style) == 2: + # Specify a list of checkpoint times. + clawdata.checkpt_times = 3600.*np.arange(1,16,1) + + elif abs(clawdata.checkpt_style) == 3: + # Checkpoint every checkpt_interval timesteps (on Level 1) + # and at the final time. + clawdata.checkpt_interval = 5 + + + # --------------- + # AMR parameters: + # --------------- + amrdata = rundata.amrdata + + # max number of refinement levels: + amrdata.amr_levels_max = 3 + + # List of refinement ratios at each level (length at least mxnest-1) + # 1', 12", 4", 1", 1/3" + amrdata.refinement_ratios_x = [5,3,4,3] + amrdata.refinement_ratios_y = [5,3,4,3] + amrdata.refinement_ratios_t = [5,3,4,3] + + + + # Specify type of each aux variable in amrdata.auxtype. + # This must be a list of length maux, each element of which is one of: + # 'center', 'capacity', 'xleft', or 'yleft' (see documentation). + + amrdata.aux_type = ['center','capacity','yleft'] + + + # Flag using refinement routine flag2refine rather than richardson error + amrdata.flag_richardson = False # use Richardson? + amrdata.flag2refine = True + + # steps to take on each level L between regriddings of level L+1: + amrdata.regrid_interval = 3 + + # width of buffer zone around flagged points: + # (typically the same as regrid_interval so waves don't escape): + amrdata.regrid_buffer_width = 2 + + # clustering alg. cutoff for (# flagged pts) / (total # of cells refined) + # (closer to 1.0 => more small grids may be needed to cover flagged cells) + amrdata.clustering_cutoff = 0.700000 + + # print info about each regridding up to this level: + amrdata.verbosity_regrid = 1 + + # ----- For developers ----- + # Toggle debugging print statements: + amrdata.dprint = False # print domain flags + amrdata.eprint = False # print err est flags + amrdata.edebug = False # even more err est flags + amrdata.gprint = False # grid bisection/clustering + amrdata.nprint = False # proper nesting output + amrdata.pprint = False # proj. of tagged points + amrdata.rprint = False # print regridding summary + amrdata.sprint = False # space/memory output + amrdata.tprint = False # time step reporting each level + amrdata.uprint = False # update/upbnd reporting + + # More AMR parameters can be set -- see the defaults in pyclaw/data.py + + # --------------- + # Regions: + # --------------- + #rundata.regiondata.regions = [] + # to specify regions of refinement append lines of the form + # [minlevel,maxlevel,t1,t2,x1,x2,y1,y2] + + # --------------- + # Gauges: + # --------------- + # for gauges append lines of the form [gaugeno, x, y, t1, t2] + gauges = rundata.gaugedata.gauges + rundata.gaugedata.min_time_increment = 1. # seconds between gauge output + rundata.gaugedata.display_format = "f15.7" # need enough digits for u,v + + gauges.append([0,-71.1,40.6,0,1e9]) + gauges.append([1,-72.5,40.4,0,1e9]) + + gauges.append([560,-71.96,41.04,0,1e9]) + gauges.append([9050,-74.06,40.61,0,1e9]) + gauges.append([5186,-73.26,40.62,0,1e9]) + + return rundata + # end of function setrun + # ---------------------- + + +#------------------- +def setgeo(rundata): +#------------------- + """ + Set GeoClaw specific runtime parameters. + For documentation see .... + """ + + try: + geo_data = rundata.geo_data + except: + print("*** Error, this rundata has no geo_data attribute") + raise AttributeError("Missing geo_data attribute") + + # == Physics == + geo_data.gravity = 9.81 + geo_data.coordinate_system = 2 + geo_data.earth_radius = 6367.5e3 + + # == Forcing Options + geo_data.coriolis_forcing = False + + # == Algorithm and Initial Conditions == + geo_data.sea_level = 0. + geo_data.dry_tolerance = 1.e-3 + geo_data.friction_forcing = True + geo_data.manning_coefficient =.025 + geo_data.friction_depth = 1e6 + + # Refinement settings + refinement_data = rundata.refinement_data + refinement_data.variable_dt_refinement_ratios = True + refinement_data.wave_tolerance = 0.05 + refinement_data.speed_tolerance = 6*[0.05] + + # == settopo.data values == + topo_data = rundata.topo_data + # for topography, append lines of the form + # [topotype, fname] + topofiles = topo_data.topofiles + + topodir = '../topography/' + topofiles.append([3, topodir + 'etopo1_-74.5_-71_40_41.4_1min.asc']) + + + + # == setdtopo.data values == + dtopo_data = rundata.dtopo_data + # for moving topography, append lines of the form : (<= 1 allowed for now!) + # [topotype, minlevel,maxlevel,fname] + dtopo_data.dtopofiles = [] + dtopo_data.dt_max_dtopo = 1.0 + + + # == setqinit.data values == + + + rundata.qinit_data.qinit_type = 0 + rundata.qinit_data.qinitfiles = [] + # for qinit perturbations, append lines of the form: (<= 1 allowed for now!) + # [minlev, maxlev, fname] + + # variable_eta_init newly added to QinitData: + rundata.qinit_data.variable_eta_init = False + + + # == fgmax.data values == + # MODIFIED FORMAT: + # Now specify a list of objects of class fgmax_tools.FGmaxGrid + # specifying any fgmax grids. + + rundata.fgmax_data.fgmax_grids = [] + rundata.fgmax_data.num_fgmax_val = 5 # Save depth, speed, hs, hss, hmin + + return rundata + # end of function setgeo + # ----------------------: + + + +if __name__ == '__main__': + # Set up run-time parameters and write all data files. + import sys + from clawpack.geoclaw import kmltools + rundata = setrun(*sys.argv[1:]) + rundata.write() + + kmltools.make_input_data_kmls(rundata) diff --git a/NewYorkBC/topography/fetch_etopo.py b/NewYorkBC/topography/fetch_etopo.py new file mode 100644 index 0000000..3913212 --- /dev/null +++ b/NewYorkBC/topography/fetch_etopo.py @@ -0,0 +1,51 @@ +""" +Simple script to download etopo1 topography/bathymetry data from + http://www.ngdc.noaa.gov/mgg/global/global.html + +The etopo1 data has 1-arcminute resolution, but you can request coarsening. +E.g. set resolution = 4./60. for 4-arcminute resolution. + +""" + +import os +from clawpack.geoclaw import topotools + +plot_topo = True + +# Set the limits of the domain and resolution: + +resolution = 1./60. # degrees + +# If user environment variable ETOPO is set to a valid path to a directory, +# downloaded data will be stored there. Allows sharing same data among +# various projects. + +try: + etopo_dir = os.environ['ETOPO'] + os.chdir(etopo_dir) # make sure it's a valid directory +except: + print("ETOPO not set or invalid directory, setting etopo_dir='.'") + etopo_dir = '.' + +extent = [-74.5,-71,40,41.4] +coarsen = 1 +topo = topotools.read_netcdf('etopo1', extent=extent, + coarsen=coarsen, verbose=True) + +name = 'etopo1_%s_%s_%s_%s_%smin' % tuple(extent + [coarsen]) +print('name = ',name) +fname = os.path.join(etopo_dir, name + '.asc') +topo.write(fname, topo_type=3, header_style='asc', + grid_registration='llcorner', Z_format='%.0f') + + + +if plot_topo: + # plot the topo and save as a png file... + import matplotlib.pyplot as plt + topo.plot() + plt.title('Topo file %s' % name) + fname = name + '.png' + fname = os.path.join(etopo_dir, fname) + plt.savefig(fname) + print('Created %s' % fname) From 25998cc9e81852c0af09f1d02433f39f74568d32 Mon Sep 17 00:00:00 2001 From: Yucheng Date: Mon, 1 Nov 2021 22:42:11 -0400 Subject: [PATCH 2/9] addnotebooks --- .gitignore | 4 +- GraysHarborBC/GraysHarbor.ipynb | 250 ++++++++++ .../RiemannKingTideBoundary.ipynb | 446 ++++++++++++++++++ .../sine/RiemannGraysSine.ipynb | 179 +++++++ .../topo/GraysHarborMTL.ipynb | 196 ++++++++ .../kingtide2015/SimpleKingTideBoundary.ipynb | 439 +++++++++++++++++ .../sine/SimpleGraysSine.ipynb | 179 +++++++ .../topo/GraysHarborMTL.ipynb | 196 ++++++++ GraysHarborBC/comparison/Comparison .ipynb | 185 ++++++++ NewYorkBC/sine/NYSine.ipynb | 172 +++++++ 10 files changed, 2244 insertions(+), 2 deletions(-) create mode 100644 GraysHarborBC/GraysHarbor.ipynb create mode 100644 GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb create mode 100644 GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb create mode 100644 GraysHarborBC/RiemannGraysHarbor/topo/GraysHarborMTL.ipynb create mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb create mode 100644 GraysHarborBC/SimpleGraysHarbor/sine/SimpleGraysSine.ipynb create mode 100644 GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb create mode 100644 GraysHarborBC/comparison/Comparison .ipynb create mode 100644 NewYorkBC/sine/NYSine.ipynb diff --git a/.gitignore b/.gitignore index a467301..8fa400b 100644 --- a/.gitignore +++ b/.gitignore @@ -31,5 +31,5 @@ *.out *.app -# jupyter checkpoints -*.ipynb* +# Hidden Files +.* diff --git a/GraysHarborBC/GraysHarbor.ipynb b/GraysHarborBC/GraysHarbor.ipynb new file mode 100644 index 0000000..b201283 --- /dev/null +++ b/GraysHarborBC/GraysHarbor.ipynb @@ -0,0 +1,250 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "from IPython.display import Image" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## This directory simulate tides in Grays Harbor, WA, using boundary conditions. \n", + "\n", + "### First, a sine tidal signal is implemented on the left boundary to get \n", + "\n", + "1.The high tide time lag between the boundary and NOAA station 1102 at Westport \n", + "\n", + "2.The high tide amplitude at NOAA station 1102\n", + "\n", + "### Second, simulates the King Tide event from December, 2015\n", + "\n", + "The left boundary condition is implemented using the existing NOAA 1102 tides prediction data, but the data is shifted by the time lag and divided by the amplitude observed in sine boundary condition example.\n", + "\n", + "The topography is shown below:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": { + "image/png": { + "width": 800 + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "Image('domain1.png', width=800)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### The project follows from https://github.com/rjleveque/geoclaw_tides/tree/main/GraysHarbor\n", + "In Dr. Randall Leveque's example, the tides are forced inside the domain, the boundary condition is implemented as zero-order extrapolation.\n", + "\n", + "The maximal tidal forcing is implemented from longitude -124.7 to -124.4 and a linear tapered forcing is implemented from longitude -124.3 to -124.19.\n", + "\n", + "The graph is shown below:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": { + "image/png": { + "width": 800 + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "Image('domain2.PNG', width=800)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Simple and Riemann\n", + "\n", + "We explore two ways of implementing a tidal signal at the boundary, we call the two ways Simple and Riemann\n", + "\n", + "Geoclaw breaks the domain into smaller rectangle cells, label them $ (i,j)$ in terms of locations, define \n", + "\n", + "$ s(t): $ tidal signal \n", + "\n", + "val$ (1, i, j):$ water height on $ (i,j)$ cell\n", + "\n", + "val$ (2, i, j):$ velocity in x direction on $ (i,j)$ cell\n", + "\n", + "val$ (3, i, j):$ velocity in y direction on $ (i,j)$ cell\n", + "\n", + "$\\Delta t:$ next jump in time\n", + "\n", + "### Simple\n", + "(i, j) is the boundary ghost cell\n", + "\n", + "jump_h$= (s(t + \\Delta t) - s(t))$.\n", + "\n", + "#### Code:\n", + "\n", + "val(1, i, j) = val(1, i + 1, j) + jump_h\n", + "\n", + "val(2, i, j) = val(2, i + 1, j)\n", + "\n", + "val(3, i, j) = 0\n", + "\n", + "It's implemented in ./SimpleGraysHarbor directory\n", + "\n", + "### Riemann\n", + "\n", + "Geoclaw uses shallow water Riemann solver, so this method sets $h_m - h_r$ in the Riemann problem as the tidal signal.\n", + "\n", + "Ignore the velocity in y direction (since tidal signal is traveling not in the y direction), 1D shallow water equations are \n", + "\n", + "\n", + "$\\begin{aligned} h_{t}+(h u)_{x} &=0 \\\\(h u)_{t}+\\left(h u^{2}+\\frac{1}{2} g h^{2}\\right)_{x} &=0 . \\end{aligned}$\n", + "\n", + "\n", + "\n", + "\n", + "The Riemann problem for 1D shallow water equations involve giving $q_{l}$ and $q_{r}$, solve for $q_{m}$\n", + "\n", + "\n", + "$q_{l}=\\left[\\begin{array}{c}h_{l} \\\\ u_{l}h_{l} \\end{array}\\right],\\quad q_{m}=\\left[\\begin{array}{c}h_{m} \\\\ u_{m}h_{m}\\end{array}\\right], \\quad q_{r}=\\left[\\begin{array}{c}h_{r} \\\\ u_{r}h_{r} \\end{array}\\right]$\n", + "\n", + "In our example, $q_{l}$ is the values of the ghost cell that we want to implement, $q_{r}$ is the information given inside the physical domain next to the ghost cell. \n", + "\n", + "We assume $h_m - h_r = $ jump_h $= (s(t + \\Delta t) - s(t))$.\n", + "\n", + "So in our example, the question is, given $q_r$, set $q_l$ such that $h_m = h_r +$ jump_h, we also want the 1-wave to not travel to the right. \n", + "\n", + "The solution is not unique, the easiest way is to find the unique $u_m$, then set $q_l = q_m$. \n", + "\n", + "A website is attached below which is an interactive view of the Riemann problem, it lets you set $q_l$, $q_r$ and see $q_m$\n", + "\n", + "http://www.clawpack.org/riemann_book/phase_plane/shallow_water_small.html\n", + "\n", + "\n", + "##### Solve $u_m$\n", + "Case 1: $h_{m}>h_{r}$\n", + "\n", + "By Lax entropy condition, we have a 2-shock if $h_{m}>h_{r}$\n", + "\n", + "For a shock wave moving at speed $s$, Rankine--Hugoniot jump conditions gives\n", + "\n", + "$$\\begin{aligned} s\\left(h_{r}-h_{m}\\right) &=h_{r} u_{r}-h_{m} u_{m} \\\\ s\\left(h_{r} u_{r}-h_{m} u_{m}\\right) &=h_{r} u_{r}^{2}-h_{m} u_{m}^{2}+\\frac{g}{2}\\left(h_{r}^{2}-h^{2}\\right) \\end{aligned}$$\n", + "\n", + "\n", + "Combine the two equations, let $\\alpha = h_m - h_r$\n", + "\n", + "$$u_{m}=\\frac{h_{r} u_{r}+\\alpha\\left[u_{r}-\\sqrt{g h_{r}\\left(1+\\frac{\\alpha}{h_{r}}\\right)\\left(1+\\frac{\\alpha}{2 h_{r}}\\right)}\\right].}{h_{m}}$$\n", + "\n", + "\n", + "Case 2: $h_{m} < h_{r}$\n", + "\n", + "It's 2-rarefaction, since the variation within the rarefaction wave is at all points proportional to the corresponding eigenvector $r_p$, the solution can be found by solving $\\tilde{q}^{\\prime}(\\xi)= r^{p}(\\tilde{q}(\\xi))$, where $\\tilde{q}(\\xi)$ is a parameterization of the solution\n", + "\n", + "The eigenvectors are $r^{1}=\\left[\\begin{array}{c}1 \\\\ u-\\sqrt{g h}\\end{array}\\right], \\quad r^{2}=\\left[\\begin{array}{c}1 \\\\ u+\\sqrt{g h}\\end{array}\\right]$\n", + "\n", + "Consider $r^{1}$, then $\\tilde{q}^{\\prime}(\\xi)= r^{p}(\\tilde{q}(\\xi))$ is\n", + "\n", + "\n", + "\n", + "$$\\begin{aligned} h^{\\prime}(\\xi) &=q_{1}^{\\prime}(\\xi)=1 \\\\(h u)^{\\prime}(\\xi) &=q_{2}^{\\prime}(\\xi)=u \\pm \\sqrt{g h}=\\tilde{q}_{2} / \\tilde{q}_{1}-\\sqrt{g \\tilde{q}_{1}} \\end{aligned}$$\n", + "\n", + "\n", + "Fixing $(u_r,u_r h_r)$,\n", + "\n", + "$$ u_{m}= \\frac{h_{m} u_{r}-2 h_{r}\\left(\\sqrt{g h_{r}}-\\sqrt{g h_{m}}\\right)}{h_{m}}$$\n", + "\n", + "\n", + "So the logic of setting ghost cells goes like this,\n", + "\n", + "#### Code:\n", + "\n", + "jump_h$= (s(t + \\Delta t) - s(t))$.\n", + "\n", + "val(3, i, j) = 0\n", + "\n", + "val(1, i, j) = val(1, nxl + 1, j) + jump_h\n", + "\n", + "h_r = val(1, nxl + 1, j)\n", + "\n", + "h_m = val(1, i, j)\n", + "\n", + "u_r = val(2, nxl + 1, j)\n", + "\n", + "if (h_r < h_m)\n", + "\n", + " val(2, i, j) = (h_r*u_r + jump_h*(u_r - sqrt(9.81*h_r*(1+jump_h/h_r)*(1+jump_h/(2*h_r)))))/h_m\n", + " \n", + "else\n", + "\n", + " val(2, i, j) = (h_m*u_r - 2*h_r*(sqrt(9.81*h_r)-sqrt(9.81*h_m)))/h_m\n", + " \n", + " \n", + "\n", + "It's implemented in ./RiemannGraysHarbor directory" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb new file mode 100644 index 0000000..0a1f425 --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb @@ -0,0 +1,446 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Timeshift, 3352s\n", + "\n", + "Signal should be multiplied by 1.17" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Populating the interactive namespace from numpy and matplotlib\n" + ] + } + ], + "source": [ + "%pylab inline\n", + "import datetime\n", + "from scipy.interpolate import interp1d\n", + "from clawpack.geoclaw import util\n", + "import clawpack.pyclaw.gauges as gauges" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Download tide gauge data for Westport and Aberdeen" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using cached water_level data for station 9441102\n", + "Using cached predictions data for station 9441102\n", + "Fetching water_level data from NOAA for station 9441187\n", + "*** Fetching water_level failed, returning None\n", + "Using cached predictions data for station 9441187\n" + ] + } + ], + "source": [ + "station_westport = '9441102'\n", + "MLW_westport = -1.068 # m relative to MTL\n", + "MHW_westport = 1.068 # m relative to MTL\n", + "\n", + "station_aberdeen = '9441187'\n", + "MLW_aberdeen = -1.21 # m relative to MTL\n", + "MHW_aberdeen = 1.21 # m relative to MTL\n", + "\n", + "begin_date = datetime.datetime(2015,12,21)\n", + "end_date = datetime.datetime(2015,12,26)\n", + "time_zone = 'GMT'\n", + "datum = 'MTL'\n", + "units = 'metric'\n", + "cache_dir = '.'\n", + "\n", + "time_westport, eta_westport, etap_westport = \\\n", + " util.fetch_noaa_tide_data(station_westport, begin_date, end_date,\n", + " time_zone, datum, units, cache_dir)\n", + "\n", + "time_aberdeen, eta_aberdeen, etap_aberdeen = \\\n", + " util.fetch_noaa_tide_data(station_aberdeen, begin_date, end_date,\n", + " time_zone, datum, units, cache_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "

" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "figure(figsize=(13,6))\n", + "plot(time_westport, etap_westport, 'b', label='Westport %s' % station_westport)\n", + "plot(time_westport, MHW_westport*ones(time_westport.shape),'b--', label=\"MLW/MHW Westport\")\n", + "plot(time_westport, MLW_westport*ones(time_westport.shape),'b--')\n", + "\n", + "plot(time_aberdeen, etap_aberdeen, 'r', label='Aberdeen %s' % station_aberdeen)\n", + "plot(time_aberdeen, MHW_aberdeen*ones(time_aberdeen.shape),'r--', label=\"MLW/MHW Aberdeen\")\n", + "plot(time_aberdeen, MLW_aberdeen*ones(time_aberdeen.shape),'r--')\n", + "\n", + "grid(True)\n", + "xticks(rotation=20)\n", + "legend()\n", + "title('NOAA predicted tides in Grays Harbor')\n", + "ylabel('meters relative to %s' % datum);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Convert datetimes to elapsed seconds" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# convert to elapsed seconds:\n", + "dt_westport = time_westport - time_westport[0]\n", + "t_westport = array([dt.item().total_seconds() for dt in dt_westport])\n", + "\n", + "dt_aberdeen = time_aberdeen - time_aberdeen[0]\n", + "t_aberdeen = array([dt.item().total_seconds() for dt in dt_aberdeen])" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "figure(figsize=(13,6))\n", + "plot(t_westport, etap_westport, 'b', label='Westport %s' % station_westport)\n", + "plot(t_aberdeen, etap_aberdeen, 'r', label='Aberdeen %s' % station_aberdeen)\n", + "\n", + "\n", + "grid(True)\n", + "xticks(rotation=20)\n", + "xlabel('seconds')\n", + "legend()\n", + "title('NOAA predicted tides in Grays Harbor')\n", + "ylabel('meters relative to %s' % datum);" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "#export data used for graphing\n", + "t = t_westport - 3352\n", + "eta = etap_westport * 1.17\n", + "\n", + "fname = 'tidedata_dec2015.txt'\n", + "d = vstack((t, eta)).T\n", + "mt = d.shape[0]\n", + "header = '%i # mt' % mt\n", + "savetxt(fname, d, header=header, comments='')\n", + "print('Created ',fname)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Linear interpolate the tidal signal\n", + "We use the signal at Westport to derive our left boundary condition, etap_westport is exported as heights.txt in ./output.\n", + "\n", + "Since the data is discrete, we do linear interpolation to make the signal continuous. Note that we need to shift the signal by 3352 seconds and increase it's magnitude by 1.17. It's implemented in bc2amr.f90 and the signal look like the graph below. " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Ocean level at time 0 = -0.44255555555555554\n" + ] + } + ], + "source": [ + "from scipy.interpolate import interp1d\n", + "f = interp1d(t_westport -3352, etap_westport)\n", + "x = np.linspace(0, 400000, num=100000, endpoint=True)\n", + "plt.plot(x, 1.17*f(x))\n", + "xlabel('seconds')\n", + "ylabel('meters relative to %s' % datum);\n", + "title('Continuous Tidal Signal')\n", + "plt.show()\n", + "print(\"Ocean level at time 0 =\",f(0))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot GeoClaw results" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(0.0, 72.0)" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import numpy\n", + "\n", + "outdir = '_output'\n", + "\n", + "figure(figsize=(13,5))\n", + "colors = ['b','r','m','g']\n", + "\n", + "for k,gaugeno in enumerate([1102,1187]):\n", + " gauge = gauges.GaugeSolution(gaugeno, outdir)\n", + " t = gauge.t / 3600. # convert to hours\n", + " q = gauge.q\n", + " eta = q[3,:]\n", + " if gaugeno==1102:\n", + " plot(t, eta, colors[k], label='GeoClaw 1102 - Westport')\n", + " result = numpy.where(eta[0:15000] == numpy.amax(eta[0:15000]))\n", + "\n", + " elif gaugeno==1187:\n", + " plot(t, eta, colors[k], label='GeoClaw 1187 - Aberdeen')\n", + " else:\n", + " plot(t, eta, colors[k], label='GeoClaw Gauge %s' % gaugeno)\n", + " \n", + " \n", + "plot(t_westport/3600., etap_westport, 'c', label='NOAA 1102 - Westport')\n", + "plot(t_aberdeen/3600., etap_aberdeen, 'm', label='NOAA 1187 - Aberdeen')\n", + "\n", + "xlim(0,72)\n", + "ylim(-2.5,2.5)\n", + "legend(loc='upper left', fontsize=8)\n", + "xlabel('hours')\n", + "ylabel('Surface relative to MTL (m)')\n", + "title('Grays Harbor tides (Riemann), Dec. 21-23, 2015')\n", + "grid(True)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#Show error, export error\n", + "\n", + "def find_nearest(array, value):\n", + " array = numpy.asarray(array)\n", + " idx = (numpy.abs(array - value)).argmin()\n", + " return idx\n", + "\n", + "from operator import sub\n", + "outdir = '_output'\n", + "\n", + "figure(figsize=(13,5))\n", + "colors = ['b','r','m','g']\n", + "\n", + "for k,gaugeno in enumerate([1102,1187]):\n", + " gauge = gauges.GaugeSolution(gaugeno, outdir)\n", + " t = gauge.t / 3600. # convert to hours\n", + " q = gauge.q\n", + " eta = q[3,:]\n", + " \n", + " if gaugeno==1102:\n", + " i = 0\n", + " x_select = []\n", + " t_select = []\n", + "\n", + " while i < 720: \n", + " x_select.append(eta[find_nearest(t, i/10)]) \n", + " t_select.append(t[find_nearest(t, i/10)])\n", + " \n", + " i += 1 \n", + " plot(t_westport[0:720]/3600, list( map(sub, etap_westport[0:720], x_select) ), \n", + " colors[k], label='1102, NOAA minus GeoClaw') \n", + "\n", + " numpy.savetxt(\"riemann1102\", \n", + " list( map(sub, etap_westport[0:720], x_select) ),\n", + " delimiter =\", \", \n", + " fmt ='% s') \n", + " \n", + " \n", + " \n", + " elif gaugeno==1187:\n", + " i = 0\n", + " x_select = []\n", + " t_select = []\n", + " while i < 720: \n", + " x_select.append(eta[find_nearest(t, i/10)]) \n", + " t_select.append(t[find_nearest(t, i/10)])\n", + " \n", + " i += 1 \n", + " plot(t_westport[0:720]/3600, list( map(sub, etap_aberdeen[0:720], x_select) ), \n", + " colors[k], label='1187, NOAA minus GeoClaw') \n", + " \n", + " numpy.savetxt(\"riemann1187\", \n", + " list( map(sub, etap_aberdeen[0:720], x_select) ),\n", + " delimiter =\", \", \n", + " fmt ='% s') \n", + " \n", + "xlim(0,72) \n", + "ylim(-2.5,2.5)\n", + "legend(loc='upper left', fontsize=8)\n", + "xlabel('hours')\n", + "ylabel('m')\n", + "title('Grays Harbor Difference, Dec. 21-23, 2015')\n", + "grid(True)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "execution_count": 1, + "metadata": { + "image/png": { + "width": 800 + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "from IPython.display import Image\n", + "Image('frame0006fig50.png', width=800)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb b/GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb new file mode 100644 index 0000000..902a69f --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb @@ -0,0 +1,179 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Grays Harbor Tides with Sine Boundary Condition\n", + "\n", + "First run the GeoClaw code and then use this notebook to examine the gauge results.\n", + "\n", + "The tidal signal is $\\sin(2\\pi t / T)$ implemented on the left boundary, a pure sine wave with amplitude 1 and period $T = 12\\times 3600 = $ 12 hours" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "from pylab import *" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "from IPython.display import Image\n", + "import clawpack.pyclaw.gauges as gauges" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "At gauge 0, etamin2 = -0.971, etamax2 = 0.752 at tshift = 1233.1 s\n", + "At gauge 1102, etamin2 = -1.033, etamax2 = 0.855 at tshift = 3352.5 s\n", + "At gauge 1187, etamin2 = -1.156, etamax2 = 1.018 at tshift = 4656.0 s\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "figure(400, figsize=(13,6))\n", + "clf()\n", + "colors = ['k','b','r']\n", + "\n", + "outdir = '_output'\n", + "\n", + "for k,gaugeno in enumerate([0,1102,1187]):\n", + " gauge = gauges.GaugeSolution(gaugeno, outdir)\n", + " t = gauge.t / 3600. # convert to hours\n", + " q = gauge.q\n", + " eta = q[3,:]\n", + " plot(t, eta, colors[k], label='Gauge %s' % gaugeno)\n", + "\n", + " # determine amplification and time shift:\n", + " m2 = int(floor(0.75*len(eta)))\n", + " eta2 = eta[m2:] # last part of eta signal\n", + " etamax2 = eta2.max()\n", + " etamin2 = eta2.min()\n", + " t2 = t[m2:]\n", + " jtmax = argmax(eta2) \n", + " tshift = (t2[jtmax] - 39.)*3600.\n", + " \n", + " print('At gauge %i, etamin2 = %.3f, etamax2 = %.3f at tshift = %.1f s' \\\n", + " % (gaugeno,etamin2,etamax2,tshift))\n", + "\n", + "tperiod = 12\n", + "eta = 1.*sin(2*pi*t/tperiod)\n", + "plot(t, eta, 'k--', label='Ocean forcing (Sine)')\n", + "\n", + "legend(loc='upper right')\n", + "xlabel('hours')\n", + "ylabel('Surface relative to MTL (m)')\n", + "grid(True)\n", + "title('Sine wave BC in ocean and resulting GeoClaw gauge results');\n", + "\n", + "xticks(arange(0,t[-1]+0.1,12))\n", + "xlim(0,60)\n", + "\n", + "if 0:\n", + " fname = 'GaugeComparison.png'\n", + " savefig(fname, bbox_inches='tight')\n", + " print('Created %s' % fname) " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Notes:\n", + "\n", + "- Given an observed tide at Westport that we want to match, we can shift it by about 3352 seconds and increase it by a factor 1.17 in order to obtain the signal to use at the left boundary. This is illustrated in the example `../grays_kingtide2015`.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": { + "image/png": { + "width": 800 + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "Image('frame0006fig50.png', width=800)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/GraysHarborBC/RiemannGraysHarbor/topo/GraysHarborMTL.ipynb b/GraysHarborBC/RiemannGraysHarbor/topo/GraysHarborMTL.ipynb new file mode 100644 index 0000000..b2cba13 --- /dev/null +++ b/GraysHarborBC/RiemannGraysHarbor/topo/GraysHarborMTL.ipynb @@ -0,0 +1,196 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Grays Harbor Topography\n", + "\n", + "Modify topography from the Astoria 1/3\" DEM, which was referenced to MHW, by an approximate adjustment to Mean Tide Level (MTL). Around Grays Harbor, this adjustment is approximately linear in longitude, as verified separately using the [VDatum software](https://vdatum.noaa.gov/vdatumweb/). We use the datums at Westport and Aberdeen to estimate the linear function." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "tags": [ + "hide-py" + ] + }, + "outputs": [], + "source": [ + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from pylab import *" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "from clawpack.geoclaw import topotools" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "server = 'https://www.ngdc.noaa.gov/thredds/dodsC/regional/'\n", + "url_astoria = server + 'astoria_13_mhw_2012.nc'\n", + "extent = [-124.2, -123.65, 46.8, 47.15]\n", + "GH_13sec_mhw = topotools.read_netcdf(url_astoria, extent=extent)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "figure(figsize=(13,7))\n", + "ax = axes()\n", + "GH_13sec_mhw.crop(coarsen=3).plot(axes=ax)\n", + "title('Astoria MHW');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Approximate conversion from MHW to MTL\n", + "\n", + "Datums at Westport and Aberdeen tide gauges:\n", + "\n", + "Datum | Westport | Aberdeen\n", + "------|----------|------------\n", + " MHW | 2.561 | 2.869\n", + " diff | 1.068 | 1.21\n", + " MTL | 1.493 | 1.659\n", + " diff | 1.068 | 1.21\n", + " MLW | 0.425 | 0.449\n", + " \n", + "Topo referenced to MHW should be increased by 1.068m at Westport and by 1.21m at Aberdeen to reference to MTL. We use a linear function based on longitude:\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "Zmtl = GH_13sec_mhw.Z + (1.068 + (1.21-1.068)*(GH_13sec_mhw.X+124.105)/(-123.85+124.105))" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "GH_13sec_mtl = topotools.Topography()\n", + "GH_13sec_mtl.set_xyZ(GH_13sec_mhw.X, GH_13sec_mhw.Y, Zmtl)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "extent = [-123.9,-123.7,46.93,46.99]\n", + "figure(figsize=(13,13))\n", + "ax = subplot(211)\n", + "GH_13sec_mhw.crop(extent).plot(axes=ax,limits=(-10,10),\n", + " add_colorbar=True, cb_kwargs={'shrink':0.7})\n", + "title('Topo relative to MHW near Aberdeen')\n", + "ax = subplot(212)\n", + "GH_13sec_mtl.crop(extent).plot(axes=ax,limits=(-10,10),\n", + " add_colorbar=True, cb_kwargs={'shrink':0.7})\n", + "title('Topo relative to MTL near Aberdeen');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create topo file:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "GH_13sec_mtl.write('GH_13sec_mtl.asc', topo_type=3, \n", + " header_style='asc', Z_format='%10.3f')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb new file mode 100644 index 0000000..e0f2bd0 --- /dev/null +++ b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb @@ -0,0 +1,439 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Timeshift, 3220s\n", + "\n", + "Signal should increase, 1.04" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Populating the interactive namespace from numpy and matplotlib\n" + ] + } + ], + "source": [ + "%pylab inline\n", + "import datetime\n", + "from scipy.interpolate import interp1d\n", + "from clawpack.geoclaw import util\n", + "import clawpack.pyclaw.gauges as gauges" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Download tide gauge data for Westport and Aberdeen" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using cached water_level data for station 9441102\n", + "Using cached predictions data for station 9441102\n", + "Fetching water_level data from NOAA for station 9441187\n", + "*** Fetching water_level failed, returning None\n", + "Using cached predictions data for station 9441187\n" + ] + } + ], + "source": [ + "station_westport = '9441102'\n", + "MLW_westport = -1.068 # m relative to MTL\n", + "MHW_westport = 1.068 # m relative to MTL\n", + "\n", + "station_aberdeen = '9441187'\n", + "MLW_aberdeen = -1.21 # m relative to MTL\n", + "MHW_aberdeen = 1.21 # m relative to MTL\n", + "\n", + "begin_date = datetime.datetime(2015,12,21)\n", + "end_date = datetime.datetime(2015,12,26)\n", + "time_zone = 'GMT'\n", + "datum = 'MTL'\n", + "units = 'metric'\n", + "cache_dir = '.'\n", + "\n", + "time_westport, eta_westport, etap_westport = \\\n", + " util.fetch_noaa_tide_data(station_westport, begin_date, end_date,\n", + " time_zone, datum, units, cache_dir)\n", + "\n", + "time_aberdeen, eta_aberdeen, etap_aberdeen = \\\n", + " util.fetch_noaa_tide_data(station_aberdeen, begin_date, end_date,\n", + " time_zone, datum, units, cache_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "figure(figsize=(13,6))\n", + "plot(time_westport, etap_westport, 'b', label='Westport %s' % station_westport)\n", + "plot(time_westport, MHW_westport*ones(time_westport.shape),'b--', label=\"MLW/MHW Westport\")\n", + "plot(time_westport, MLW_westport*ones(time_westport.shape),'b--')\n", + "\n", + "plot(time_aberdeen, etap_aberdeen, 'r', label='Aberdeen %s' % station_aberdeen)\n", + "plot(time_aberdeen, MHW_aberdeen*ones(time_aberdeen.shape),'r--', label=\"MLW/MHW Aberdeen\")\n", + "plot(time_aberdeen, MLW_aberdeen*ones(time_aberdeen.shape),'r--')\n", + "\n", + "grid(True)\n", + "xticks(rotation=20)\n", + "legend()\n", + "title('NOAA predicted tides in Grays Harbor')\n", + "ylabel('meters relative to %s' % datum);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Convert datetimes to elapsed seconds" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# convert to elapsed seconds:\n", + "dt_westport = time_westport - time_westport[0]\n", + "t_westport = array([dt.item().total_seconds() for dt in dt_westport])\n", + "\n", + "dt_aberdeen = time_aberdeen - time_aberdeen[0]\n", + "t_aberdeen = array([dt.item().total_seconds() for dt in dt_aberdeen])" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "figure(figsize=(13,6))\n", + "plot(t_westport, etap_westport, 'b', label='Westport %s' % station_westport)\n", + "plot(t_aberdeen, etap_aberdeen, 'r', label='Aberdeen %s' % station_aberdeen)\n", + "\n", + "\n", + "grid(True)\n", + "xticks(rotation=20)\n", + "xlabel('seconds')\n", + "legend()\n", + "title('NOAA predicted tides in Grays Harbor')\n", + "ylabel('meters relative to %s' % datum);" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "#export data used for graphing\n", + "t = t_westport - 3220\n", + "eta = etap_westport * 1.04\n", + "\n", + "fname = 'tidedata_dec2015.txt'\n", + "d = vstack((t, eta)).T\n", + "mt = d.shape[0]\n", + "header = '%i # mt' % mt\n", + "savetxt(fname, d, header=header, comments='')\n", + "print('Created ',fname)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Linear interpolate the tidal signal\n", + "We use the signal at Westport as our left boundary condition, etap_westport is exported as heights.txt in ./output.\n", + "\n", + "Since the data is discrete, we do linear interpolation to make the signal continuous. Note that we need to shift the signal by 3220 seconds and increase it's magnitude by 1.04. It's implemented in bc2amr.f90 and the signal look like the graph below. " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Ocean level at time 0 = -0.45722222222222225\n" + ] + } + ], + "source": [ + "from scipy.interpolate import interp1d\n", + "f = interp1d(t_westport -3220, etap_westport)\n", + "x = np.linspace(0, 400000, num=100000, endpoint=True)\n", + "plt.plot(x, 1.04*f(x))\n", + "xlabel('seconds')\n", + "ylabel('meters relative to %s' % datum);\n", + "title('Continuous Tidal Signal')\n", + "plt.show()\n", + "print(\"Ocean level at time 0 =\",f(0))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot GeoClaw results" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "import numpy\n", + "\n", + "outdir = '_output'\n", + "\n", + "figure(figsize=(13,5))\n", + "colors = ['b','r','m','g']\n", + "\n", + "for k,gaugeno in enumerate([1102,1187]):\n", + " gauge = gauges.GaugeSolution(gaugeno, outdir)\n", + " t = gauge.t / 3600. # convert to hours\n", + " q = gauge.q\n", + " eta = q[3,:]\n", + " if gaugeno==1102:\n", + " plot(t, eta, colors[k], label='GeoClaw 1102 - Westport')\n", + "\n", + " elif gaugeno==1187:\n", + " plot(t, eta, colors[k], label='GeoClaw 1187 - Aberdeen')\n", + " \n", + " else:\n", + " plot(t, eta, colors[k], label='GeoClaw Gauge %s' % gaugeno)\n", + " \n", + " \n", + "plot(t_westport/3600., etap_westport, 'c', label='NOAA 1102 - Westport')\n", + "plot(t_aberdeen/3600., etap_aberdeen, 'm', label='NOAA 1187 - Aberdeen')\n", + "\n", + "\n", + "xlim(0,72)\n", + "ylim(-2.5,2.5)\n", + "legend(loc='upper left', fontsize=8)\n", + "xlabel('hours')\n", + "ylabel('Surface relative to MTL (m)')\n", + "title('Grays Harbor tides (simple), Dec. 21-23, 2015')\n", + "grid(True)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#Show error, export error\n", + "\n", + "def find_nearest(array, value):\n", + " array = numpy.asarray(array)\n", + " idx = (numpy.abs(array - value)).argmin()\n", + " return idx\n", + "\n", + "from operator import sub\n", + "outdir = '_output'\n", + "\n", + "figure(figsize=(13,5))\n", + "colors = ['b','r','m','g']\n", + "\n", + "for k,gaugeno in enumerate([1102,1187]):\n", + " gauge = gauges.GaugeSolution(gaugeno, outdir)\n", + " t = gauge.t / 3600. # convert to hours\n", + " q = gauge.q\n", + " eta = q[3,:]\n", + " \n", + " if gaugeno==1102:\n", + " i = 0\n", + " x_select = []\n", + " t_select = []\n", + "\n", + " while i < 720: \n", + " x_select.append(eta[find_nearest(t, i/10)]) \n", + " t_select.append(t[find_nearest(t, i/10)])\n", + " \n", + " i += 1 \n", + " plot(t_westport[0:720]/3600, list( map(sub, etap_westport[0:720], x_select) ), \n", + " colors[k], label='1102, NOAA minus GeoClaw') \n", + "\n", + " numpy.savetxt(\"simple1102\", \n", + " list( map(sub, etap_westport[0:720], x_select) ),\n", + " delimiter =\", \", \n", + " fmt ='% s') \n", + " \n", + " \n", + " \n", + " elif gaugeno==1187:\n", + " i = 0\n", + " x_select = []\n", + " t_select = []\n", + " while i < 720: \n", + " x_select.append(eta[find_nearest(t, i/10)]) \n", + " t_select.append(t[find_nearest(t, i/10)])\n", + " \n", + " i += 1 \n", + " plot(t_westport[0:720]/3600, list( map(sub, etap_aberdeen[0:720], x_select) ), \n", + " colors[k], label='1187, NOAA minus GeoClaw') \n", + " \n", + " numpy.savetxt(\"simple1187\", \n", + " list( map(sub, etap_aberdeen[0:720], x_select) ),\n", + " delimiter =\", \", \n", + " fmt ='% s') \n", + " \n", + " \n", + "xlim(0,72)\n", + "ylim(-2.5,2.5)\n", + "legend(loc='upper left', fontsize=8)\n", + "xlabel('hours')\n", + "ylabel('m')\n", + "title('Grays Harbor Difference, Dec. 21-23, 2015')\n", + "grid(True)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": { + "image/png": { + "width": 800 + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "from IPython.display import Image\n", + "Image('frame0005fig50.png', width=800)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/GraysHarborBC/SimpleGraysHarbor/sine/SimpleGraysSine.ipynb b/GraysHarborBC/SimpleGraysHarbor/sine/SimpleGraysSine.ipynb new file mode 100644 index 0000000..fdef45a --- /dev/null +++ b/GraysHarborBC/SimpleGraysHarbor/sine/SimpleGraysSine.ipynb @@ -0,0 +1,179 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Grays Harbor Tides with Sine Boundary Condition\n", + "\n", + "First run the GeoClaw code and then use this notebook to examine the gauge results.\n", + "\n", + "The tidal signal is $\\sin(2\\pi t / T)$ implemented on the left boundary, a pure sine wave with amplitude 1 and period $T = 12\\times 3600 = $ 12 hours" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from pylab import *" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "from IPython.display import Image\n", + "import clawpack.pyclaw.gauges as gauges" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "At gauge 0, etamin2 = -0.853, etamax2 = 0.855 at tshift = 1232.6 s\n", + "At gauge 1102, etamin2 = -0.916, etamax2 = 0.962 at tshift = 3219.8 s\n", + "At gauge 1187, etamin2 = -1.031, etamax2 = 1.125 at tshift = 4397.7 s\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "figure(400, figsize=(13,6))\n", + "clf()\n", + "colors = ['k','b','r']\n", + "\n", + "outdir = '_output'\n", + "\n", + "for k,gaugeno in enumerate([0,1102,1187]):\n", + " gauge = gauges.GaugeSolution(gaugeno, outdir)\n", + " t = gauge.t / 3600. # convert to hours\n", + " q = gauge.q\n", + " eta = q[3,:]\n", + " plot(t, eta, colors[k], label='Gauge %s' % gaugeno)\n", + "\n", + " # determine amplification and time shift:\n", + " m2 = int(floor(0.75*len(eta)))\n", + " eta2 = eta[m2:] # last part of eta signal\n", + " etamax2 = eta2.max()\n", + " etamin2 = eta2.min()\n", + " t2 = t[m2:]\n", + " jtmax = argmax(eta2) \n", + " tshift = (t2[jtmax] - 39.)*3600.\n", + " \n", + " print('At gauge %i, etamin2 = %.3f, etamax2 = %.3f at tshift = %.1f s' \\\n", + " % (gaugeno,etamin2,etamax2,tshift))\n", + "\n", + "tperiod = 12\n", + "eta = 1.*sin(2*pi*t/tperiod)\n", + "plot(t, eta, 'k--', label='Ocean forcing (Sine)')\n", + "\n", + "legend(loc='upper right')\n", + "xlabel('hours')\n", + "ylabel('Surface relative to MTL (m)')\n", + "grid(True)\n", + "title('Sine wave BC in ocean and resulting GeoClaw gauge results');\n", + "\n", + "xticks(arange(0,t[-1]+0.1,12))\n", + "xlim(0,60)\n", + "\n", + "if 0:\n", + " fname = 'GaugeComparison.png'\n", + " savefig(fname, bbox_inches='tight')\n", + " print('Created %s' % fname) " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Notes:\n", + "\n", + "- Given an observed tide at Westport that we want to match, we can shift it by about 3220 seconds and increase it by a factor 1.04 in order to obtain the signal to use at the left boundary. This is illustrated in the example `../grays_kingtide2015`.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": { + "image/png": { + "width": 800 + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "Image('frame0006fig50.png', width=800)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb b/GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb new file mode 100644 index 0000000..b2cba13 --- /dev/null +++ b/GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb @@ -0,0 +1,196 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Grays Harbor Topography\n", + "\n", + "Modify topography from the Astoria 1/3\" DEM, which was referenced to MHW, by an approximate adjustment to Mean Tide Level (MTL). Around Grays Harbor, this adjustment is approximately linear in longitude, as verified separately using the [VDatum software](https://vdatum.noaa.gov/vdatumweb/). We use the datums at Westport and Aberdeen to estimate the linear function." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "tags": [ + "hide-py" + ] + }, + "outputs": [], + "source": [ + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from pylab import *" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "from clawpack.geoclaw import topotools" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "server = 'https://www.ngdc.noaa.gov/thredds/dodsC/regional/'\n", + "url_astoria = server + 'astoria_13_mhw_2012.nc'\n", + "extent = [-124.2, -123.65, 46.8, 47.15]\n", + "GH_13sec_mhw = topotools.read_netcdf(url_astoria, extent=extent)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "figure(figsize=(13,7))\n", + "ax = axes()\n", + "GH_13sec_mhw.crop(coarsen=3).plot(axes=ax)\n", + "title('Astoria MHW');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Approximate conversion from MHW to MTL\n", + "\n", + "Datums at Westport and Aberdeen tide gauges:\n", + "\n", + "Datum | Westport | Aberdeen\n", + "------|----------|------------\n", + " MHW | 2.561 | 2.869\n", + " diff | 1.068 | 1.21\n", + " MTL | 1.493 | 1.659\n", + " diff | 1.068 | 1.21\n", + " MLW | 0.425 | 0.449\n", + " \n", + "Topo referenced to MHW should be increased by 1.068m at Westport and by 1.21m at Aberdeen to reference to MTL. We use a linear function based on longitude:\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "Zmtl = GH_13sec_mhw.Z + (1.068 + (1.21-1.068)*(GH_13sec_mhw.X+124.105)/(-123.85+124.105))" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "GH_13sec_mtl = topotools.Topography()\n", + "GH_13sec_mtl.set_xyZ(GH_13sec_mhw.X, GH_13sec_mhw.Y, Zmtl)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "extent = [-123.9,-123.7,46.93,46.99]\n", + "figure(figsize=(13,13))\n", + "ax = subplot(211)\n", + "GH_13sec_mhw.crop(extent).plot(axes=ax,limits=(-10,10),\n", + " add_colorbar=True, cb_kwargs={'shrink':0.7})\n", + "title('Topo relative to MHW near Aberdeen')\n", + "ax = subplot(212)\n", + "GH_13sec_mtl.crop(extent).plot(axes=ax,limits=(-10,10),\n", + " add_colorbar=True, cb_kwargs={'shrink':0.7})\n", + "title('Topo relative to MTL near Aberdeen');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create topo file:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "GH_13sec_mtl.write('GH_13sec_mtl.asc', topo_type=3, \n", + " header_style='asc', Z_format='%10.3f')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/GraysHarborBC/comparison/Comparison .ipynb b/GraysHarborBC/comparison/Comparison .ipynb new file mode 100644 index 0000000..4faee96 --- /dev/null +++ b/GraysHarborBC/comparison/Comparison .ipynb @@ -0,0 +1,185 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Populating the interactive namespace from numpy and matplotlib\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "%pylab inline" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Compare 3 methods, Randall (ocean forcing), Simple and Riemann." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "time = np.genfromtxt ('hours', delimiter=\",\")\n", + "\n", + "randall1102 = np.genfromtxt ('randall1102', delimiter=\",\")\n", + "randall1187 = np.genfromtxt ('randall1187', delimiter=\",\")\n", + "\n", + "simple1102 =np.genfromtxt ('simple1102', delimiter=\",\")\n", + "simple1187 = np.genfromtxt ('simple1187', delimiter=\",\")\n", + "\n", + "riemann1102 =np.genfromtxt ('riemann1102', delimiter=\",\")\n", + "riemann1187 =np.genfromtxt ('riemann1187', delimiter=\",\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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CSkpKvfRrjtdSIBAIBAKBQNB6uW2MiOZi+vTp7Nixg/vvv5/FixfrfTxbW1u2bdtGnz59Lh/TaDSsXLmSu+666/KxiooKvvvuO3bv3s306dP5/vvvAfjiiy/Ys2cP8+fP59NPP9W7vgKBQCAQCASCmx9hROiJvLw8AJ566ikGDhxISEgI586dAyA4OJi5c+fStWtXNm7cCMAPP/xAnz59mD9//mUZ7733HgMHDqR3796cOHGi1nGMjY2xsbG54pgkSTg5OV1xLCYmBn9/fzQaDUOHDuXgwYMAl+MaNBoNarW66RcuEAgEAoFAILjluS0Cqy/xvzURnEktaJIMv7aWvDGuc53nFy1axJo1a9BqtezduxcDAwNMTU3ZunUr33//PQsWLCA7O5vXX3+diooK5s6dy9ChQ/n555/Zt28fhw8fvjzBf+qpp3jppZeIi4vjjTfe4M8//2y03nl5eVhaWgJgZWVFbm7u5XNVVVUsWLDg8u6EQCAQCAQCgUBwPW4rI6I5mD59Ov/73/946KGHOHfuHP/++y/btm2joqICX19fABwcHHB0dASUyX1WVhZubm5oNBp69OhxWdaiRYv4888/UalUTY5DsLa2vhwHUVBQgLW19eVzzz33HDNmzMDT07NJYwgEAoFAIBAIbg9uKyPiejsIukStVjN//nyefvppSkpK2LNnD1u2bLm8k1DTIJBlGXt7e86ePUtVVdUVbkvffPMNJ06cID4+nocffrhJOnl7exMeHk5VVRVbt269HEPx888/I0kSM2bMaJJ8gUAgEAgEAsHtg4iJ0BM+Pj6UlZWh0WgYPHgw69atq7OtRqPhgQceoG/fvixfvvzy8aCgIAYMGMCvv/5aZ9+KigqGDh3KqVOnGDFiBIcOHQLg7rvvZvPmzdx///2sWrUKAwMDHn74YUJCQli4cCGPPPIIAI899hhHjx4lNDSUN954Q0dXLxAIBAKBQCC4lbmtdiL0TWho6BXpWbdv315ru717917+f+fOnQDMmTOHOXPmXNHuxx9/vKbvpfZvvvnm5WNbt269pt2yZcuuOTZ9+nSmT59+xbGysrJadRQIBAKBQCAQCOpC7EQIBAKBQCAQCASCBiGMCIFAIBAIBAKBQNAghBEhEAgEAoFAIBAIGoQwIgQCgUAgEAgEAkGDEEaEQCAQCAQCgUAgaBDCiNATaWlpLFiwoNH9Q0NDqaysrPXchg0b6NSpE/3797987MSJE/j7++Pu7n5F22eeeYaQkBCeeuopABITEwkJCWHAgAHce++9VFVVNVpHgUAgEAgEAsHtiTAi9ESbNm145ZVX9CK7T58+nDp16opjXl5eHDx4EFdX18vHjh8/TlFREXv27KG8vJwjR45gbW3NmjVr2L17Nx06dGD9+vV60VEgEAgEAoFAcOsijAgdsn//fnr37s3gwYP55ZdfmDZtGgDBwcE88cQTBAYGsmTJEu644w4CAgIuGwJ9+vRh9uzZ9OzZk7Vr114hMzMzk/HjxzNo0CAee+wxAGxsbDAyMrqinYWFBWZmZlccO3DgAEOHDgVg6NChHDx4EBsbG6ytrQGlyJ1ardb56yAQCAQCgUAguLVp0WJzkiSNBD4H1MBPsiy/X0e7XsBB4B5Zlv9p9IAb5kNaWKO7A9DGH0bVqibr16/ngw8+IDQ0lMTExMvF5rKzs3n11Vepqqqie/fuJCUlcfz4cX7++We++OILMjMzefXVV7Gzs2P48OGMHTv2ssz333+fl156ieDgYObNm8eBAwcIDg6ul6p5eXl4enoCYGVlRURExOVzqampbN26lddee62xr4RAIBAIBAKB4DalxXYiJElSA18DowA/YKokSX51tPsA2NS8Gjacxx57jGXLljF9+nQyMzMvH3dwcMDJyYm2bdvi6emJsbExbdu2JTc3FwA7Ozvat2+PmZnZNTsDkZGRzJ8/n9DQULZt20Zqamq99bG2tqagoACAgoKCyzsQZWVl3H///fz4449oNKJouUAgEAgEAoGgYbTkDDIIiJNlOQFAkqQlwATgzFXtngD+BXo1ecQ6dhB0hY2NDd988w2pqanMmjULOzs7ACRJutym5v+yLAOQk5NDSkoKtra21wQ6+/j4MG3aNHr06AFQZ7B1bQQHB/P9999z9913s3XrVmbOnAnA7Nmzeeyxx/Dzu8ZmEwgEAoFAIBC0MkoqS9BIGlIKU1BJKtqat8VAZdCiOrVkTIQLkFzjeUr1sctIkuQCTAK+a0a9Gs3333/PgAEDGDt2LKGhofXuZ29vz5tvvsmAAQOYN2/eFedefvll3nnnHQYPHszQoUNJTk7m6NGjDB06lPDwcIYOHUppaSnJyclXHEtKSqJ79+4YGxsTEhKCSqUiKCiIAwcOsHz5cj7//HNCQ0NZsWKFjl8FgUAgEAgEAoGu2Ji4kZAlIfT5qw/jV45n7Iqx9PqjFw9tfoijaUdbTC/p0mp4sw8sSZOBEbIsP1T9fDoQJMvyEzXa/A18LMvyQUmSfgPW1hUTIUnSbGA2gIODQ49ly5ZdPmdlZYWXl5ferqWpDB8+nM2bN7e0Gg0iLi6O/Pz8erUtLCzE3NxczxoJGoK4J60PcU9aH+KetC7E/Wh9iHuiX0q1pfyZ/Scni0/SwagD7Qzb4aBxwFhlTHpFOkeLjpJflU9X066MtBpJW8O2Or8ngwYNOibLcs/azrWkO1MK0K7Gc1fgaof/nsCSahcge2C0JEmVsiyvvFqYLMs/AD8A+Pj4yDV3AiIjI7GwsNCl7jpFrVa3av1qw9jYmG7dutWr7c6dOxu0MyPQP+KetD7EPWl9iHvSuhD3o/Uh7on+qKiqYMaGGUSWRPJktyeZ2XkmBuor3ZeKK4r57tR3/Bv7L59lfsa7/d/FPNG82e5JS7ozHQE6SpLUQZIkQ2AKsLpmA1mWO8iy7C7LsjvwD/BYbQbEzc7evXtbWgWBQCAQCAQCQSthWcwywrPDeT/kfR4OePgaAwLA1MCUZ3s+y4oJK/Cy9uKZnc+wNHsppZWlzaJjixkRsixXAnNRsi5FAstkWY6QJGmOJElzWkovgUAgEAgEAoGgpbi0w9C7TW9GuI+4YXtHU0cWjlzI/X73s7dwL/etv4/E/ES969mi+T1lWV4PrL/qWK1B1LIsz2wOnQQCgUAgEAgEgpZieexy8srymNtt7hVZPa+HgdqA53s9j0mWCUvzl3LP2nt4qvtTTPaejKHaUC96iorVAoFAIBAIBAJBK6BCW8HvZ36nu2N3ujp2bXD/ziad+Xvc3wQ4BPD+4fd5YNMD5JfVLxFOQxFGhA7ZuXMnbm5uDBo0iGHDhpGdnc3TTz99Te2H5mDDhg106tSJ/v37Xz524sQJ/P39cXd3v6LtM888Q0hICE899RQAiYmJhISEMGDAAO69994W0V8gEAgEAoHgdmNT0iYuFF3gwS4PNlqGk5kTPw77kf8b8H9EZkcya9MsskqydKilgjAidMz06dPZsWMH999/P4sXL+azzz67pgp1c9CnTx9OnTp1xTEvLy8OHjyIq6vr5WPHjx+nqKiIPXv2UF5ezpEjR7C2tmbNmjXs3r2bDh06sH79+qvFCwQCgUAgEAh0iCzL/Br+K55WnoS4hjRJliRJjOwwkq+GfMW5i+d499C7OtLyP1o0JuJWJi8vD4DQ0FC2bt1Kbm4us2bN4uLFi/j6+vLNN9/w5ptvcv78eRITE/Hy8sLFxYV169YxevRoXn/9dTZu3Mh7771HUVERTz75JDNmzODNN98kJSWFpKQk3N3d+emnn2o9ZmNjc41OtaWRPXDgAEOHDgVg6NChHDx4kF69/isOrtFoWsQIEggEAoFAILidiM6NJiY3htf6vIZK0s06f9+2fZniM4Xfz/xOZnEmDqYOOpELt5kR8cHhD4jKiWqSjE62nZgXNK/O84sWLWLNmjVotVr27t3LP/8otfHef/99XnrpJYKDg5k3bx4HDhwAwM/Pjx9//JHhw4czYsQIXnvtNXr27Mnrr7/OgAEDGDlyJJWVlYSGhjJjxgwAOnfuzE8//cTw4cMvGytXH7O2tq7X9eTl5eHp6QkoRfkiIiIun0tNTWXr1q289tprDX2ZBAKBQCAQCAQNYMvZLagkFUPdhupU7h0d7+DXiF/54sQXvNz7ZUw0JjqRK9yZdMz06dM5fvw4PXv25Ny5c5ePR0ZGMn/+fEJDQ9m2bRupqUpdvS5dugDQtm3by/+bm5tTVVXFsWPHGDp0KEOGDLlicl+zz6Wq0bUdqw/W1tYUFBQAUFBQcNn4KCsr4/777+fHH39Eo7mtbE2BQCAQCASCZmfb2W30cOqBrbGtTuW6W7kzxWcKK+NW8sb+N3Qm97aaHV5vB0GXqNVq5s+fz5tvvnn5mI+PD9OmTaNHjx4AVFZWEhYWdkXqrpr/y7LMhx9+yE8//YSLiwsdO3ass11dx+pDcHAw33//PXfffTdbt25l5syZAMyePZvHHnsMPz+/essSCAQCgUAgEDScC4UXiM+P507vO/Ui/5U+r2CgNuCvyL94rsdzOJk5NVmm2InQEz4+PmRmZpKWlgbAyy+/zDvvvMPgwYMZOnQoycnJN5QxadIkJkyYwEMPPVRrjMP1OHr0KEOHDiU8PJyhQ4dSWlpKcnLyFceSkpLo3r07xsbGhISEoFKpCAoK4sCBAyxfvpzPP/+c0NBQVqxY0ajXQCAQCAQCgUBwY05knACgh1MPvY0x1WcqWlnL4qjFOpEnNWTV+mbBx8dHjo6Ovvw8MjISX1/fFtTo1qMhr+nOnTsJDQ3Vr0KCBiHuSetD3JPWh7gnrQtxP1of4p7ojncOvsPq+NXsn7ofjarxjkI3uifzds9jc9Jm/hj9B53tO99QniRJx2RZ7lnbObETIRAIBAKBQCAQtCAnM04S4BDQJAOiPrzc+2VsTWx5bf9rVGormyRLGBECgUAgEAgEAkELUVheSGxeLN0du+t9LCsjK14KeonY3FjePfRuk4rQCSNCIBAIBAKBQCBoIU5nnkYra+nq2LVZxhvSfgiTvCbxT8w/TF8/nTPZZxq1K3HbGBFVVVUtrcItgSzLlJSUtLQaAoFAIBAIBLcEJzJPoJJUBDoENst4kiTxVr+3+H3U72SVZHHP2nt4fNvjDcruCbdJildbW1tiYmJaWo1bBgMDA5ydnVtaDYFAIBAIBPVEK2sprSylpLIEKyMrvfveC+rPifQTeNt4Y2ZgRkFpBT/uTiDsfD4X8kqZHuzGtD5uehm3q2NXlo5byvKY5Sw8s/BysTtLQ0uCnINu2P+2eAc5OTnh5NT0fLgCgUAgEAgENxMXyy/y5Ykv2ZC4gbyyPADsTezp79Kffi79GOE24opaU4LmpVJbyems00z0mkh6QSl3fLOfC/kl+DpbolFLvLoynPJKLQ/276CX8T2sPHi6x9McvHCQl/a8RLm2HFONKcsnLMfF3OW6fW8LI0IgEAgEAoHgduPQhUO8svcVMksyGek+kk62nTBUG7Lv/D52p+xmZdxK/nH+h6e6PYW/g39Lq3tbEp0bTUllCYH2XXn0j2P4FB9jtW84dpZmVHadztw9bXhr7RlkYJaeDAmNSsN3w77juZ3PYWloyZH0I0xfP537O99//X560UYgEAgEAoFA0GKczjzNY1sfw8XChUWhiwhwCLh87j7f+6jSVvFn5J/8GvErc7bO4d/x/9LGrE0Lanx7cjLjJAAZGW0YmfoRszXr4IItXJDRnPyLr8Z8yhNSAG+vPYOZoZopQe31ooe9iT0LRy28rNM3J78hPi/+un1um8BqgUAgEAhuZs7nlfDIoqN0f3sLd367n/3x/6VmlGWZ5IJk/o35lz0pexocICm4tdh+bjtztszB0dSR30f+foUBcQm1Ss2MzjNYOHIhFdoK7t9wP9vObmsBbW9vjqcfp41pG2J3bGK2Zh1yjwfguSh4Ohw8B6HZOI8vhhgR0tGeN1ZHEJt+Ue86dXXsyg/Df+D14Nev207sRAgEAoFA0MqJOneBVb9+yAPaw7xiWsmGnJ7M+GkkE4NMMbLbz7HMfZwvPH+5vYu5C4PaDWJkh5EE2AcIn/fbiPSidObtnoeHtQcfD/wYa2Pr67Zvb9meb4d+y/uH3+e5Xc/xSegnDG4/uHmUvc2RZZmTGSdpa9SJ2aW/ctHaC4vRH4FaAxojmPQDfNsXgxUP8/GU9Yz46givrQpn8cN9muUzfaPge7ETIRAIBAJBKyY/IxnLXwYwT/6FbvZVtLe35pGKP/jC6Ss25s5ndcJyvKy9eaX3K6yasIr3Qt7Dy9qLZdHLmLZ+GnO2zuFA6gEyijNa+lIEzcA3p76hSq7i44Ef42rhWq8+PZx6sHDkQjrbdeaFXS9wJO2InrUUAKQXp5NRkoFDSjruqnRMx32oGBCXMHeAid9CxhkcD77LM8O8OZiQw9bI1vFZFkaEQCAQCAStFVkm59cpWMv5JI5ZgtETB2HWJk6GPMH/WSRjr66iLP5JLPIf4h6fe/Cw9mCsx1i+GvIVu6fs5oWeyoRw9pbZTFw5UUwOb3HicuNYGbeSKZ2m1NuAuISpgSlfD/kaVwtXnt/1PLmluXrSUnCJM9lnALgr/yCJtiGoOw65tlHHodDncTj8A/faRuPhYMZ7GyKpqNI2s7bXIowIgeBmR6uF4hzITYLy4pbWRiAQ6JCMo8vpUBLODo/n6NBrFADROdHMTtuMibEVP6WcY5XjOhYfTuaXfUlX9DUzMGNG5xksH7+cLwd/iaOpI7O3zGZhxEIKywtb4GoE+ubz459jpjFjtv/sRvW3Nrbm/wb+HwXlBbx36D0daye4msicSCQkulYUYjzs1bobDn0DbD3Q7Hqfl0Z2IiGziCVHkptP0ToQRoRAcDNTnAM/D4UPO8DngZR/5EvBrq+gqqKlNRMIBE1FltHueJ8kuQ09xj8OQJW2iud3PY+5gTm/TVqFV9/n8M3ewhPuKXy4MYpz2dcuJLhbuRPaLpTfR/9OUJsgPjr6EeNWjuNA6oHmviKBHonPi2dnyk5mdJ5xwziI6+Ft482cgDlsSNrA1rNbdaeg4BqisiNpV64lWdURZ98+dTfUGEHwXEg9zlCzOLq3t+b7XfFUtvBuhDAiBIKbleIc+H0C2rRwfjKcxosVD3OkxAXLHa9w9qMBFOTntLSGAoGgCZRHrKVNcQw7nWbSxsYcgF0pu0gqSOLFoBdxNHWE/s+AjTtPlf+IiaqKBevP1CnP0tCS74Z+x6JRi7AytOLxbY9z8MLB5rocgZ75M/JPDFWG3O1zd5NlPej/IL62vrx98G3h1qRHItJPElBezDnPqTduHDgVTO2Q9n/FnIGepOSWsD48Tf9KXgdhRAgENyNVFfDXPWgzo3ms6jl+Vd1Jv8nPYDxrDSs6/I+2xdEkfjaKE3EpLa2pQCBoDLJM0eZ3SNQ64T3sgcuH/4j8g7ZmbRnafqhywMAYRn2IJieWLzwOsSkinTOpBXWKlSSJro5dWThqIW6Wbjy5/UmOpR/T99UI9Ex+WT5r4tcwxmMMtsa2TZZnoDLg7X5vU1BewPuH39eBhoKryS7JJrMiH/cymQ4Dp924g6Ep9HoYYjYw1CEfDwczftgd36LpnIURIRDcjOz+P0g5zAfGT3NI1Y0ls/swoasLPdztmHT/06QM/pLOcgxFi6YSnix2JASCm47o9dgURPG36RSCvZwAiMmN4UjaEaZ0mnJl6kXvEeA5mP4Zi7Ez0vLx5ugbircysuLH4T/iaOrIAxsf4MMjH4raEjcx/8T8Q2lVKff53qczmT62Psz2n836xPXsP79fZ3IFCnHpJwDI1wbg2dahfp16PQQaY1QHv+aRAR6Eny9gX1y2HrW8PsKIEAhuNgpSYe9nxDmN4vvsQN6d5E87W9MrmnQYeB/FQz+gv3Sa3b+9QmpeSQspKxAIGkPZ9vdJ0jphFzztcj74JVFLMFIbcUfHO67t0O8pVMWZfNwphm1RGWw5k37DMexN7PlrzF/c5X0Xi84s4quTX+n6MgTNgCzL/B3zN73a9MLH1kensmf5z8Ld0p23D75NaWWpTmXf7pyJ2QCARfuJ9a/5YO6guDWdWsLEjgbYmxvx675EPWp5fYQRIRDcbOz5BFmuYm7aGAb5ODCyS5tam1n2e5gCz7E8XLmUdxauQqsVq4wCwU1BZjRGGaf5tWokw/2VNJ0F5QWsTVjLGI8xWBlZXdunw0Bw8mdg9lI6Opjy4caoeu0sWBpa8lqf15jgOYGfwn66nHJScPMQmRPJ+cLzjPMYp3PZhmpDXuvzGimFKfxw+gedy7+diUo9jlWVloDAUQ3rGPw4VJVjdPwX7g1qx/boDJJzWiYzozAiBIKbibKLcPIvwmxHEF1uy/xRvnWvYEgSlpM+RTYwZUrWVyw/cb72dgKBoHVxZjUACQ6DL+8yropbRUllCVN8ptTeR5Kg7xNIWdG86XuB2IxCdsZk1ms4SZJ4MehFbIxseGL7E+xK3qWTyxA0D9vObUMlqRjYbqBe5Ac5BzHOYxy/RfxG8sWWTyt6S6DVcq48HZtyE7p1sG9YX/uO4DMKjv7M1B4OqCSJJUfO6UfPGyCMCIHgZiJiJVQU8X9ZfRjt74xPG4vrtzd3RDPoRQaow9i4fiVFZZXNoqZAIGg8FeErOKr1ppd/58vHlkUvo6tDV3ztfOvu2OUOsGhLcMZinCyN+GlPQr3HtDS05KshX2FpaMmLu18ku6Tl/KwFDWP7ue10d+yuk4Dquni6x9NoVBo+Pfap3sa4nZBTT5BgIGGMK6aGmht3uJrgx6E4G+ekNfTzsmft6QstEtMkjAiB4Gbi5J9cNO/AnlIP7gtqX68uql6zqDC2Y0b5Er7dGa9nBQUCQZPIScAgM4INVb0uuyomFySTVJDEqA43cHtQG0DvR1Al7eY5/3L2xWUTkZpf76G72Hfhk9BPKKsq47Pjn4lA65uAcwXniMuLY3D7wXodx9HUkQe6PMCWs1s4mnZUr2PdDpyLXEGxSoWVde/GCXDrBw6+cGoxY/zbcDa7mIjrZGXTF8KIEAhuFrLi4NwB1qmH0M7WlD4edvXrZ2iGQcjTDFCHcXjPRuIyLupXT4FA0HiqXZkirELp6KjUhtifqmTG6efS78b9e8wEQ3Mmlq7A1FDNz3saFnTZwaoDMzrPYGXcSv534H/CkGjl7EjeAaB3IwJgZueZOJk68cmxT8T7oomcStgGQA+34MYJkCTwvwvOHWCEayUalcSaU6k61LB+CCNCILhZOPkHsqTm04xuTAh0QaWqZzYHgF6z0JrY85TmX15eHi5+AASCVkrVmVWc1noQ0MX/crzT/tT9uJi70N6iHruPJtYQOBXDqFXc39WS1adSSctvWFadZ7o/w4NdHuTf2H/5N/bfRlyFoLnYfm47nWw74WLuovexTDQmzAmcQ1hWmChS2BSKc4gvTUUlS4z26dZ4OV3uBMA6fjWhPo4sP3G+2StYCyNCILgZkGUI+5dU+76kyzaMCXBuWH9DM1T9nqAfpyg/e5gTGVX60VMgEDSeoizUqcfZXNWD/l5KsGWFtoLDaYcJbhtc/zSQPR+AqjJmWx5EK8v8tj+pQWpIksRT3Z+ib9u+vHfoPaJzblx3QtD8FJQXcDLzJANcBzTbmOM9x+No4shPYT8125i3HPHbOWNkgHGFPW62tWRaqy+2HcClJ4T9w909Xcm8WMaueiZT0BXCiBAIbgYyIiH/HBsquuNhb0anGwVU10avh5BN7XjZdAXLY8vFboRA0NpI3A3AIcmfnu42AIRnhVNYUUjftn3rL8epM7gGYRP5JyP8nFh8+Bwl5Q1bOFBJKt4LeQ9rI2vmbJ3Dm/vf5PV9rxORHdEgOQL9cTTtKFpZSx/nPs02pqHakBmdZ3A47TAnM04227i3EtqYjUQYGmFl5Nd0Yf6TIT2MQXY52Jsb8vfRlKbLbADCiBAIbgZiNwHwa4Y3wzo71X9FsiZG5kj9nyGo6gTuxac5nCgqWQsErYrE3RRLJqhdelzO2LI/dT8qSUVQm6CGyer5IGTH8aRnGvklFaw62fAUz7bGtnw37DusDK1Yl7COLWe38MDGB4jMjqRSq2R6i8iKYMvZLQAUVxRzofBCg8cRNI5DFw5hrDYm0CGwWced7D0ZKyMrfg77uVnHvSXQaklN2MFFtQo/++tkWqsvnSeBpMIgciWTurmwNTKdgvLmWyAURoRAcDMQs5l8az/Oa20Y7OPYeDlBs9FatedFg6X8fvCs7vQTCARNRpuwiwOVnejl6XD52P7U/XSx71J7gbnr0XkiGFvTKXU5ndpY8Nv+pEbtPna06ciKCSvYP3U/KyesxFhtzN1r72bCygkcSz/G7C2zeXHXiyTkJXDf+vuYtHoSmcXN61Jxu3LowiF6OPXAUG3YrOOaGphyn+997EzZSWp58wfz3tRknOFcVSEAvV11sBNh4QRtu0PCTib3bEelVuZAavOlchdGhEDQ2inOgeSDHDHoiYWxhh5uNo2XpTFC1edRAqQEYsKPEJ0mMjUJBK2CvGRUuQns03ahe/VnvLiimIisCHq3aUQaSAMT6HIHUvQGZgU5EpV2kUON3H2UJAkDtQFOZk78MuIXnuj2BFklWczcOJMKbQVVchVT100lKT+JsqoyPj/+eaPGEdSf/LJ84vPj6dmmZ4uMf2+nezHVmLIlf0uLjH/TknKEswbKLmOIeyfdyOwQAueP4W0tEdjOmj0pFc3mriyMCIGgtRO/HWQtf+b4MsDbAY26iR9b/7vQouJuw/383yYRMCkQtAqq4yH2azvT1dUagNNZp6mSq+ju1L1xMrvcBRXFTDA5jZWJAQsbGGBdG142XswOmM3vo35nftB8lo1dxpD2Q6iSq/ho4EdM95vOqvhVhGWGNXksQd2cyjwF0OyuTJewMrLiHp97OFZ8jOQCUcW63qQcIdbQDEk2wsWijW5kdhgA2ko4d5DJPVxJKZQJO1//+jBNQRgRAkFrJ2YTlca27Cpqx6CmuDJdwtyRXNuuTDXcz87I8xxNErERtxsZxRl8d+o7Xtz9Io9seYQ5W+bw1PaneG3fa4RniRTALULibgpU1lTY+mBjprinnEg/gYTU+Ili+2CwcMYwagVTgtqx+Uw6qXklOlHXx9aH+3zvw93KnQX9F7Bu0jqGuA3hkYBHsDex56W9L7E7ZbdOxhJcy6nMU6glNZ3tOt+4sZ6Y7jcdNWp+ifilxXS42ZCTDxOmMcdS7dy42MbaaNcHVAYQv41xgW0xUME/x5onwFoYEQJBa0aWIX47cZa90aJioLfDjfvUQCtrWZ+wnq9OfMWa+DWsTVjLsuhl7HTqhVl5BveYHedDsRtxW7Ht3DYmrprI1ye/JjwrnPyyfLJLs0ksSGRz0mamrpvKnWvuZO/5vWjl5s05ftsiy8iJuzgo+xHoZnv58ImME3S06YiFYSOysQGoVND5DojdwoyuVsiyzB96iIUyNTDFycwJADMDMxb0X0CltpKndzxNUUWRzscTKEaEt403pgamLaaDg6kDvc17sypuFVklWS2mx01DcQ5SdiwpGhWu5m66k2toCj6j4NQSrDRVBDqoWR92gSqt/heDNHofQSAQNJ6MSCjOYqumEwGuVjhYGNWrm1bW8u6hd1mfuJ6L5bXHPfzRvj0Dytby51l/DiVk07u+FbAFNy1fn/ya7059h5+dH++HvE8Hqw5XnM8vy2fr2a38cPoHHt36KL62vvww7Aesja1bRuHbhew4pIsX2FExmq7trAGo0lZxOus0Yz3GNk22/51w8GtcLmxjqK8viw+f48khHTE2UDdd7zro27Yv7/R7hwc2PcC+8/sY7j5cb2PdjlRpqwjLDGOc57iWVoXBloPZX7ifxVGLeaLbEy2tTuvm7H7KgUKDMvwcPHUru+eDELkaIlcT5GzL0ZNlHErIpm91vRl9IXYiBILWTNIeAJZldaBfPb8MZFnmvUPvsTR6Kf3a9uO9kPc4Ou0oKyesZPn45Wy9ayv32N6DlUVbfjEtx9L7bZ7c/SA/h/1MeVW5Pq9G0IIsj13Od6e+Y4LnBBaNWnSNAQGKn/Od3neyetJq3ur7FvF58czZOqdOQ1SgIxJ2Ako8RBcXJQtTUkESRRVF+Nv7N0122+5g0wFOL2VmX3dyiytYfUr/GXW6OnbFysiKnck79T7W7UZcXhzFlcUtFg9RE0cDR4a0H8JfkX+RXZLd0uq0bpL2EGtoBhJ0c+6oW9kdBoJ1ewj/l0AHNSYGataG6T/dsjAiBILWTOJuSs3bcU5rT+8OtjdsLssynx//nCXRS5jZeSYfDviQsR5jMVIb4WntSUebjjiZOdHfoj+/jf+XpZkXuaPCiosllXx2/DOmb5hOQXlBM1yYoDlZGbeSN/e/SbBzMG/2ffOGKSGN1EZM6jiJT0I/ITonmse2PiYMCX2SuIsCwzakSG3wc7YElCJzQNONCEmCbtMgaQ/BVtl4O5mz+PC5pmp8QzQqDQNdB7IzeSeF5YV6H+924lJQdVeHri2rSDVPdn+S0spSvjzxZUur0rpJ3MMe4/YAeNvo2IhQqcB7FCTsxIRyhvg6sjE8jcoq/bqkCiNCIGitaLWQtJdY0+6oJOqV2vWjox/xc/jPTPaezLM9nr1+4JaROX4B03kjNQz3jKl05HFicmN4ePPDJOQn6PBCBC1JbG4sbx14i97Ovfli8BdoVPX3Yh3YbiD/N/D/CM8K55Etj1BaWapHTW9TtFWQtJdTBgF0dLS47GYUlhWGmYEZ7lbuTR+j+wxQGSAd+42J3Vw4cS6P5Jzipsu9AVM7TeVixUUWRy3W+1i3E6cyT2FrbIurhWtLqwJAB6sOTPaZzKq4VWQUZ7S0Oq2TomzIiGCfZIOEpJvP9dX4jITKUmxyTzM2wJmconIOJOh3d0gYEQJBayU9DErz2FnuQxcXKyyMDa7b/EjaEX4/8zv3+NzDa31eq1/mh96PICHxVpt9nIxqx+u9PuB84Xkmr57MT2E/Xa5KK7g5kWWZN/e/iYWhBe+HvI+xxrjBMoa6DeWjgR8RlhXGG/vfEMHWuibtNJTksqm4E/4u/xWUi8iKoLNdZ1SSDn6mzR2VwMuwfxjXRQmAXtcMrg5d7Lsw0HUgv0X8JnYjdMjpzNMEOATU/h2fFg6bX4XVT8L2BXDhVLPoNN1vOlVyFUuiljTLeDcdZ/cCEKfRYGvUFiN1/eIbG4RbfzC0wD7rIKE+jpgZqll3Wr+f8xY1IiRJGilJUrQkSXGSJM2v5fx9kiSdrn7slySp5R0ABYLmojpv/N/ZHeje/vq7EFpZy3uH38PV3JXnej5X/9RxVq7QeSLds9dgIpdwIc2DlRNWMrDdQD4//jl3rb6L9Qnrm3olghZiR/IOTmed5qnuT2Fn0vjA+SFuQ3iy25OsT1zP+4ff16GGgkvxEJtKOuHvqhgR5VXlROVG0dleh+k7u9wBRRm0u3iCwHbWrGmGuAiARwMfpaC8gL+i/mqW8W51LpZfJKkg6Vo3t4oSWHQHfNcP+eB3VEWuQ97zEfw0DML+0bte7SzaMajdIJZGLxWuj7WRuIcKtQkFRkV4Wes4qPoSGkPwG49D5j6MKSe0kyNbI9P1mqWpxYwISZLUwNfAKMAPmCpJ0tU1wBOBgbIsBwBvAz80r5YCQQuSuIcyK0/OVVjRrb31dZvuTtlNbG4sj3V9DBONScPG6fM4qvKLPO9whL+PpmBrZMcnoZ/waeinqFVq5u+Zz67kXZRU6ia/vKB5kGWZb099i7ulO+M9xzdZ3kP+DzHNdxqLoxZz+MJhHWgoACBhJxctvcnE+nJQdXRONJXayqbHQ9Sk43AwMIXw5YwLcCYitYDELP2nX+1s35mBrgNZdGaR2NnUAVE5UQD42vr+d1CWYcUjyPHbWec4m16lX+GZ+wXBFd8RIXnBv7Ng29tQpd/Xf07gHArKC/j9zO96HeemJGkvcWb+SIbZdHHQcTxETQKnoKkqgah1DPdzIquwnBPncvU2XEvuRAQBcbIsJ8iyXA4sASbUbCDL8n5Zli9d/UGgdTgACgT6pqoSzu7nrFUPALq1u/5OxG8Rv9HWrC0jO4xs+FiuPaBdHyZr15OYVcj2KMWndajbUBaNWoSbpRtzt89l3IpxFFfo349aoBuOpB0hKieKB7o80KA4iLqQJImnuj+Fi7kL7x56lwpthQ60vM2pKIGzB4g264FaJf0XVJ2tBFV3seuiu7EMzcB3HIT/y9hOSt2Jtc20GzHeczx5ZXmEZYkq1k3lshFhV8OIOPITnFnF1+rpPH1+EBP6BvDBnf6M7ePPfLO3WVY5EPZ8BMsfVgwOPeFr58twt+EsjFhIamHzvLduCgozITOSzZIbkqTFy8ZLf2O59afM0A4iVjCokyMGaonNZ9L1NlxLGhEuQM1a6SnVx+piFrBBrxoJBK2FCyeh/CKHtJ2xNTOknW3duwtJ+UkcSz/GZJ/JGKiuHzdRJ93uw7zoHEMsU/lp739B1aYGpvw4/Eee6PYE6cXpLDyzsHHyBc3OoshF2BrbMsbaT3FnCPsHzu6H0sZn3zLWGPNirxeJz49ncaQIlm0y5w5CVRm7KjvT0dH8clB1eFY4dsZ2tDFro9vxej0MZQW0SVpFL3cb1pxunolen7Z9UEtq9qTsaZbxbmUisyNxMHHA3qQ65XdaOPKmVzik6cn3lWNY/mg/Xhvrxz292vPqWD/+nhvKJq/X+LjiLohYrnfXpud7Pg8g3B5rUp2qfWO5Yrx7WunJnQlApSLbrifE78BSoyXY055NEWnIejIeW7LYXG1O27VepSRJg1CMiP51CpOk2cBsAAcHB3bu3KkDFQW6oLCwUNyPBtL+7D94AIsvtKGdaRW7du2qs+3q3NWoUOGQ7sDO7J31kn/1PdFU2NBXUjPdaDczE1xYtn47jqb/rTF4402gaSDfnvyWqIQoxluPRy3pr1jV7YguPyc5lTnsOr+LKRXWGH3d+4pzZYY2hHd5hYuWjdtSl2QJP2M/vjz2JVYXrLDSWN24002Kvr+7POJ/x1XSsDS9LT4OJZfHOpx6GGeN83U/941Clulh7oG8+1u87d/nz6Ry/lq7nbbm+l9PdDd0Z0P0BgIKAhotQ/yWwNHUozhoquc4skzPo09TqTXh8ZJZPNLTgOy4E+yMu7LPfW4yv+bfydHs0wSufJxTZ/MptNDNanht92S4+XBWJa/iy/Vf4m+qQ5e8m5SOMctwVBmToNZiiETyqWTSVfrbHTA160LbC5s4tfpb3DWd2Z1dzl9rd+BiofvPeUsaESlAuxrPXYFrlkUkSQoAfgJGybJcZ64qWZZ/oDpmwsfHRw4NDdWpsoLGs3PnTsT9aCC/f0aVgx+RKRY809eT0NDaJ3yV2kre+uctQlxDmDBkQq1taqPWe5IxlJALx9BId5Nq6Mrdod5XnO5Z3pNPjn3C3zF/U2RWxDdDvrlhvQFB/dHl5+SrE1/BeZmZaeHQ9wkIvBckFeQmYrT+BXqcmAf9noLBr4Kq4cagR4EHk1ZN4pDRId4NeVcnOrdG9P7dFf0GZW17khFvzNyePoQGu1NSWUL6n+lM8ptEaFc9jK2ZBtve4ukpXvwVdYZM43bcW8f3iy6JD4vns+Of0alXp0bvsNzuvyWllaVk/JXBON9xhHYLhYRdsCuJ58rncOfAbswd5Vtn317BFUz5pIRfKubRI+ErpEf3g6Fpk3Wq7Z700/YjYk0Ea4rXMGvYLEwNmj7OTU34C2Q49EKqzMLJpC3DB+u3gvvubWWQZEygSRpths7h9zPbyDFtx316+Jy3pDvTEaCjJEkdJEkyBKYAq2s2kCSpPbAcmC7LckwL6HhrUVEC+SlKXnJB66WiBM4dIN2uN7IMXdtZ19l07/m9ZJZkMqnjpKaP230G6sJU5raN5Z9jKddkdDA3NOf14Nd5q+9bHLpwiDf3vyliJFohFdoKlocvpH9xCU59nmVj28eZs7mEJ7aVsOxiFyLHr4XAqbD3E/jnAaUeSQNxs3RjZueZrElYw/H043q4ituA4hy4cIpzVkEAl4Oq4/PikZHxtvG+Xu/G02ksAA6p2+jlZsvKk+f15upQkyHthwCw7dw2vY91qxKbG0uVXHU5qFo++gsFkgXHLQbx9JDrv18sjA144c4Qni6bjZSbCDvf05ueBioDXuvzGheKLvDd6e/0Nk59qdJWkZifSEJeC9Q/KrgAWTFEGAWiNsrA21aP8RDVaNVG4B4CsZtwsjSme3trNkak6WWsFjMiZFmuBOYCm4BIYJksyxGSJM2RJGlOdbPXATvgG0mSTkqSdLSF1L25qaqEPR/Dx53g086woA38Okbxj9ZztgZBIzi7DypLOWrQHYDA6xgRK+NWYmtsywDXAU0f13skWLoyTb2FlNwSNtfxpTOp4yQeDXyUNQlruGftPZRXlTd9bIHO2L3zDTK1pUyw6cHo0yHM+eM4x87lsjM6gxf/Oc3onyJ413AuFYPfhDOrlO+GRvCQ/0O0MWvDu4fepUosTDScxF2AzGFVwBVB1bG5sQD6MyLsvcHWE6LWcU+vdiRmFXEgXr8FqQDcrdzxsvYSRkQTiMyJBKqDqouykCPXsqyiP3OHd8HE8MY7iqE+jjh3Hc7SqkHIB76C1BN607W7U3fu6HgHiyIWXX5PNxcXyy+y7/w+3tz/JgOWDCB4cTDjV45nwqoJPL3jaY6kHWk+ZaLWArChwh+VYSYdbfQYD1ET7xGQkwBZcYz2V7Kxnc3WfTa2Fq0TIcvyelmWvWVZ9pRleUH1se9kWf6u+v+HZFm2kWW5a/WjZ0vqe1NSUQp/3gXb3oL2wTD6I+j9CGRGwa+j4MvuSnEaQeshditojNlQ4ImHgxlWJrUHS5dWlrLv/D5GuI9ofEB1TdQa6HYfdhkH6Wpbzo976l61eazrY3w08COSCpJYl7Cu6WMLdEN+Cv/E/EMbNHyY8hApeSV8c193DswfzKGXh7D9uYFMDWrPD7sTmHSyB2W+d8GOd5TsLg3E1MCU53o+R3RuNKvjV9+4g+BKEnaCkSVb812vCKqOyY3BRGOiv2rEkgSdxkDiHsZ4K98vfx0+p5+xrmJI+yEcSz9GTmlOs4x3qxGZE4mloSVtzdpC2D+o5Eq2Gg9jbKBzvWW8PtaPbw0fIAdr5NVPQJX+sqw90/0ZzA3Nefvg281SpHL/+f3cufpO+i3ux5ytc1gTv4a+Ln25s+OdvNPvHR7v+jgHUg/w4KYH+fH0j3rXB4Azq5DtvdmaWwFSFV7W+t+JAJSUzgAxGxnZRXEf3BCu+90IUbH6VqayHJbNgIQdMO4LuHcJBD0Mw9+BJ4/DHT8pXyA/D4fItS2treAScVuR3ftz5HzxdV2ZDl04RGlVKaGuobob23c8EjLPtY/j+Lk84jLqrjI73G04vra+fHXyK3Ym79SdDoJGU7TlNQ4aG2JY2YdzuRX8MrMXo/2d0ahVmBpq8HAw591J/vw4oycxGUXcnXYflV4jYP2LkNzw1bkRbiMIsA/gqxNfiToiDUGWIX4Hsnt/TqcWXlGpOiY3Bi9rL91Uqq6LTmNAW4Fx0jZGdWnDruhMKqr0P8kb0n4IWlnLrmQdB4zfJkRlR+Fr64skSZQf/4MwrTtBvUMw0tQ/rsna1JBnx/fi5bL7kdLC4MBXetPX2tia53s+z4mME/wd/bfexqmoquDnsJ95fNvjVGgreLTro/ww7Ad2T9nN+yHvMy9oHhO8JjAncA677tnFGI8xfHHiC34Ka/jiSYMoyoKz+yjyHE2BVjHUfWx99DvmJWzcwKETxG7C1caUQFcrNuihSr0wIm5VZBlWz4XYTTD2Uy543c2GsAtsikhje1Q6GRVGEDAZZu8Ax06wbHqzVLUU3IDcJMiOJa/tQLIKy+l2HSNiZ8pOTDWm9Gyjww06p85g60FQyV7UKonlx1PqbCpJEq/0eQVTjSlPbH9CTAxamvQIDiZspFKSiDrvyzsTu9Dbo/Yq1cP8nPh+Wg/C0kp4puJRZCsXWDFb2blsAJIk8VzP58goyeD3CFFgqt6kh0PeWfJcQskuKr9cqVqWZWJyY/TnynQJ115g5gDR6xng7cDFskpOJefpd0ygk20nXMxd2Hpuq97H0jdnC87y9cmvGbN8DLM2zeLRrY+yP3W/3sar0FYQkxtDJ9tOkB6BYUYY/1YNYHKPhu9YjQtwptBjJLvpjnbfF0ocnp4Y7zmeYOdgPj72MdE50TqXH5cbx11r7uKz458xwHUAf47+k0cDHyW4bTBmBmbXtDfWGLOg3wJGdxjN58c/55fwX3Su02Wi1oGs5Yx1KGrjVDSSIR2sOuhvvKvxHnE5rfcof2dOpeSTkqvbOEZhRNyqHF8Ip5fCoFc4bDeRUZ/v4dE/j/PIomM8+NtR+r+/g7fWnCFbsoH710D7vkohmvB/W1rz25s4xV/4hKFSZK5rHUXmZFlmd/Ju+rn0022GJEmCLndidHYXd7qX8+/xFMor616hDHQI5O9xf+Nr68tLe17iXEHzuEUIamHXB+wyN4cqI+7q3J97erW/bvNBnRx5c3xn1kQXs9jpecV/dt/nDR62u1N3hrQfwi/hv5BVktVY7W8vwv4BlYbjZiHAf0HVWSVZ5JXl0dFGz9mSVGolBip2C/3cLVFJsDsmU79johidg9oN4mDqwZs6lmpF7ArGrRjHd6e+w9ncmeKKYmJzY3l066N6c+9MzE+kXFtOJ7tOyCf/ohI1qa5jaGfb8MxHkiQxf6Qv35SPRlWSA2H62yWQJIkF/RdgYWDB0zue1umOZV5pHnO3z6WgvICvBn/F54M/x8LQ4ob91Co1C/ovYJT7KD499im7U3brTKcrOLMKbNw5VOSCyigVL2tP3bge15eOI0BbCQk7GHXJpSlMty5Nwoi4FSm7CFv/B+4hbLS9j2k/HcLWzJBljwSz9on+/DMnmEndXPhtfyIDPtzBdwfSkO9dqsRMrJgDaaKqaIsRtxWs3diXa42RRkUn59q/EM/knCGjJEM3AdVX03MWqDQ8Zb6N9IKy6+5GgLKy8+mgT1GpVNyx+g7GLB8jfJ6bm/zzyJFr2GZigbbEhxdGdK5XtxnB7kzr056XT9mT7TZGydiUk9jg4Z/u/jTlVeV8e/LbBve97dBqIXw5eAziRJa6eYOqa9JpLJQVYJV+kMB21uyObR4DsKtjV8q15cTmNW+wra5YEbuCN/a/QR/nPmy5aws/Df+JxWMXs3riaro5duO1fa+xMWmjzseNzFaCqv1sOlF1ahnbq7oyqIdfo+X5u1ph6RNKFO5od38MlWW6UvUaHEwdeC/kPVIKU3QWi5BWlMYDmx4gsziTzwd9zsB2AxvUX6PSsKD/AjytPFlwcIHuMw0W5yjJE3zHE55agIHpBfzs607Bqxfa9QZjK4jZjJudGX7Olmw+I4wIwY049B2U5BDf9UWeWnqaLi6WLH+0L0EdbOniYkVPd1s+uCuAzc8MINjTnvc3RPHmxiS0k38HE1v49yG9bm8K6qA0H+K3g/cITqbk08XFCgN17R/R3cm7kZAIcQnRvR6WztDlTtomLSfIxYgfdt84LZ6LuQtfD/ma0R1Gc6HoAq/sfYWC8sZXRhY0kOMLOWOgoUBVwQDXAdibG9W768ujfWlna8KczDuQJTWsf0Fxh2wA7lbu3OV9F//G/kvyxeSGan97kXIY8s+B/12Enc+/JqgaoKO1/us24DEQDEwhah0DOjpwOiWPvGL97w50tlMM3IisCL2PpWv2nt/LG/vfILhtMF8M/uKKehemBqZ8FvoZPjY+vLDrBVbGrdTp2FE5UZhoTHArykNTnMEGbW+G+Do2SeaDIR68Uz4VVV4SHPxGN4rWQZBzEGM9xvJj2I8sOrOoSbJOZ55m2vpppBWl8e3QbwlwaFwBQwO1Aa8Fv0ZqUSrfn/6+STpdw/GFyi5AwD2EZ5xDVhXhY9NM8RCXUGvAcwjEbgatlqF+Thw7m0t2oe4MRmFE3GpUlsGh76nwGMrMzZXYmBryw4yeWJte6/Li5WjBjzN68FD/Diw8cJZXNqciT/xWydy0+bUWUP42J2IlVJZS2eVuws/nXzeoenfKbvwd/LEzqd3nvcl0n45UXsgTzlEkZBWRnHPjVZpAh0De6vcWL/R6gX3n9zFuxTgOXjioH/0E/yHLcPIv/rH0BFli/sCJDepuaqjh/TsCOJJjwta2syFui/ID2EAeDngYjUrDD6d/aHDf24qwf0BjjOwzmvDz+VcEVcfmxeJo4oi1sbX+9TAwAa8hEL2BAR1t0cqwL07/qV5dzF2wNrImIvvmMiLSi9J5ec/LeNl48dmgzzDWGF/TxtrYmkWjF+Fv7893p76jQqu7zEdnss/gbeONOn47WiRynENwtLhWh4bQu4Mt2U79OKLpjnzgG71magJ4I/gNhrYfyodHPuSjIx81OGNTRVUFHx/9mGnrpyEj89vI3whyDmqSTj2cejDJaxK/R/yuu1S0VRVw6AfoMJB8Kx/SSpXdXV+7Zt6JACUuoigDLpxkmK8TWhl2ROvOdVEYEbcaESugKJPvykaQnl/Gt9O6X3dVUpIkXhnjy9xBXiw5fpqXo4vI6z0bjvwI0brfkhXUgSwrEzd7byKljpRVaus0IooqijiTc4Y+zn30p0/7vmDdnu55mwDYH19/V4epnaaydOxSbIxseHTLo5zKPKUvLQUAqcchP5ktGgPsDT1xs3ZqsIh+Xvbc07Mdj8X2pNiln7KIUNwwlzRHU0cme09mTfwaERtTF5Vlyne090hSSw2uCKoGZSeio20z7EJcwmcMXEwlUJ2EhbGm2eIiOtt1vql2Iqq0VczbM4/SqlI+HvgxJhqTOttqVBoeCXiE84XnWZ+wXifja2Ut0bnRdLLtRHnkRk5pPenTpemr2pIk8UA/d74pHoJUlAHRutG3Low1xnw08COm+Exh4ZmFzN8zn4p6Gi77zu9j7Iqx/BbxG3f73M2qCat0lunomR5KKtq3Drylm1S0R36Ci6nQ90nOpBagNjoPNJOb4tV4DQUkiNlEFxdLnCyN2BGVoTPxwoi41Tj8I6XWXnwc35ZHQz3p1r72wFxQvpgWRy1myropLM2ahnnHD1ib9TIDMjYxyc2dF3c+w46YlZwtONuMF3CbcvJPOH8Mgh/nZEoeUHel6hMZJ9DKWno49dCfPioVBE7FNGUPfmaFDS5G5Wvny8JRC3Eyc+LZnc+SkJdAUUURaUX6qZp5W3NmNYUqA/KNCwht36/RYuaN6oSZsSGvl09HLrvYqCJ0D3Z5EI1Ko3vXgFuFE39AcRb0uJ+wlHzgv6DqCm0F8XnxeFs340TDewRIajQxGwj1cWRjRBrF5fovQNrZvjNxeXEUVei++JU+WB2/mmPpx3il9yv1yq4zwHUAvra+/BT2k04KMSZfTKaooghf83YYpB1nZ1Ugw/wavlhQG+MD2xJm3JMctSMc1n/tBLVKzcu9X+bp7k+zIXEDMzfNZMvZLZeNiXMF5zh04dDlKurFFcV8e/JbHt/2OKYGpnw/9Hte7fMq5obmOtPJxtiG53o+x8nMk6yIXdE0YYUZSjVwj0HgNYSI1HxUxhdwMWtXa7YovWNmr8RGRK1FkiT6edpzMCFbZ1XqhRFxK5EeAeePskwegp2ZEQ8P8Kiz6dmCs8zaNIt3D72LWlJzV8e7eLHnfNpXzKUieygOdoHsM1Dx5IHXmLhyIn9F/kVeaV7zXcvtRG4SbHxZWf3vNoMTyXnYmxvialP7atex9GNoJA1dHbrqV6/AKUjIzLE5wu7YLEorGvZjaGVkxeeDPqdSW8mEVRMI/iuY0ctHi1VqXSLLyGdWsdzEByQtg917N1qUrZkhL4zw4Z9kS865TVJiq9IbtlrsYOrAZO/JrEtYJ+7z1ZQVwp5PwDUIPAYRfj7/iqDqcwXnqNBW6D8zU01MbcGtL0StY3ofN/JLKlh5IlXvw/Zw7EGVXMWpjNa/S1leVc53p76js11nxnuOr1cfSZKYHTCbpIIkNiVtarIOlytVF+YhIRNtGYyXo24m0cYGau7q5c73ZcMgaQ+kHNOJ3OshSRKz/Gfxfsj7pBel8+zOZwn6M4i+i/sybuU4Htr8EPesvYdndz7LqOWj+ObUNwxpP4RFoxbR16WvXnSa4DmBnk49+eTYJ2SXNNKtT5Zh9RNKquxRH4AkEZFagKFpGp2bO6i6Jn4TlLTS2fH08bAju6ic2OvUgGoIwoi4lTj+O1qVAZ+md2PuYC/MjTS1Nvs94ncmrJxAVE4Ub/V9iz9H/8m8oHlM73wfP02egZQ3nIrsuWz2fZRFqWn0MGnDe4ffY/SK0SQXiKBJnVJZDn8/oPw/6VtQqTiZnEfXdtZIklRrl6NpR/Gz98PUoOGp/RqErQe0D2ZYxXZyisr461DDJ4U+tj4sGbOEJ7s9yeyA2agklVil1iXp4Ui5iaxU2yOhoqtj1yaJm9KrPQGuVsxOHY9sbAVrn21wkPUs/1kYqAzEfb6adc8pLg7D3gJJqjOoutldHjqNgcxIelnm4udsyZIj+jf+Ah0DUUtqjqYf1ftYTeXrk1+TWpTKk92frPM7uTYGtx+Ml7UXP4b92GQXmajsKDSSBvezJ8iSLWnXObhJ8q5mSq92/FE5mFKNpZKhrZkY4zGGTXdu4ushXzOzy0zGeYxjdsBsXgp6CUO1IXF5cQTYB/DH6D/4OPRjne4+XI0kSbzW5zWKK4v5+GjDd2EBJUV2zEYY9j9wUFytwlLTkDVZSn2PlsJ3nPL3zCqCPZU4yoMJuol/EkbErUJFKZxawgGjvphaO3Fv79pzxB9JO8LHxz4mxCWENZPWMKnjpCu+GJ2tTHh+uA87ojP5o2wkXduH8n3UMX4JegMJibnb53Iy42QzXdRtwNY3FZ/2CV+BjTsXSytIyCwi0NW61uYllSWEZ4fr15WpJoFTMcmPZ5prFt/vjkerbfgWqLO5Mw8HPMzcbnO52+du1iasJbVQ/6udtwVnVqNFRbyJFi/rjvXKkX491CqJ+aM6EX3RkIPtHobkg3DuQINk2JvYX77PSflJTdLnluHkYji9BAbOA7dgZFm+Nqg6NxaNpGneYlQAPqMBkKLXM6pLG8LO5+s0e0ttmBmY4Wvry7F0/a96N4XwrHB+Df+VOzveSd+2DVsBV0kqZgfMJi4vju3ntjdJj8icSKXGQPx2dmq70q9j07IyXY27vRkBHq4sYQRErYWMKJ3Kvx5qlZoBrgN4qvtTvNT7JR7v+jj3+t7LH6P/YPXE1Xw55EsCHQKbRRcPaw8e6PwAaxLWcCTtSMM6h/2j/J53ngS95wBQWlHF2SLltexsX7+023rBuh04d4XYzbjamOBibcIeHaV0FkbErULkaijN4+v8fkzp1Q4jjfqaJskXk3lu53O0s2jH+wPex97EvlZRD/RzZ4y/Mx9ujiGi17uojS3ptfNTPur/HgXlBczcOJPNSZv1fUW3Pqf/hoNfQ9Aj4Kdsk4efV9Ki1gy2vKJL5mkqtZX0dNJhlerr0XkiaIx50PwA6QVlhJ3Pb5K46b7TAVgavVQHygnkM6s4IvmCaSq9nXvpRGZfT3v6etrxfJw/sokd7PuiwTIe6PIAhipDkakJIGYzrH0G3PrDgBcASM0vrTWo2t3KXbfFI+uDjRs4+UPUevp3tEeWYV8DY6AaQw+nHoRlhek0g5EukWWZT459go2xDS/0eqFRMoa7DaedRTt+jfi1SXpE5UTRycgeg/J8dmm70cvdttHy6mJKUDs+LxxCldoE9n2mc/mtiooSpbDrhvmwdDosukOprbX+BWaXgIuRLe/ue4OKytL6yYtYCctnK66BE75RirYCEakFSCYJqFDp3/34RngNgeTDSGUXGdzJkb2NcFGuDWFE3Cqc+IN8YxcOaP2Y2M3lmtMVVRU8t/M5quQqvhr81XUDfCRJ4t07/HG0MOLJNecpH/MFpIcTHLOLNRPXEOAQwLzd89h2dps+r+jWJvUErJ4Lbv1g+DuXD4edzwO4YoWyJsfSj6GSVHRz7NYcWiqFajqNxT1tI8ZSBdsi05skztncmcHtBvNv7L+6L+5zu5ERhZQVze8qb7SU092pu85EPzfcm/NFEkcd74SYDZAZ3aD+9ib23ONzD+sS15GY3/DidbcM8dthyVRw8IbJvyqVouGaoGpQdiKaNR6iJp1GQ/JBAmwqsTTWsDdW/1mafO18qdBWtNr3x47kHRxJO8IjAY80OiBWrVIzzXcapzNPN3oHP704nZzSHHxLiqhCRa5zP8zqcFVuCiM6t0E2tWOXxWg4vQxyb8GEKlWVsOtDeK8d/HGHkhExMwouXlDcuE7+hfGW13jhXDRxhcks/TYQVjyq9Ena918K3MoyJXYkaR/s/wr+nQWuveDeZWD4n5vxiXO5qE0T8bZpBvfjG+E5GOQqSNrDMD8nSiqqGpR1sS6EEXErUJgBSXtYK/ejl7s97WyvfbP+GPYjkTmRvNPvHdyt3G8o0srEgA/vCiA+s4gPEtwhcCrs+wzzi+l8M+QbOtt35vndz3Mi44Tur+dWp7RAWf0wc4DJC0Hz38rj6ZR8XKxNsKsjLe+x9GP42Pg02W2lQXSdiqo0j4edYtka2fTUcDO7zCS/LJ+FZxpei0BQg8jVAOw3Ut4L3R11Z0T0cLMl1MeBeeeCkDXGsP/LBst4oMsDGKmNbt/YiLhtyufcoRPcvwbM/3NBuTqo+mL5RVKLUlsmBSQocRGyFnXcJkK8HdgWmUFllQ5SXV6HS9candMwA7U5KKks4YPDH+Bl7cVkn8lNkjXRayKmGlOWxy5vVP+oHMUdxjsthqNabwI7ujVJn7owNlBzZ3dX3sgchCypGvWZb9Uk7oYvu8GOBUqMwNSl8GIizD0Cjx2AVzPh5fPwfCyDJ/9NPwtPvrY0ISt+M+x4F34brRgf77WDd9vCT4OVY5tfUSbo9/0NRlfGbBw7l4HGJJngtrrZJW4SrkFgYAbx2+ntYYu5kYYtZ5r+ey6MiFuBM6tA1vJbQU/GBDhfc7qwvJBFZxYxzG0Yg9oPqrfYkI4OTOvTnl/2JRIb+DyoDWH7O5gbmvP1kK9pa9aWp3c8zYXCC7q8mlufLa9BwXm461cwd7jiVNj5fALqcGWq0lYRlhXWbP6hl/EYBBbO3KXZzZkLBcRnNi2rQ6BDIMPchvFr+K/klzXNPeq2JnINUQa+GNpl427prvPCg4+FepFQYkp020lwajFkNawQk52JHVN8prAhccPNlyZalqEwA6lmes7yohsX4yovVlZx1z0Pf94FNu5w3z/Kjl4Nrg6qvlTkqsWMiDYBYNUOzqxiXEBbsovK9e7S5G7ljoHKQHcFvnTIyriVpBal8lLQSxioDJoky9TAlKFuQ9lydgul9XWPqUFkdiQSEn7p0eyqCiDYo3Y3ZF0wNagdyVW2xDiOVNKOl+Tqbaxm5cxqWDQJNMaK8XDXL+AzEgxqFOu7tJhn7ojUIYR5Qz6lVCXxWZ+pMP8c3L0Iej4IXe+Dvk8qz2esggc3KzKNLa8Z9nj6CZCq6NmmmdyPr4fGEDqEQPx2jDRqgj3txE6EoJozq8g29SAOV0Z1aXPN6X9j/6WwopBZXWY1WPTzw32wMNLwzs4cCH4cIpZD6gmsjKz4csiXlFeV88T2J4RrSn058Scc+w2C50K7K1cn8osrOJtdXGc8REJ+AiWVJQQ4BDSDojVQqSHgbtrn7MdBymfF8fNNFvlIwCOUVJawMm5l0/W7HSnMgLTTrCrxR2t4Vi/ubb3cbQhsZ83LWSORNSaw5Y0Gy5jReQYGKgN+Cf9F5/rpFFmGhF1KquVfx8D7bvBRR0L23A1f94aveimrj2/bw/vt4cseSralIz/Dn5OVx+8T4WMfWP6wUmwq8F54cCNYOl81VO1B1dCCRoQkQdd7IXYzg63TsDDWsOpE0z/n18NAZYCXtRfRua1rJ0Ira/kr8i/87f3p1aYeK8j5KRC+HFY9rhRpzIy5pslYj7EUVhSyK2VXg/WJzInEzdgeU1nmhORHD7e6az81FS9HC3q62fB/+UOgohiO3QK7xfHbFXejtt1h1hbFeKhHlq0OVh2Y4TeDVfGrOFmQoMQtjnwXRr0PQ99QnnuEQvveSl2lq0gvKCWPcFRomi+G8UZ4DoacBMhJpK+nHWezi0nJbdrcTRgRNzsleXB2P5urutPL3RZHS+MrTldoK1h0ZhG92vRqVHYAa1NDnhjckV0xmRxocx+Y2CoZCGQZDysPPhzwIbF5sby671WdFS+5JZFl2PuZEgfRYSAMef2aJqer4yHqyswUnhUOQBf7LnpS8joETkXSVvKU0ylWnjzf5HvtY+tDN8duLI1eqpsKobcb8TsA2K7yoFRboJf3hCRJ3B/sxvEcA5I7zYLodbVOkK6HvYk9k7wmsTpudevN1JQZDb+PVx5Hf4bKUvC/E0a+T4rreLDzAntvCH0JQl+GgCnK8xN/wLpnISMSCtOhNE/Jxz5zHbySBhO/BqNr3Q7PZheTXVROYI1ikjG5MVgYWOBkqpsCYo2iz2NgZIXh/k8Y0bkNWyLTqWgGl6bW5s60K3kXSQVJ3Od7341Tup5aCp/5wz8PQOQapbbKN32UVJ81viOD2gThYOLA2oS1DdYnMicSXwypQIPKtTsmhtcmTdElU4LaszXXkfw2wXD4hxvvvrVm0sJhyTSw6wj3LQMT6wZ1fyTgERxNHHn30LsNLhp44lwearMYfKz9Wz4e4hKeg5W/CTvo66nsaDW0kOzVCCPiZid+O8hV/FPQmTH+17oybUzcSHpxOjM7z2z0EDP6uuFqY8LbW1LQDngBEnZCjFJAJ8Q1hCe7PcmWs1vYmLSx0WPcNFRVKm4NJXm158+XZbiYfuUXb0YULJ0GW98A3/EwdTGor90iP30p2LJt7TsRYVlhWBhY4GapH5/Y6+LoC85dGaPdSUpuSZOzNAHc2+leki8ms+2cCNBvMPHbuKi2JtNSCbDUV/rA0f7OWJkY8HXhAMWd8XDDsy09EvgIRhoj/u/o/7W+hYbw5fBtP7hwCkZ/pPhIP7wNxn4KfR4lwfN+mPKn8gidD6HzYPSHymd43ll4/Ag8eRIe2Q2zdyqpmt37X+kmcRWHk3IACOrwX4ad2DwlqLohdQh0jok1dLkD4ncwtJM9F0srOVKtq77ws/MjuzS71bjEyrLMt6e+xdXclRHuI67XELYvgBWPKPf7oW3wQgI8Gwm+Y2HL64ohUY1apWZ0h9HsTdlLbmn9XYTySvNIK0rD52IuJ7We9PC41tNA14zxd8bCWMPfmnGK223kGr2PqRdkGTbMUz6L05eDScN3cEwNTHm+1/NE5kTyb+y/Deq7LyketXEaQ9wHNHhcvWHnpbgtxm3D28kcOzNDYUTc9sRsokRjxUk6XuPKJMsyCyMW4mnlSX+X/o0ewkij5pmh3py5UMAOi/Fg7wObXlIm1MDMzjPxs/PjwyMfcrH8YpMup1VRVam4Hn0WAO84wf9s4G07xa3hAzfl8a4LfNpFafOhJyxoAx97w/95wb8PKX6Y3/RWjL2h/4PJv4Fh7Zk+wlLycbczxcq0dh/c8Kxw/Oz9UEkt9LENnIpNQRSd1ClsCE9rsrhhbsNwt3Tnu1Pftb7JZWtGq0WO38Geqi64OOdgoDLA21o/bjDGBmru6uHK8ugySjvdoay+X2zYvbc3sefRwEfZnbJbJ9V7dUbCruqsKj1h7jEIeviKzCo3xMBYybqkblimnCOJOdiYGuDloARhyrLcspmZauLWD8oKGGiZjqFaxTYdJFK4Hpfc8I5nHNfrOPVl67mtROZEMjtgNhrVde7r0Z9h94dKwpGpS5X3kFoDZvZw12/gNxG2vQXnDl7uMtZzLJVyZYPSo1+uVJ19jsNaH7q1158r0yVMDNWM8Xfm83Md0Np0gIPf6n1MvXB6KZzdq+wgWjTe+BrpPpKeTj354sQX5JXm1bvf/jRlcWy4+5BGj61zJAk6Dof4HUhV5fTxtGN/fHaTfn+FEXEzo62CuC0cVHWlu5vdNa5MBy4cIDo3mvs739/kief4rm1xsTbh691nkQe/ovjVxSg7D2qVmteDXyenNIcvT9wiGR1yEuCHgbDmKTB3gqDZEPIcDHpVMQaGvwOd74Bu05Tc0O37KD6SQQ/DiPeUAk7x2yHvnFJg6ulw6P90nb6YsixzMjkP/zpcmSqqKojNi8XPzk9/13wjutwBkoo5tifYGJ7W5Im/WqVmlv8sYnJjGl7Y53YmPRypKINt5V2QjJLxsfHBoJadLV0xNag9FVUy/5hNAW0F7P6/Bsu4z/c+/O39WXBoAdkl+q9BcEPyz8PKR5Wq7Pf9c02CA31yJCmHnu62qFTKd8H5wvMUVhTiY+vTbDrUiZtSCdnkwmH6eNqxPUq/RkRHm46YGZi1iix/ZVVlfHz0Y7ysvRjnOa7uhnnJsPl1JeHExG+uNTxVKhj/hVLg658HoVjZzfGx8cHL2qtBLk2XjAi/slL2aztf4QKnT0Z2acPFcplY9/sg5TCktP7K4leQtA9WzYX2faHHzCaJkiSJl3q/RGF5Yb3nNxVVWtKr9mGj9mz+4pE3wnsEVBTB2X309bQjraCUxKyiRosTRsTNzPnjUJzNikJ/Qn2urWC5OGoxdsZ2jPEY0+ShDNQq5gz04Pi5PA4Z9gFL1ytcGzrbdWaKzxSWRC1hf+r+Jo/Xopw/Bj8NU7Zy7/4dZm2G4W/D4Fdh4AuKMdD3CRj3GYz6AO74QXmM/VQxLoIfg0nfwosJ8MQxGPQymF0/c05iVhFpBaX0ruHiUJOE/AQqtZV0sumk++utL+aO4BHK0MpdnM26SHR603edRrqPxMLQgn9i/9GBgrcJ8Ur1213aLqSXxem9EqqXozm9O9jyQzjIXafB8d8bvBuhUWl4p987FFcUs+DQAj1pWk8youC7fopL4h0/XJOWUa9DXywlKbuYoBrFwi4FFvvYtAIjwsoVrNrD2X0M9XUkMauoydnYrodGpSHQIbBVGBELIxZyvvA884LmXX8XYstrSr79cZ/XHaBrbKXsOhemK26sKJPRMR5jOJl5kuSLyfXSKSo7Cme1CWZaNZnWXbE1a55ChH097bEw1vB7SX8wsoSD3zTLuDqhMEOJUbFxq9N1uKF423gztdNU/o75u171PlaeOYBknEq/NsOaPLbOcQ9RslTFbPovLiKh8Qs7woi4mYnZiIyKXdoABnS8ciXtYvlF9p3fx2iP0TqrgDq5ZzvszQ35eleSsuKeuEvxKa7mqe5P4WntyUt7XqKgvEAnYzY70Rvht7HK6tKsLUqgZDP4Ke+v9kvs51V7+r5LucI72bWgEQHQbTrmJakMViu7EU3FWGPMeM/xbD27tUG+wrc18dtINuiAiZMhxZVFdLbTrxEBcG/v9pzLKeaI6wzQVjZqUuFh7cGcwDlsObuFQxcO6UHLelBZBssfAkmtxDG49GjW4Y8kKu/xXjUWC2JyYpCQ8LL2alZd6sQzFOK2McRDcbtsaoHJG9HVsSuxubEt+puRVpTGT2E/McxtGH2c+9TdMGkvRKyA/s8ok9Tr0bYbBD0CxxcpMTfAmA7Kgt66hHX10isyJ5JO5ZWclrzxa998QfeGGhXD/JxYHVVAZddpSkXmfP1m69IJZReVTGmlBUoNpgYGUl+Px7o+hou5C8/vev66v1WyLPNt2CfIlRY80etenY2vMwxNleQuMRtxtzXB2cr48vyjMQgj4mYmZhOJJp1Rm9nSue2VOYp3Ju+kQlvBcLfhOhvO2EDNg/07sCc2i7D205QKjWuevrxda2pgyoL+C8gpzeHPM3/qbNxm49hvSnVZe2+YtRXsm89HeX98Fm2tjHG3q90nOyonCmO1MW4WLRBUXRPf8WDpytNmW3ViRADc2fFOKrQVrI5frRN5tzRlF5HPHmBLuT/ubZXPnb53IkBxb7A1M+SXCBR/76O/KgkGGsiMzjNoY9aGT4992vxxMOXF8Nc9kBYG478E++aftB9OzMbEQH3F93V0bjRulm6tJ4NL4FSoKMLlwlY6tbFgyxn9GhHdHbsjI3M687Rex7keHx/9GK2s5bmez9XdSFsFG+Yrgal9n6yf4IEvgqktbHwJZBlnc2d6OPVgfeL6G77/L5Zf5GzBWXwLsthV7kvXZnJlusTEri5cLK1kn+0dgAxHfmzW8RvFjvcg7bSyC9RGtxnrLAwt+Dj0Y3JLc3lpz0t1ZhVcl7iOzIoY2sp30tZK/zEsjcJ7OOQmIWXHEexpx8H4bLTaxn0fCyPiZiUvGdLDWFfelb6edpf9ay+xOWkzbcza6LymwLQ+blgYafh2z1kY9wWU5V+xKuln58fgdoNZdGYROaX6zeyhU47+osQ/eA1VUjRaNN+qj1YrcyA+m2BP+zqzs0TlROFt441apd/0fjdErYEeM+lSfoq8tKQm+VJeoqNNRwIdAvk39l8RYH0j4ncgaSvYWB6IqXkqJhoTPKw89D6skUYJsN4SmU5ul5lQVgDhDctWAmCkNuLxro8TkR3B5rP1DzBtMlWVShB1wk6Y8A10Gt18Y9fgcFIu3d2sMVD/99MbnRPdOoKqL9E+WCmSd/JPRnVx5ujZXFLzSvQ2nL+9P2pJzfH0lgmuPnjhIBuTNjKryyxczF3qbnjsN0gPU1xb6xuAb2INg16Bs/sgSomFGN1hNIn5iZfjHeoiPCscGZnAsjL2a/3o2gxB1TXp62mHvbkRf8VI0Gls9cJBK64HlZesGDpd71VqQegBPzs/5gXNY1/qPh7d+ug1xVLzSvP4+MinVJW4cofXeL3ooBM6Vmcei1VcmrKLyonJaJx7sjAiblaqg5pXFgdc9mu7xMXyi+xL3ccwt2E6z+RjaWzA9GA3NoSncVbjpqxMH/r+isqWT3V/ipLKEj499qlOx9YbESth7bPKB2vKX83qIw0QmVZAbnEF/bxqj5uQZZnonGg62bawK9MlOk8EYIT6KBvCdZOa8Y6Od5CYn8iZ7DM6kXfLErOJMo0Fx2Rv8rUJ+Nr6Xt9/W4dMDWpPlVbmz1RncPSDwz+CtuF1BMZ5jMPL2osvjn9BSaX+JqdXsPv/IHo9jP4/6HZf84x5FZkXy4hKKyDI/b/PeWF5ISmFKa0jHuISkqRU5U3awx0eWmQZ1p5O1dtwpgamdLLt1CJxEcUVxbyx7w3cLd15oMsDdTcsyYPt74Bbf2UnriF0v18J4N/9EcgyI9xHoFFpWJ+w/rrdwrLCAPApl4hUeePrfG3NEX2iUasYF+jMjqhMCrvNVuqgnFrcrDrUm6oKWD5bcVMcOF+vQ032nszrwa9zJO0IszbNIr1I2amLzonm/o33k1uWS2naeIb66T8db6OxbgeOnSF2M8GeyvfR/rjGuTQJI+JmJWYjBabtiJfb0tfzysmnPlyZanJ/X3fUksTC/WeVzENlBVekgfOw9mBG5xmsjFtJRFaEXnTQGaknlAqz7XorW6B6zHJTF5c+vHXFQ5wvPM/FioutI3sLKG5eDr7cZXJcZy5Ng9sNRiWpbo2aEbIMcduUSUf4cqgo1Y1crRZiN3PCoDseTubE58c0a7auDvZm9PW0Y+mxFOTguYrbwOmlDZajVqmZFzSP5IvJvHvoXT1o+h+yLBN95m9WH/uKeR2782bleX4O+5mPj37MOwffYcraKXxy7JNmicdZdzoVWYbR/v9NLmLzlErVreazfYmAewBol7yKQFcr1p3Wbx2Hbo7dCMsKo0LbvIXNfg7/mdSiVN7q9xbGmrpre3B6KZTkKLsQDY2RU2ug31Nw4SQk7MTKyIr+Lv3ZkLjhugXMwjLD6KCVSFb70rGtLUaa5t+FntjVhfIqLWtz24NzV8XroBELB3pn0ytwbr/ipmjdTq9DSZLEZO/JfDn4S85dPMekVZO4a/VdTF4zmbyyPDpqn8XVtBOeDs27GNlgvAbDuYO4mGpxtzNlV0xmo8QII+JmpKwQEndzxDCItlYmuF3lR7/17FacTJ107sp0CSdLY8YGOLPsaDJFNp2Urc6D3ymrNdU87P8wNkY2fHq8Fe9GlBXCP7PAzEHJ4tCQHPE6ZH98Fp4OZjhZ1v4jdqmia6vZiQDwm0CXynAyUxJIzmn6Fre1sTU9nHqw/dx2HSjXQsiy4i7z513wxx3K6vc/Dyh1Qw5+W3txwoZw4QQUZbCiqAt+biWUVpU2e/Xyid1cSM4pIdx+NLj0hG3/a1RF2z7OfZgdMJuVcStZEbtCD5rCqcxT3Lv2Hu468havONhyWCOz/dx2Pjv+GX9F/sXq+NWoJTW/R/zOhJUT6pV1pSmsOpWKr7MlHZ3+W1G+9NluVTsRoAQNu4fA6aUM8HYgPLWAorJKvQ0X4BBAWVUZcblxehvjajKKM1h0ZhEj3UderldRK7IMxxYqk2iX7o0bLHAqmLeBvZ8ASoB1RkkGR9NrT50qyzKnM0/iX3SRraU+dGtv3bhxm0iAqxUe9masPJUK/Z6E7Dilcn1r4swqOPw99HkcAiY327D9XPqxbOwyBrQbgJ2JHY92fZSlY5YTFm/H4E6OLVs4sj54Doaqcji7n5FdnNkXl0VOUXmDxQgj4mYkYSdUlbOsoMs1fvTlVeUcuHCA0Hahei1KNq2PG4VllawLu1C9G5EPh767fN7c0JzZAbM5dOEQUSVRetOjSWycp9SDuOMHJfitBSgqq+RAQjYhHevOUx+ZE4lKUrUuv+nAKUjI3KHeozOXpiHthxCfH09SfpJO5DUrJbnw+wTlcf64kur35QswfaWSgGDjfPhlJFxoQvBozGZkJLaU+2Njo+Tvb47MTDUZ5uuEWiWxISIdBjwPFy9crl7fUB4NfJTezr1ZcGjB5cm0LojNjWXa+mlMWz+NzLwEXsvOZWmv19l293Z23bOLfVP3cXTaUQ7fd5g/x/zJ3+P+xtLIkjlb5+gtuPdcdjEnzuUxPrDtFcejc6OxMLSgjVkrdH3wmwDZcfS3yaFKK3MqJU9vQ10yhsOzw/U2Rk1kWebtg2+jlbU82e0GQdKpJyAjArrPaPyAGiMIfhwSd0PKMQa2G4iFgQX/xNSe2joiO4KcsjyCSsvYXeHX7EHVl5AkibGBbTmUmENGuxFKrMzeT5u+IKIrKsuV6uBOXWDYW80+vLuVO++HvM/3w77n0cBHORRXSmmFluF+zRdT2WjaByupXuO2MT6wLZVamfVhDf8tF0bEzUjMBqoMLdlW7HmNK9PRtKOUVJYwwFW/pdZ7uNng6WDGksPnwDkAfMYoW52l/wUa3e1zNy7mLqzKW1VnJoMWY9eHSvXdkGfBvfHVvJvKljPplFZoGRPgXGeb6Jxo3C3dMdGYNKNmN8C2A7iHcJ/RHtad0o2/9OB2gwHYnnyT7UaU5CmVyc8dgFEfwnNRSh0RQ1PwHKQUMxv7KeQmwsKxipHRGGI2kmHpTw6WlKvPYmFgQXvL9jq9lBthY2ZIsIcdG8LTkL2GgoUzHF/YKFlqlZr3Q97H0tCSZ3Y+06BqsHURlhnGQ5sf4nzheZ5wH8fKhDju7jITP7/JqCQVkiRhaWh5xcJLR5uO/Dz8Z2yNbXlkyyNEZl8/4LUxrKmOKRgXeOXnPCYnBh8bn9a5aukzCoCAQqXuz7Ek/bl8uZq7Ym1kTXhW8xgRu1J2sTN5J090e4J2ljdwfzm1BNRG0OXOpg3aY6ZSP2Lfp5hoTJjUcRJbzm4hrehal9Bt57ahRqJvuZoI2Z1u7Vouy8/YAGdkGTaeyVK+184fU1LdtgaOL4TcJBjyRoMrx+uDJYeTaWdrQh+P69eFahUYmIBHKESuwbeNGR4OZmyKaLh7sjAi9EVBqvJhO3/siqDjJlNRCpFrSLTtTyWay0Exl9hzfg9GaiN6temluzFrQZIkpga15/i5PI6fy1VS2ZXmw6H/CtAZqg15vOvjpJSnsCmpcauVeiHsH9ixQNliHvRKi6qy5lQqzlbG9LhO5o2o3KjW5zMN0G0abbUXMEo9RHRa0wvPOZs742vre3PFRZTmKwZEWjjc8wf0fkRZdayJJEHPB+Ghrcok4veJkHqyYePkJMKFk+xR98bdzpT4gkj87Pz0uttYF+MCnUnMKuJUapESNBq7GTIaN/G2N7Hn49CPSStK48kdT1JU0bhsXxfLL/LJ0U+YsXEGxmpjfh38DbNPrsPcpgOEvnzD/k5mTvwy4hfMDc15fNvjXCjUXQyALMusOnmeXu42uNr85zJZpa0iNi+2dX62QSk85xyISdx6vJ3MOXpWf0aEJEl0tuvcLEaELMt8f+p7XM1duc/3BkH2leUQ/g90GtP0mgPGltDrYYhcC5kxTO00FRmZn8N+vka/bee20bMS0o38sTIzoZ1tyy0geTtZ0NHRnLWnLygB92YOsO+zFtPnMuVFymKgWz/o2PJF3eIzCzmQkM09Pdtdky2z1dL5DihIQUo5Sn8ve46dzaWiqmELvsKI0DXFObBhHnzmDz8OVh4fesLyR+CiDvJtR6+H0nxWMRB3O1PaWl/55XLwwkF6OPVollXrqUHtsTE14MttsdC2K3iPggNfKYVeqhnjMQYXAxe+OP4FFY3wndY5ecmw9hklkHr8V9CCKVMzL5axKyaT8YFt6/zSyS/LJ60orXXFQ1zCdzyyoTlTDHbx56GzOhE5pP0QTmeeJrO4cUFezUplGfxxp1J34J5F4D3i+u2t2yvpg43MlWD+yrL6jxWhFHX8ObcrPdwtiMmNaZb6ELUxyt8ZI42Kf4+lKEaTobmSeaaRdHPsxnsh73E68zQzNsxoUDKGSm0lS6KWMGb5GH6L+I0xHcawbNwy3I8uUlYox39Z71inNmZt+HbIt5RWlvLYtsd0VvzsdEo+MemFTOh6ZfrQ2LxYSipL8Lf318k4eqHLnXD+KGPaFnMoMZuS8roDgZuKv4M/cXlxei86tytlF+HZ4Tzo/+CNM5vFbYXibGXBSRf0nqMsMuz7HFcLV+72vptlMcuu2P06mn6UxPxERuZlsb3Cn67trFt8p2pMgDNHknJIL5GUa4jbqnzvtSQHv4WiDGUXohXs5P24OwEjjYp7ejXv7nCT8Bml7LJFLKd3BzuKy6sIP59/4341EEaErii7CPu/hC+6weEfoNt0mLoUpixWPnTh/8CnnZVUoqVN+JI8tRjZ0oXf09yu2YXILc0lLi+Onk49m3gx9cPMSMOs/h3YEZ1JXEYhhM5T0sAd/m83QiWpGGczjpTCFP6Jrd3/s9nQamHV4yBrlTiIFt7+XH48hUqtzOSedW+nXw6qtmmFRoShKZL/XYxVH2L/8VOUVzbdZS20XSgAe8+3ku3y67HnY0g5Anf+dNn144ZYt1fqq2TFwPa36z9W+ApKnLoTWWpD+zb5VGormz2o+hKWxgYM79yGtadTqTSyhl4PKTUjMmMaLXOE+wi+GvIVWSVZTFk3hce3PX45dWJdnM48zZ2r72TBoQV42XixdOxS3un/DlYZMYprZc8HG+yq6GXjxaeDPiWpIIlndzxLpdz0YOIlR85hYqBmfNcr4yEupTS9blBvS+N/N0gq7lDvobRCy66YDL0N1a9tP7Sylj0pe/Q2RnFFMe8eehdPK08mek68cYdTi5WVd8/BulHA3EGJrTi9FPJTmNttLrbGtjy+7XFicmOQZZmfw3/GVmXEmKJSfsvr2mLxEDUZ46+4NG0IuwC9ZikLB/s+bzmFinNg3xfgMxra9245ParJuFjK8uPnmdzTFQcLoxt3aC0YW4LHQIjbSq8OijfE4cSG1fcSRoQuCF8OnwfC5leVUvdz9sK4z5SCJ51Gw8h34fHDypfHsV/hmz4Q04hCSxfTIG4rmR0mkl+qvcbv7niG4mvdw6mHDi6qfkwJao+BWlJWott2U2otHPhKMaqq8TP2o1ebXnx36juKK1qwWM3RnyFxlxL0auPecnqgFJhbeiSZHm42eDnWnQouKkcJSve29W4u1RpG/2dRS/CkdhHHdODu4G3jjZOpE7tTdutAOT2Sfgb2fKJMsjpPpLiimE1Jmzh84fCN3+MdhyoT3P1fKt8dNyIrFtLDCLcZCoCB6Xmg+YOqazLG35nc4goOJeZA8FzFv3bPx02S2d+lP2snrWVu17kcSTvCmBVjGLdiHHesvoOhfw/lrQNv8dmxz/js2Gc8u/NZ7t9wP2VVZXwx6At+Hv4zvna+yu7O6rlg6QJD/9coPXo79+Z/ff/HobRDbC9oWnxOUVklq0+mMibAGUvjK9NHn8g4gaOpI85mdcdDtTiWztBhIK6pG7ExNdBZSufaCHAIwM7YTq8Z2lbHr+ZC0QVe7fMqBjdK512co9Rj8r9btwtOwXMBGba8gZWRFT8O+5EquYp71tzDPWvvYd/5fcy4WEJxmwHkYNlimZlq0tHJAh8nCyWRiomNEt8RvlzZ7WsJtv1PSS0/+NWWGf8q/j12nvIqLQ/069DSqjScDgMhOw5HbTaeDmbsi29YvQhhRDSVYwuVNI42HeChbTBjJTjV8uNu5wljP4FZW8DIEv6aDP8+rHxR1ZfTy0DWst14CADBVxkRx9KPYaQ2atYVSntzI0Z2cebfYymUVlQpuxEluUohqmokSeLp7k+TU5rDwjONC8JsMnnJShYHzyHKF2ALsyM6g4SsIqb3cbtuu+jcaBxMHLA3qb2GRItj40Zl70cZrz7AqbBTTRYnSRIhriEcuHCgdbi/1Ya2ClY/QYWxJSs6DWTWplmELAnh+V3PM2vzLIIXB3Pn6jtZEbui7grcIz9QXOpWPQ7pN3DfCV8OSKysCKKNpTEXSmKxNbZt0cnnQG8HTAzUSmYucwfFKAr7G7LjmyTXwtCCRwIfYcnYJUz2noy3jTfOZs742vmyNmEtC88sZOGZhZzOPM09ne5h2bhlDGo/6D93j90fQWaUEshubNloPcZ7jifUNZQt+VuaVENizalUisqrmBp07W7jyYyTdHXo2uKuKjek4zCknHju8oJtkRmUVerHpUklqRjUfhB7z++lvKrhqSbrw5qENXS06UjPNvXYrY9YoaTADJyiWyVs3GDAC4p3wpnVeNl4sXLCSqZ0moKMzJPu43kwI4UjFsrvfICrtW7HbySKS1MuafmlSqYpSQX7v2p+RWI2KdXD+z1Z+1yrmZFlmb+PJdPL3ab114aoDY+Byt/EXQzxdeJAfBYXS+v/2yuMiKaw/0tY8yR4DYMHNoBrPb6YXHvCI7uVqooRK+C7kPpla9Fq4fjv4NqLjWkWeDqY4XhVXYFj6ccIcAjAUG3YyAtqHFN6taOgtJLNZ9LBpYfyeuz/UqnDUE2AQwBD2w/lt/DfyC5pXGXEJrHzfWXyN+7zVuE/+f3uBNpaGV83KxMo7kytdheiGqOgBwEwj9aNu1qISwhFFUWXd9ZaHYd/JC3tBJPat+P1ox+QUZzB1E5T+XXEr3w79FseCXgEA5UBr+9//XIayWvQGMLdvysLCkvuu6LGyhVoq+D0UmS3vmxNlgjqYEt4djh+dn4tOvk0MVQT6uPAxvB0Kqu0StYWtcHlPPhNxcPKg3lB8/g49GO+HvI1Xw7+ksP3HebE9BOcmH6CrZO3Mj9oPpaGNQyFtDBl/IB7wLvphTaf7vE05XI5bx98u25j8AYsPpJMR0dzul+VOCGtKI0LRRdatyvTJTook4w7bBK4WFbZ6Mq29WGg60CKK4v1UrMjKT+J05mnGecxrn4dTi1Rqvq20UPMSshz0CZAic8rysLG2IZ5QfP4e9zfPJx/EcnAjFUlgXg6mGFl0vwFUGtjtL/yW7U+7AJYtlU+Zyf+wKC8YT70TaKiBNY/Dw6dWjwpyiX2xWWTkFl0XbfkVo1jZzC1h7htDPdzoqJKZkd0/WMShRHRWGK3Ku5LfhNgyp/KpKC+aAxh0EtKthZJUvLHh91gAhazEbJjqez1CEcSc66Jh7hYfpGonKhmdWW6RLCHHW2tjJVAS4DQ+Up1zyM/XdHuye5PUlZVxo9hP9YiRY+khcOpvxTfbT1Xs6wPJ5PzOJyYw4P9O2CgrvsjWFFVQXx+fOuMh6iJjRspVj3oV7SV87lNd1fr49wHA5VB63RpKswka8fbPNq+A9nacr4e8jWrJ67m+V7P07NNT/q79Oexro/x15i/eKDLA/wd8zcLDi6o3ZCwaAN3L4T8ZPhzMpqKWmKlwv6GnHiy/O4nvaCMQDdTEvITWiweoiaTurmQVVim/OBYtFF2+E4uVjJJNTdVlbBqruJqMfJ9nYj0tPZknPU4tpzdwsq4lQ3uf+xsDqeS87i3d/trDL5Lk+Sbwohw9ANTO7yLT2BhpNGrS1NQmyA0Kg17U3UfE/XFiS8wVhsz1mPsjRtnx0PKYWUXQh/GutoAJn2nuOT8Ovq/bG2ZMRCxAtl3DIfPl9G1BVO7Xo2Xozmd2lS7NIGyE1BZgsv5tc2nxN5PIe8cjP7o2ix4LYAsy3y0OZq2VsZMuCrm6aZBpQLfsRC9nm5OGuzNDdncgFSvwohoDLlnYeWjijU86YfGv5nbdoXZO5XV++UPw6HvFUv7akryYNtbYNWO01ahFJVXEexxpXvLyYyTaGVtixgRKpXEnT1c2RObqWx1uvZU3Ib2f6mkYaumg1UHJnpNZGn0UpIvJjePctWuJ5jYKsWxWgE/7k7AwljDlKDrZ3GIz4+nUlvZOjMzXYVJz2l0UKVzeM/GJssyNTClV5terdKIyN7/KdMcLDmvlvhs0GcMcB1Q646ASlLxTPdneLDLgyyLWcb3p76vXWD7PnDXr3DhFN2Pz78yODkvGba+CW0C2KnqA4C9bSZaWUsXu5Y3IgZ1csTBwoilR84pB/o9rUyOmpCpqdEc+AounITR/6fTwpGDLQfTu01v3jv8Hon5DTOOPt8Wh52ZIff0unbh4kTGCUw0Jq1+lxFQJhleQ1HHrGeCtxEbwi8orqt6wNTAlO6O3dl3fp9O5R5PP86Ws1uY5T8LB9O6C3teJnqD8rfzRJ3qcQVOnWHacijKhB8GKl4JPw0BjTEpAU+SXVROdzdr/Y3fCMYGOHPsbC6peSXg4AOdxuJyft0VMZB6IycB9n4GXe6CDiH6H68erAu7wMnkPJ4c0hEjTctlemwygfdCRTHqqDUM83NiZ3Rmvd0WhRHRUMqLlbSOVWUw+TcwML5hl+tiZg/3/a3kOt7wInzdW4knyIxRqkJmRsPv45Vy8+M+50CisnXYx+PKH8pj6cfQSBoCHQKbpk8jubO7K1oZVpxQgj4JnQ/FWXDkyhzYjwY+ikbS8PXJr5tHsUPfQ+pxGPVBi1WlrklSVhEbwi9wb+/2mBtdP1jvUlB1q80jXwO7oMmUYoRR+FKdyBvgOoCkgiRSLqboRJ4u0Jbk8XLicrIMDPh5xK/0dr5+VpBLsUBjPMbww+kfLt/Pa/AbDzNWYlCRB18HKXESOz9Q0kOXF8OErzmclIeNqQF5lQkALZbetSYGahV3dHdhR3Qm2YVlShBuzweVjDZNjI1oENnxsPM96DQW/CbqVLRKUrGg/wKM1cY8vePpetex2BWTye6YTGYP8MDU8NrP+YmME/jb+2Ogah2uKjck5HkoL2Ku9DcFpZVKzQA90c+lHzG5MWQU6y4T1K8Rv2JjZMPMzjPr1yF2k7IDY63ndJ0dQuDJE0oSAENzJdvQA+s5kGcNQJB7y/9m1WRMgLLafrmyccizGFQWXfM7rxc2zFcWKYa/o/+x6kFOUTlvrTmDv4vVzevKdIl2QUpcb8QKhvu1obCskv31DLAWRkRD2fsJZMfC5IXg6KsbmUbmcP8amL5CqVuw/nn4pjd84KZMKnISFZcpryEcTMjGx8kCO/Mrdz+OZxzHz96vxaoau9ub0cvdhn+OJSv+w+2CwGMQ7P8CdeV/uytOZk7c53sf6xPW1z2p0hW5Z2H7O0rGqKZWG9URP+xJQKNWMaseWRyic6IxVhvT3uImyDttZEGK81D6l+0m7nzTf/yD2gQBcCTtSJNl6Yqftz7NfmMD5vvOxN+hfn7SkiTxUtBLWBtb88KuFygsL6y9oVtfDgd9owQsnvwLdr6rrFTevxqcAziclENPd1vO5ETgZOrUagLtJ3Z1oUor/zep6Pc0/H979x0WxdU9cPx76b33ZhdQEcTea2Js0Wiappje80vvvb3Jm2L6m140mmKMJkaTqLH3gg0sqChKkyJIr7vz+2MwagRhYWERz+d58gAzszOXXJedM/fec6ztYPV/m6cBmqb/vbS206c4NMHUE39nf94e+jbJBcnM2Fb3mo+ySgPP/5ZAex9nbhrY9pz9+eX5HMg7cGFMZTrFtzNET8U/+VfCfez4ccuxJrvUwKCBAGYbjThacJTVKau5OvxqHGzq8dCvLB+OboBOjV9XUy+OHjDoQbjlT5j8Gfh0YltyLh5Oti1uoW47H2e6BrmdntIU3JNczxg93aspSWJMlfinHtgNe1J/WGFhxeVVTP96CydLK/nPFVFYXyjF5WqjlF69+tgm+rfzwNnOmsX1fFAgQYQpEv/U5+RFXQ0dhpv33Erpuajvi4MHdsOgh/VqguNmwN0boPNoKqqMbEvOO2c9RIWhgj05e+jha9kPpat6hpKUXXw61eeIZ6E4m9CUs9NY3hJ1C652rry3/b2ma4ym6YvWlIJx77SIxdRZBWXM25bKlT1DzlkUX5PEvEQ6e3bG2oIF8UzhPegW3FQJB1bOafS5Onh0wNPek22Z28zQssaLS9vIRye2MQYXpvR+yKTXutu789aQt0gpTOH1La/XelylnQeMfg0e2AUP79MzvQXFkFlQxtETJfRt50VCToJFU7v+W0SAK539XVi4K13f4OoPfW7XM8mlxjV9A/YthKQV+iLLJry56BPYh+sjr2fugblszth83mP/tyqJoydKeGVStxqnOKw4tgKDZmB4qJk/Q5pa5ARURRF3tTlO3LE8ffSpCXT27Iyvoy/r080TRMzeOxsbKxuujahnlqWDy8BYBZ0vM8v1G2Jbch692ni2yMrH47oHsuPYSVKr178ldbhZD7yWv9w0F6ws1Wdp+EboNbdagOd/28Oe9Hw+uS6WqBB3SzfHPNoMhIpCHE7sZUrPEOZvTyU+te5F8xJE1FfWfvj5JgiM1m9Km4qVlZ4CbuRzeq2J3rf+sxh4V+pJSisN59SH2HtiLxXGCmL8YpquXfUwPjoQV3sbvt9c/ZQqpBd0m0Joyq+Qf3paipudG7dH3c76tPVsydjSNI1J/AOSlsOI51rEYmqAr9cnU2U0cueQ9nUeq2ka+3P3XxBTmU7x7DKS4zZBBB+e2+BsNqdYKSt6+vckLrMZbkTrkFeWx+OrHyGkqorn+z3XoKxIvQJ6cUu3W1iYtJCN6RvPf7BHmJ79pNqp4j+dgowcKzxGrH+syddvKkopJsYEszU575+bCoY8pi+0XvSgvuC5qVQUw19PgX83PWlCE7s35l7aurXlybVP1pphbnfqST5dlcTl0UEM7FjzaNGSo0sIdgmmi3eXpmyu+bUbAjYODNLi0DRYezCnSS6jlGJg8EA2pm/EYGzc2ov88nx+S/qNse3G1n/0bs8CcAnQUzDXU1ZBGbM3HeXb9UdIO1nDukYT5BSVczinmF4tbCrTKeOqszT9Ga8vvi12aavf3Md9A4mNXxN3jnXvVS+mfkufzmRBJRVVPD5vF79sT+W+EZ0YGelv0faYVZv++tdjG3nk0nC8Xex5c0nds0UkiKiPimJ94bOdM0z9sVH5xxtjY9IJlDp3PcSubD0/v6WDCCc7Gyb1CGZRfAb5pdV5hke9iNK0c55STI2cSoBzAO/GvdvoG85zGA36NCbvjs1yc1EfWYVlfLcxmbFRgbTxdq7z+OPFxymsKLwgFlX/QykyO00l2riXg1uXNfp0vQJ6kVaUZtF1EUbNyDPrniGvopC3K11x6VzPytQ1uDP6TkJdQ3lz65tUGet/c73lSC7OdtYUq4MAxPq1nCAC4PJoPeD5fVf18LeDG1z2OhzfDVubMBPbmregIE1/qNMM1eedbJ14e+jbFJQX8J/N/zln/4micu76Lg5fV3temFBzgJBblsvm9M1c2ubSll8f4t/snKDdEHzSluHjZMPKxCasXh08kIKKAhJOJDTqPPMOzKO0qpQbutxQvxeUF+ojEV0m6g/06lBRZeS1xXsZ+N8VPPtrAi/+vpdhb63kyV92k1VY1qA2b0vWR/J7t205mZnO1MbbmahgdxbFnzHdZeTzeirc3+4177Sm3CP67I9uU/Qg1oL2ZRQw4cN1/ByXyn3DO/LAyE4WbY/ZuYeARxs49DfujrZc2TOEDUknOFly/potEkTUxWiEn26AzASY9Am4+FmsKRuScogMcMPD6ex0sjuzdhLiEtIi5klP6RlCRZWRJadShHmEkRI6EXb/BGmnnyrbW9tzf4/7STiRwKy9s8zbiO2zIGuvPsWhGW4u6uOtvxKpMBh55NL6jSxcSIuqz9RuzP+RpXngsPoVfUpZIwwKHgTA6tTV5mhag8zaM4u1aWt5/EQukb3vbtS0OHtrex7u+TCHTh7it0O/1ft1W47kEtvGk53ZekafCO+WFViGejkRG+bBbzvTTm/sMgk6joIVr0FBuvkvmp2oF7qKuU7PcNVMwr3CuTP6TpYeXXpWZeWySgP3/7CDnOIKPr2+5zlr1k75Pel3qrQqJnac2FxNNq/u16DyU7kjNIW/92aeflhkZv0D+2OlrBq1LqLKWMWPiT/SJ6BP/f+O7vtdT5rS9Yo6Dy2tMHD37Di+WHuEK3oE8/fDQ1j16DCm9glj/o40xn2wjoQ002sobE3Oxd7Gim7BLXeazLjugexKOUlKbvXoo62Dfn9UmqenvjeH8kKYe4PFF1Pnl1TyyqK9TPx4PQVlVcy5tS+Pjg6/8NdB1KT7NXBoOeQeZnTXAAxGjeX7zv+wQIKIusTP1afFjHkTOo+2WDMKyirZlpzHkM5np6fTNI2d2TstPgpxSnSIO228nfh91+kbh2NhU8DZF5Y8c9aN5YT2ExgROoL3tr/HsQIzLdQrztHTYrYZVK8Pguaw9mA2P8elcsvAdrTzqXsUAmB/3n4Uik4eF9bTDjc3D5b7TieseDeGI2sbda42bm1o796elcdWmql1ptmVvYv3t7/PJVYeXFNprf+BbaSRYSOJ8oni64Sv6zVVIyO/lMTMQgZ29CEuM45o3+gWmdFnUo9g9h8vZG96da0LpfTpB8ZKfcqROVWWwbxbwd5Vz2rTzG7udjOdPDvx2qbXKKwoJKugjGs+38TGwyd4/YqoWudIGzUj8w/OJ9o3mg4eHZq51WYSMR4cPbnG6m+KKwzM2Xy0SS7jbu9OlE9Uo4KIFcdWcLz4ONdFXlf/F+2YA17t6wxM80sqmfzJBlYkZvHqpG68eWU0Hf1caevjzMsTu7HwvoHYWilun7XN5BGJbcm5RId6tOiUoePOLDx3SkCUvkB855xzakSZzFAJc6dD5l49C6Zb89RgMBo1UnJLWLrnOB8sP8g9c+IY/s4qvll/hAndg/jzgcEMqGWaYqvQ6xY9uc/Wr+ge7E6Am8PpB8K1kCDifCpK9Gk4QT2g160Wbcq6gzlUGTVGRJw9EpJWlEZOaQ4xvjGWadi/KKWY0D2I9YdyyCzQ/3gabJz0RdbHNsLe38469rn+z2GFFV8lmClF3LIXoKKoxSymzi+p5LGfd9PB15mHLql/TvgDuQdo49YGJ1unJmxd0/AadDPZmhv5y95q9LmGhw5nW+Y28subsSoq+lzqx1Y/hr+jDy8d2YuKvVGfzthISilu6noTxwqPsTKl7uBo5X69cmifDg4czDtokTow9TG+exC21ooFO86YeubVXk8NuvdXvTinOWgaLH4EMuNh0v/ApR45/83M1sqWlwe8TE5ZDg8tf4bLP17HgeOFfHp9T6b0DKn1db8e+pXD+YeZGjG1GVtrZrYO0Ps23I/8ybOBW5m14ShGo5mno1YbFDyI+Jx4k+tznDJn3xyCXYIZGjK0fi/IS4aj6yBm2nk/OzRN46kFuzmYWcjX03tzfb825xwTEeDGF9N7cbKkkju/i6t3XY380koS0gta7FSmU0K9nIgOcT+dpemU4c/oC9L/eBySGvjwJ3UbfD5cf3g7/l3odEnjG/wvmqaRlF3EhkM5vL0kkeu/3Mykj9fT/aWlDH5zJXd8F8e7fx9gb3oB/dt78/v9g3jn6mh8ahlhbDXcAvWsZHsXYqXg4Us7c0WP4PO+xKJBhFLqMqVUolLqkFLqyRr2K6XUB9X7dyulmncy8MaP9Tm3l75Wr/mRTWnF/izcHW2JDfM4a/vO7J2A5ddDnOnKnnrNiJ+3nVFQrscNenn1Zc/rwVk1H0cfpnSewsJDCxs/GpG0EnbOhv73gZ/lp3xomsZzvyWQXVTOu9fE4GBb/ydL+3L3XXBTmU4Z2jWMHxiLV8YavVp4IwwPG45BM7A2rXGjGqbQNI3n1j9Hdmk2bzt3wVUzQu/bzXb+kWEjCXMN49Ndn9ZcyfoMKxOzCPZwpEA7iIbWYoMIL2c7hof78evOdKoMZ/xOA/8PvDvB4of1DC6NYTTqo5k7Z8PQJyG84etTGq08lE42V7M5ayWVzquYd3d/RncNqPXwvLI8ZsTNINYvlrHtxjZjQ5vA0Ceh3RCmF35BfsFJdqTkNcllrup8FY42jry//X2TX7v3xF62Z21nWsS0+me3O/WAK+rq8x42d1sKf8Qf59HR4QyPqH16c9cgd2ZcHc2OYyd5ekF8vdb+rT6QjaGGh4Ut0bjugexOzSer5Iz3u5U1TPlSz6T083TIOWjaSbMTYc6VUHYSpnwFPaebtc3ZheV8ujqJEe+sZuQ7q5n25WY+WZ1EfmklzvbWTIkN5vXJUSy4ZwAJL45m1WPD+fi6WLoGtdypZWbXeTTkH4Ps/VzdK5QxUefPelevO2OlVC+l1AKl1Pbqm/l4pdTuxrRTKWUNfAyMAboAU5VS/16NNgboVP3fHcAnjbmmSQoz9QU9EeOh7cBmu2xNKg1Glu/LZFi4LzbWZ3fZzqydONs609Gjo4Vad662Ps4M6ODND1tSTj+lsrKGMW/AyaPw19nx4m1Rt2FnbccbW95o+CLr4hOw4E7wCYehjzfyN2i8SoORVxbtY+GudB4a1YnuIR71fm1uWS5pRWktoipxQzjYWpMVcQMlmj2Gde816lxRPlH4OPo065SmrxK+YmXKSh6OuZ9u8Qv1AlCe5z5tbChrK2vuibmHxLxEliYvrfW4kooq1h3MYUSEH9uztmNjZUOUT/3qU1jClJ4hZBeWs/bQGVl7bOxh4kd6drZf72lctqY1b8Kmj6HPnXq++GZUXmXg520pvPf3ASb/bz3jP1zHnn2xBNr0ocpjEcerzp+K+N24dymuKOa5Bmb3alGsbWDY09hWFTHJdjOLd59/ukNDeTt6c1PXm1h+bDkphSl1v+AMc/bNwdHGkUmdJtX/RfsW6dkXz/NeT80r4cWFexnY0Zs7BtedZW9MVCAPjurE/O1pzNlc90OyZXsz8XGxIya0ZY9EAIytvrncevxf72l7V5j2o167ZfYUPbNSfRzbBF9dCspar5sVdaVZ2qlpGmsOZHP37Dj6v76cN/7cj6+LPf+5IoqZt/Rhx/OX8Pv9g5hzWz9emtiNqX3C6BHmiXMdxWBbrY7VIz8HltTr8Po+Xp8DfANMASYA46u/NkYf4JCmaYc1TasAfgT+vdpsIjBL020CPJRSzVNpZOWrYKiAS5oo97EJNh0+QV5J5T9v2jPtyt5FlE9Ui6slMLVPGGknS8++oWg3BAY+ANtnwpE1/2z2c/Ljnph7WJu2lkWHFzXsgsueg5ITcOVXZpl20lAGo8bi3RmM+2AtX68/wk0D2nLvcNMCvPjseIB6FzRriS7tGc4cw0jUnvmmP406g5WyYmjIUNalraPCcP4sEeawOmU1H2z/gLHtxnJ9hQ2U5jZJbvIx7cbQ0aMjH+38qNZMTasSsymtNDAmKoC4zDiifKLqVyzLQoaH++HhZMv87Wln7wjrp9e/2L9IXyhpaMBi3MOrYfWb+rqUMf9t8qmKBqNGQlo+y45W8uyv8Yx5fy2PzdvNe38fpKTCwLPjItn01CgWXP0BXbwieWjlQyxMWljjuZYfW86CQwu4oesNdPRsOQ97GiWsH/iEc6fjSv6MT2+yKU0TOui3GcuPLq/3a3JKc/jzyJ9M7DARN7t6ZlIsyIDULRBx/tuaj1YcwmDUePPK6HrXcHhgZCcGdfThjT/3k36e9K/F5VWs2p/FiAi/C2LRboinEzGhHmzOqGGqlkcYTJurjyh8O15fq3g+6TtgztXg7AO3LQOvuoux1kdxeRV3z97OjV9vYdPhE9w0oC1/PzyEuXf1Z1rfMIZ29sXNoeWtMbMo92AIjIFNn9QrAKxvEJGtadpCTdOOaJp29NR/jWooBANnPl5Ird5m6jHml50IO2brRZO8Lb8AbvHuDJztrBn6r0XVpVWlHMw72CKfTl7a1R9PJ9tzK5sOewrcQ+Gvp6HqdLGi6yOvJ9Yvltc2v8bxYhOfbCX+qS/mGnC/vrirmZVVGpi7LYWH5+5kyJsruff77VQZNT67oScvXt7V5CePu3N2Y62sL7w88mcY0MGbufZTqMBOX+jeCMNCh1FSVcKOrB3maVwtDp88zBNrnyDCK4KX+r+I2vK5PgWv7SCzX8tKWXF/j/s5WnC01kxNi+Mz8Ha2IyLIhoScBHoH9DZ7O8zJzsaKy6ODWLrnOAVl/woU+t0NY97S67csfti0zF0HlsD3V4NPJ32xtpkDiLziCv6Mz+CdpYncMWsbY95fS/cXlzD+w3XM2VfBwp3peDnZ8fkNPdn/ymX89eAQbhvcHncnW5xtnfn6sq/pE9iHF9a/wG+HfjtrNPVg3kGeW/ccXb27cl/MfWZtt0UpBQPup23FAXoUrWZHyskmuUyIawiRXpH8faz+a2p+3P8jVcYqpkVOq/+FEhfrXyPH13pIUnYRP8elMq1vGMEejvU+tVKK/1wRhVHTuHt2HKUVNa+P+Gb9EQrLq5jaJ6z+7bawy6ODOFZo5EBm4bk7g2Ph+gVQlAlzroL8tHOPqSqHNW/Dl5eAvQvc8Ku+lsoMyioN3PHdNpbuPc5TYyLY9PRInh3fhY5+rmY5f6s26RO9yN/MyyHv/Lf6qj7TR5RSI4GpwHLgnzs/TdPm1/qius95FTBa07Tbqn++Aeijadr9ZxyzGHhd07R11T8vBx7XNO2cClRKqTvQpzzh6+vbc+7cuQ1tGpF738YnZyub+n1OpZ1l58IVV2o8sqqEnv423N797EU9h8oO8X7m+9zhewdRTi0vkPhxfznLjlbxSm+NIC+Xf7b7ZG+k2543OOEVS0K3Z9Cs9GHDE1UneC39Nbo5duMW31vqdQ2XwiR67HiKYudQdsb8B6N17QufDJqBXSW72Fy8GTQo1UopNBRSbCjG2doZD2sPPGw88LL2op9LP3xta1+0WV6lcbTQyIFcA38fq+JkuYabnaKDhxX9Am3oHWCNVQNvdj7O/JgiQxFPBD3RoNfXR1FRES4uLnUf2Ajf7S2nS/o8HrGZS3y3Zznh07Cb4FJjKU+mPMkl7pcw3qP2D/nGyKjI4IvsLygzlvFY4GO0LUqnx86nSex8LxlBlzbonEZNQ0GtQaSmabyb+S45lTk8F/wchhLDP31yotTIE2tLGRJiQ5c28czMmcnDAQ/Tzt48T+iayuGTBl7eVMbN3ewYGnLuE752h7+jzbF5JLWfTkrY5POey8pQTmjKAtocnUuxc1t2d3+Ryvo+Wa6H4kqNnxIrWJ9WhUEDKwX+Tgo/Jyt8HBUdPKwJtS8jxMu5zgcBpcZSPs36lMPlh/Gy9iLaKZpCQyF7y/Zio2x4JOARvGxaZvGwBtMMxG59iLziMt4IeI9rIpsmCcSS/CUsOrmIxwMfx7PC87x/t8qMZTyf9jyd7Dtxu1/91zF13/UCDmVZbOnzvxqDVE3TeGNLGSmFRv4z2BEPe9PXSO7IquKD7eXE+ltzb4z9WZ8PJ0qNPLu+lHBPax7s2XJHG/8tv1zjoZXFjG1vx5Wd7Wo8xjtnM132zsDKWEG+eyS5XrHYVhbiWJqGV+4OrLQqsnwHcqDzXVTZmuf9bTBqfLyznO1ZBm6PsmNg8MU12mCOz3e3/ESi4l+ixCkEj0e2xmma1qum4+o76etmIAKwBU6totGABgcR6KMKZ5YSDgH+nVC8PsfojdG0z4HPAcLDw7Vhw4Y1rFVZ+2DVOhj0EANHWT6X92erkygz7OepKf3OyRudnJAMmTBt+DS8Hb1rPoEFhXQp4q8Zq9lx0o5pk4edsWcYtAvAe9GDDFVbYNjT/+zJ3pXNxzs/Jj8kv+5c6vmp8MWd4OqH221/MMS19uqRWzK28OLGF0kpTCHYJRg3Ozf87PyIcIzA3c6d/Ip8MoszySjJYGfhTlYXr+bemHsZ5HsFu1KLAMgsKCMpq4iE9HwOZRVzagS/X3sv/m9EJ/p38G70fGejZuTpH59mdLvRDOs/rFHnOp9Vq1bR4PdIPfl0yueKD8u42X07UUe/gsvv1QtWNcB3i78jyyqrSdq8O3s3D//1MI42jnx8ycf08Ouh14Zx9CT8ymcJN7HNaw9m89jPuzleUIajrTU2VopgT0dGdw1gWt8w/N1O3yT45vgydfFU9rntI9Yq9p/f78lfdmOl0nh56mA+SliJZ6EnN15yY4ubtvhvQzWN2Umr2VNkzwvD+p97wJAh8IuBDntm0qHXSL2oV02KsuHnm/RsOZGX4zrxYwaascjn1uRcXvx5F2knDVzfrw0TewTTJdDtnOQHprxPRmuj+fPInyw6vIg16WvwdPBkcNhg7o6++8JN6VqXgNdw++l6fHK2MGjw8+es2TOHHuU9WL9gPcsMy7jZ+ebz9sfMPTMpTSnlyeFP1n86aGkerEmA/vcybPjwGg9ZfSCbxLwtvHZFNyb1bdj6qGGAa+BhXl28j4WZHrx2RRTO9jaknyzlzu/isLau5N3pg+qdBryl+Cr+L7blWPPurUOwrbH/h8GJK2HXj3jsnIPHke/AxkFfO9HvLugwHL+OozDXUnJN03j21wS2Zx3jhQlduHlgy37w0hTM8/k+DPoOxN3aFh6pPVFNfYOIaE3TzP2oeyvQSSnVDkgDrgX+Pf64ELhPKfUj0BfI1zTtXznFzGzVG2Dnok+NsbCCskq+WHuYAR28ayw8sztnN8EuwS0ygADo6OdCn3ZerE7Nw2jUzp5D2utmfSHVmrfBs62eVg+4tdutbMvcxosbXiSrJItbo27FStXwh6koG76/Rq8mfutSqCWAyCrJ4v3t77MwaSFt3dry3vD3GB46vOZzVtublcJ9S59lRtwM/luwjLK0awH95sLfzZ4ugW5c1i2Q6BB3ooLd8XMz35OjowVHKawopLtPd7Od01K6BbvTJdSHV4tvYUbh0/oUwb53NOhcfQL6MHPPTEoqS8ya9nZLxhZe2PACvo6+zBk3Ry/YeDJFn78/4P9MCnpKKwy8v/wgn61JopOfC1P7dKagrBKDUWP/8QI+WHGQj1YeYkpsMI9fFoGPiz3dfLoxscNEvtv3HSEBenrQdQdz+HFrCrcMbIeni8bqlNWMCBvR4gMI0EddruwZwpt/JXI4u4j2vv96GmZlpQ+V56fqQUKXiRA7HVwD9UrXBRl6leuEX/TK85O/hO5XmbWNczYf5ZkFCQS6O/D97f3o3dY8IwRWyopx7ccxrv04yg3l2FnZXfiLqOsSPo4i1w5My/+Fv/fewWVR5s/n727vzn097uOVTa8w2H8ww6n5Rr/CUMGsPbPoG9DXtPVkB5aCseq86yF+2noMTye9im9j3DqoHaUVBt5ZdoC/9hyns78r+48XYq0UH0ztccEFEADDw2x4f3sZS/dkMq57LUtWvTvAiGdgyGNQXgBO1fcsTfD++Hp9MnM2H+POoe0vygDCrALqTu5S3yBik1Kqi6ZpexvXotM0TatSSt0HLEG/Q/ta07Q9Sqm7qvd/CvwBjAUOASXoIyJNJ2ufntN88KPgZPmh5xlLD3CiuIKnx0bWuD8+J54evj2auVWmmdYnjAd/ymXj4RMM/HeRlnFvQ2EG/Ho3OHpC+BhsrW15d9i7vLjhRT7Y8QH55fk80uuRsz+ME+bDH4/qFS2n/gD+564dWJWyire3vU1aYRpKKW7pdgt3dr+zzhvQTYdP8H8/JJJfeg2REZ1IcvuJEeGBPBr7An6uTrg0ccaG+JzqRdUtcJ1LQ1zXN4zH5+XxUmhPXDd8oKfsszE91/ag4EF8lfAVy48t/2exZWPN3DOTt7e9jbu9Ox+O+PB0xfctnwMKet9W73Mdzi7ihq+2kHaylGt6hfLi5V1xtDv7pv/oiWK+3ZDM7E1HWXswh/9O6c7gTj482PNB/j72N99kf4Ptzlhe/O0wHXydeWx0OPMOfk9RZRHXhl9rlt+5OVzZM4QZSw/w49aUmv922TrCdT/r2e+2fQN7Fpy9385FDyz63AG+9a+tUh+/xKXy7K8JDA/35ePrYnGya5r3s/15plW2KlZWOI14hMjf7uG3lT9zWdQDTXKZyztczgc7PmBN4Rpup+ZpSr8n/U5WaRavDHrFtJPvWwguARBcc/rkE0XlLNubyQ392ja6AJxSivtHdmJQJx8W7kpnf0Yh0/qEceugdoR6XXg1gQCifa0J9XLk2w1Hag8iTrGxA5umK9a2ZM9xXl28l8u6BvDEaMuneb8Y1Pcv6CBgulLqCPqaCAVomqY16nGppml/oAcKZ2779IzvNeDexlzDJGtngK0z9G++S9bm913pfLshmZsGtK1xFCKrJIvjxceJ6tKybzYv6xaA83z4Ycuxc4MIe1f9ZuLLUbDgLpj2E4T1w9XOlbeHvs1/Nv+HmXtnklaUxpN9nsTf2V+v3bHkaQiK1YtN+Z19k7Ijawef7fqM9enr6ezZmeldpzO502TC3M6/WM1o1PhkdRLvLE2kjbczM2/pQ2TgWL6MD+D97e/T+WgoD/Z80Mz/d861O3s3TjZOtHNvHU9QJnQP4pVFe5nlMJV7sx+F9e83KAVvT/+ehLmGMe/AvEYHEUbNyHtx7/HNnm+4tM2l/Gfwf07f9FUU69nDIieAR+j5T1QtJbeEaz/fhFHT+OmOfvRtX/PIYBtvZ16Y0JUre4Zw53dx3Pj1FroGuREZ6EZXm3vYUvIOT294mHaeD/LJdb0pMxbwbcK3xPrFXlCZuvxcHbikiz/z4lJ55NLONd94OXrqme8GP6pnxSnLh7ICPS1k5AR9VMLMFu/O4LF5u+jf3ptPru9pUt0WUTur7ldT+NfLXJLzHSlx4YQaUvSkJGbkYOPA5E6TmZkwk0N5h87JcmUwGvhmzzdEekXSP7CGaXS1qSiBQ8uhx3W11oL6Zn0ylQaNaX3r9/egPnqEedIjrOWnca0PK6WY3r8Nry7eR0Jafo33K81h/aEc7v9+B9EhHsy4pv7Zs0Tj1HcC42XotRouxXwpXluWE0mQMA9632LxUYhv1x/hgR930LONJ0+NrTma/icNaAt/Yu1ga82AIBuW7DnOiaLycw+wsYerZ+o3Fd+MhQ0fgqahlOKpvk/xUM+HWJ26mgkLxvO/329iy+qX2R0+kpxpP54VQBzOP8z9y+/nxj9vZF/uPh6MfZAfxv3Agz0frDOAKC6v4taZW3lrSSJjowJZeN9AIgP1m5jbom5jSqcpfJ3wNduOnz8XvDnE58TTzafbBTF1pT4c7ayZ3COY9w+HUBE+UZ++Vt+84WdQSjGl8xS2Z20nOT+5UW36YvcXfLPnG67ufDVvDH7j7KfGu37Qb2j73V2vc+WXVHLzt1spqzTw/e21BxBn6hrkzvJHhvLfKVEYNf3Db/v+AFxPXoON8xF8Os5kXdav3LnsTk6Wn+TxPpave2KqaX3DyC2u4K+EOjKtObhBx1HQbYo+xbHHdU0SQCzfl8kDP+4gNsyTL27sJQGEOVnbYjXscXpaHST092tOjxKb2c1db8bByoFXNr1yTpHGXw7+wtGCo9wadatpU8gO/Q1VpXo9qBoUllUyc2Myl3UNkKw+53FVr1Acba2ZuSHZItfffiyP22dto52PM9/e3LvJRhjFuer1f9oM6VxbvvXvgZWtXu24kYrLq1i8OwNHO2uKyquoMmr4u9rj7+aAv5sDPi52NS5AqzQY+XD5QT5YcYhLu/jz7jUxtQ6f7s7ZjY2VDZHeNU91akmGhdiy7GgV87encfuQGtK3ebWHO1fDb/fC0mcheT0M/D+s7F25xcqHS2w68m7RPj4xxEGgH1QchF9GMSxkGPY29qQVprHnxB6cbJ14IPYBpkVMq/e8+ZKKKm75ditbk3N5eWJXbujX5pwPocd7P87W41t5et3TzLt8Xv1zj5uoqKKIxNxEbo26tUnObylX9Qpl5sajLAq4l8lJS2D5KzDlC5PPM6btGN6Ne5flx5Y3+P/R5ozN/G/X/xjXfhzP9nv27L42GmHTpxDUA0L71nmu8io9heCxEyXMurUPnf3rf5Nhb2PNNb3DuKb36QB31So7isOieXHDi+zI3k6ISwivD36drt5dTfodW4KBHXwI83Li+83HmBjT9Fm5z2fdwRzunr2dLkFufH1z74u3iFQTcu57M0fWfku7kuoatEc3QueGZTWrjaeDJ5M8J/F91vd8t/c7pnedToWhgp8Sf2JG3Az6BfZjVNgo006aMA+cfaHt4Bp3L9qdQWFZFXcONU/a0dbK3dGWybHB/ByXypNjIvB2ab7pfAczC7np6y34utrz3a198HCqOUuUaBry1xT0RX47f9Dna7sGmPRSg9FAalEq3g7eoDnw2eokZm5IpqCs9sqsSoGXkx3eLnZ4Odvh7WzPydIK9mUUkltcweTYYN6c0v28mS7ic+KJ8Iy4IObeBrta0bONJz9sOcZtg9vV/KTIwR2u/k4vcLL8JTjw5z+7Ql2DmBHQjYzIy0gJ7EaZoZwdWTtYmLQQJxsnfBx9uDv6bq4Ov9qkReZllQZum7mNrcm5vHtNTK03O062Trw++HVu/PNGHlr5EB+P/LhJin5tz9qOQTPQJ6CP2c9tSV2D3Aj3d2XOfgOT+98La9/Rs3LUMge5NoEugXTx7sKKlBUNCiKOFhzliTVP0MatDc/3e/7cf4dHVsOJg3DFZ3Uu+NM0jSfm7WbzkVzevzaGfvUYgaiPce3HMTBoIOWGcvyc/C7YhblWVoppfcN448/97EnPp2uQZaY4rD6QzV3fxdHe15lZt/SRwlJNxcqKgHsW8+DMv/hv1j1YJ63ExsxBBEA/534cdzrOu3HvcrTgKAk5CezL3UffwL68PfRt00Zwywr0GiQ9btCrcNdgwY40Ovg6ExPqYZ5foBW7aUBb5mw+xo9bU0wusNpQpRUG7pmzHTsbK2bf2tesSU5E/UgQAbD+A0DTqynXQ4Whgg3pG5izbw67sndRWlWKtbJGK2tDaX4HerfvzwODh2FrbYOboy2u9jZkFpSTWVBGZmEZmQXl5BSVk1tUwYnicvZlFODiYMPICD8u6xbAyMjaU5WCHrjsydlTdwrUFuTa3qE8Vn3TVesNl1LQ/x49U1PyOtCMegGatkPA2oZA4NSyrSEhQ3ggtuGL+MoqDdw+axsbD5/gnaui63xa2t23O68MfIVn1j3Dq5te5dVBrzb42rXZkrEFWytbon2jzX5uS1JKcUVsMG/8uZ+jE++gzfZZsORZuPkPk7NzjAwbyYc7PuR48XECnOsf8CedTOLGP2/ESlkxY+iMmkeqtldPq+syqc7z/RF/nF93pvPwJZ3N/qTdw8HDrOezlKl9wvhw+UG+WHOY965t/gQQv+9K58GfdhLu78rMW+QJZVNzdHFj8iXDifuuE933/43LZf8xe/YdpRSvDXyNN7a8wfyD8/Fx9OG94e8xMmyk6SdL/AOqyiCq5uxfKbklbDmSy6OXdr5gg/nm1MnflUEdfZi1MZlbB7Vr8imDRqPGoz/v4mBWEbNu6XPBLky/0EkQUZKr3zx0v1Yv1V4LTdP4K/kvliQvYUP6BkqrSglwDmByx8mkZ3uy9MAeHNwOYu+3jN3aMh7Z/AG3Rd3GjaE3opTCz82BKMzzNC4pP4mSqpIWvx7iTOO7B/Hyor38uOVY3U9tHT3OWzm0scqrDNw9O461B3N488ruTI6tX9q+CR0mcCT/CF/Ef8GQkCFc2ta8T9q2HN9CtG90k4xyWNqkmGD++9d+5u8p4KHhT8Oih/T1BzEmVJVFn9L04Y4PWXBoAXdH12/dQkllCQ+vehgbKxtmj51NqGsNCySLsmDfIn1BqO35///nl1byyqK9dA1ya7Ynbhcid0dbpvUN4+v1yTw6OpwQz+b7kF+5P4uHftpJzzBPvpEpTM2mX3tv3rTqz4D8r+DIGmg/1OzXcLFz4dVBr/LKwFcad3MfPw/cwyC05pHfhbv0klSWno53Ibl7WAeu+3IzP29L4Yb+bZv0Wu8tP8ji+AyeHhvBkM61F4YVTcv8lWEuNAm/6E8j+t5Z6yF7cvZw19938fiax0nISWBC+wl8PPJjZo/+lf17R7BwXQgj/W9i7fULWX3Nat4Y/AZdfbry9ra3eXb9sxRWmHeR2e5sfd5pd98Lp5aAo501k2KC+SOhlgXWzaTKYOT/ftjBysRsXp8cxdW9TMu4cXfM3XTz7sZLG1/ieHEdi0ZNkF6Uzr7cfQwMHmi2c7YkAe4ODOzgw/wdqWix0yGsP/z1JBSfMOk8oW6hDAwayLzEeVQaK+s8XtM0Xt70Mkfyj/DmkDdrDiBAz/plrIJe558mpWkaTy+IJ7uonNeuiMJaMoCc180D26GAr9YdabZr7jiWx12z44gIdOXLm3pJANGM7GysyO18NVl4Ylz+MlQ13d/6RgUQxTmQtAK6Ta61QvX87an0aeslT7hNMKCDN73aePK/VUmUVxma7Dpbk3P5aMVBJscGc8eQVlrI8QIhQcTOOeAfBYHn3pBXGit5c+ubXLv4WuJz4nmqz1Msu3IZz/V/js6ufZj88WY2HDrBK5O68dG0Hrg62OLl4MW49uP438j/cVf0XSw+vJh7l99brxue+orPicfd3p0w1/NnHWppbuzfhooqI7M3mZ6dxxxODX8u2ZPJCxO6MLWP6f//bK1seWPIG1QaK3lk1SOUG8zzIfn30b8BuLSN+ecRtxSTY4NJyS1l27F8GP+unsFl3QyTzzM1YipZpVksSlpU57G/HPyFxYcXc0/MPfQNrGWxdOlJ2PoVdL0CfM4/srDuUA6Ld2fw0KhOMk+6HoI8HLk8Jogft6RwsqSiya93sqSC+77fga+rPTNvljUQljCxdwderZiGVdo2mHcLaJqlm3Suvb+CZoCoK2vcvSe9gKTsYib1kFEIUyileGBUJzLyy/h5W2qTXCP9ZCl3z44jzMuJly6/8JJOtDYXdxCRtQ/Sd9Q4paKksoQHVjzAd3u/49rwa1l25TKmRU5DKUVRuZ7R52RJBXPv6l9jRh8rZcW9Mffy+uDX2ZG1gxnbTL9Zqs32zO109+l+wc3T7OTvyogIP2ZtTKassumeUtRE0zSe+TWBX3em89jo8EZVsmzj1ob/DPoPu3N28/LGl9HM8CG59OhSIrwi6kxHeyEb3TUAJztr5m9P1dPzRk+FLV/oiQ1MMCRkCN28u/HJrk+oMNR+Y7o/dz+vb36dAUEDuKP7eSpl7/oRKgrrXBOlaRpvL0kk2MOx5ixjokZ3DGlPaaWB2ZuaNsmf0ajxyNxdZBWW8fG02GbNECNOG9zRhzi3Ucxxv02v/L7ze0s36Vzxv4BPOPjXXJF36d5MrJRe50iYZlBHH3qEefDJqiQqqox1v8AEpRV6RryySiNf3NgLV3lIYHEXdxCx83uwsjlnYVVeWR63Lb2N9enrea7fczzT7xmcbfVy9JUGI/d9v53EzEI+vi62zqeRY9qN4brI65i9bzZ/Hfmr0U0+Xnyc5IJk+gX2a/S5LOH2we05UVzBL9ub5ilFbWZvPsYPW45x7/AOZpnHPqrNKO6JvoeFSQuZtXdWo851+ORhdmXvYky7MY1uV0vmbG/DZd0CWLQrg9IKAwx7EtBg1esmnUcpxQM9HyCjOIO5iXNrPCa/PJ9HVj2Ch4MHrw9+HStVy586TYNtX+uZooJiznvdZXsz2ZWazwMjOzW6cu3FJCLAjWHhvnyzvmkfHnyx9jDL92fxzNhIomWUyGKsrBRX9QrhuaxhVAT1gWXPQWWppZt1Wn4qHNugf+7X8iBu2d5MerXxwstZFuObSinFAyM7kXay1Kyf85qm8cQvu9mTXsB718TQyYSU2qLpXLxBhKEKdv8EnS4Fl9OLcvLL87nxzxs5kHeAGcNmcHX41f/s0zSNZxbEsyoxm1cndWNYuF+9LvVIz0eI8Y3h+Q3Pk3QyqVHN3pi+EYD+QSZU5WxB+rX3onuIO1+uPYLB2DzD3PuPF/Da4r0M7ezLo5eGm+28d0bfySVtLmFG3AzWpa1r8HnmHZyHjZUNEztcONm2GuqaXqEUllfx2840PZFB79v0YD470aTz9AvsR9/Avny++3NWHFtx1mhQXlkedyy7g4ziDN4a8hZeDucpHnlwGeQkQq9bzns9g1HjnaUHaO/jzORYmeJgqruGduBEcQU/b0tpkvNvS87lzSWJjI0KYPqAtk1yDVF/E2OCMWpWLA24HUpOwO6ag32L2PmD/jVqSo27U3JL2JdRwCVdzp8lUdRuaGdfokM9+GjFIf2BkRl8uvowC3el8+il4YySvmkxLt4g4vhuKMqErpP/2WQwGnhi7ROkFqXyyahPzkkb997fB5m7LZX/G9HRpPn0tta2vD30bRxtHHlo1UMUVxY3uNkbMzbi7eBNR48LMyuMUoo7hrTnSE4xf+/LbPLr5RVXcOu323B3tOWtK807BcxKWfHqwFfp5NGJx1c/zpF80xePFlUU8duh3xgeOtykGhcXqj7tvIgIcOXbDcn6jf/gR8DWGVa8YvK5Huv1GFbKigdWPsA3e76htKqUBQcXcO2iazmUd4h3h71LrH9s7ScwGmDZ83qxw6iraz8OWLQ7ncTMQh68pPN567eImvVt50VsmAefrTls9ikOJ4rKuf+HHYR4OvLGlAtvmmdr1M7Hmahgdz5LDtTXHG7+rGWsjTAaYPssaDdUf9/X4I/4DECffikaRinF02MiSDtZyierDjX6fCv2Z/Lmkv2M7x7IPcNkIXVLcvF+Gh7bpH9tM+CfTZ/s+oT1aet5qs9T9A7ofdbhaw9m8/7yg1zZM4SHLuls8uX8nf15a8hbHC04yvPrn2/QPHqjZmRzxmb6BfW7oD8oL+saQIinI5+vOdyk19E0jafmx5NVWMbnN/RqkkI0TrZOfDDiA2ytbfm/Ff9HQUWBSa+fvW82BRUFra5KdW2UUtzQvw37jxeSkFYAzj4w4H7Y9zukxpl0rnCvcP6+6m9Gtx3Nu3HvMvCHgTy/4XmcbJ2YOWYmQ0PrSC+5ZwFk74ORz4NN7dMWqgxG3l12gIgAV8ZHBdZ6nKidUor7R3YiNa+UH7aYL7HCqXovucUVfDwtVhZStyCXRwcRn15AdtebIGsPJK+1dJMgaSXkH4NeN9d6yMJd6USHehDmLVmZGqNve28mxgTx6ZrDHD3R8Aenh7IKeeCHnXQJdOOtK6Mv6Huf1ujiDSJSNuk5ot2D0TSNN7e+yWe7P2NSx0lc1fnsNRI5ReU89vNuOvq58Oqkbg3+R9wnsA8PxD7A0qNLmb1vtsmvP5h3kNyy3At2PcQpNtZW3DaoHXFH89hwKKdJrqFpGm8vTeSvPcd59NLwJp0jHeQSxIxhM0gtTOXxNY9jMNZv+LagooBZe2cxLHQYXb0vniwT46ICsbVWLNyVpm/ofw84+cDfL5j8tNLGyoZXBr7CY70e45rwa/hm9DfMv3w+3XxqXjD5D02DDR+Ad0eIPP80sj8TjpN8ooQHR3XGSlK6Ntiwzr70b+/N+8sPUljW+Gx1RqPGw3N3siPlJO9dE0O3YMtUxRY1Gx8diFLwU1k/cPKGTZ9aukkQ943+tyZ8XI27k7KL2JNewOXRQc3csNbp6bGR2Fopnv9tD8YGTF/OL6nk9llx2Nta8fmNvXC0k7VoLc3FGURoGhzbDGH6zfi8g/P+ycL0fL/nzwoSKqqM3PVdHCdLK3jvmphGV2G8uevNjAwbyYxtM9ieud2k127K0EdPLvQgAuDaPmEEuTvw37/2myW70b/N357GxyuTmNonjDuaIZNOT/+ePNPvGdanree97e/V6zVz9s6hsKKQe6LvadrGtTAeTnYM7ezL77sy9A8We1cY8qj+pPLYRpPP52jjyI1db+SJPk/QK6BX/YL8+HmQsQv63wdWtf8Z1DSNL9cepq23E5fKPNxGUUrx1NgIcosrzDIK+eGKQ/wRf5ynx0QyRkaIWpxAd0f6tPViQXyOvuYo8Q/IOWi5BhVkQOKf0OO6Wkcef9+VjlIwvrv8ezIHfzcHnhwTweoD2by5xLR1b8k5xUz5dAOpeSV8cn1Pgj0cm6iVojEuziAiOxGKjkNYP44XH+etrW/RL7AfT/V9Clvr08Phmqbx3K8JbDuax9tXRZvlSZdSilcGvkKwazCPrXmMk2Un6/3aDekbaOfejgDnC3+upoOtNQ9e0pldqfn8mWC+om0AR3KKeWHhHvq09WrUyJGprux8JdeGX8u3e75lYdLC8x6bmJvIN3u+YUToCCK9I5ulfS3JFT1COF5Qxor9WfqG2Ong6AUbPmr6ixceh8UPQ2hf6HHDeQ+NO5rHrtR8bh3UTkYhzKB7iAcTooP4Yu1hDmY2vAjnysQs3l9+gEkxQdw2uOHpmkXTGhsVSFJ2MckdrgcbB1j3ruUas3O2XhsidnqNuzVNY+GudPq288K/Caa+Xqyu79eG6/qG8enqJL7fXL+pjIeyCpn6xSZOFJUz8+Y+9G57nuQYwqIuziAi4RdQVhAxjne2vYNRM/LigBfPSQM5c0MyP21L4f4RHRnf3XzDm652rrw15C3yyvJ4bv1z9XoSn1eWx5aMLQwLHWa2dljalNgQOvm58PaSRKoM5llsmV9SyW0zt2JrrXjn6uhmryj8eJ/H6RPQh5c2vPRPZfF/yyvL44GVD+Bq68qz/Z5t1va1FKO7+hPk7sDX66sXo9s56ZmamuNp5caPoKIIJn0C1uevZvzl2iO4O9oypWdI07bpIvLsuEic7Wy4Z852SiqqTH79hqQc7voujogAN169IkrmSLdgIyL0DIZ/HzNCz+l6RsSTFig2ajRCXPWCau+aF+buzSjgcHYxl0dL9jVzUkrx0uVdGdrZl6cXxPPMgnjiU/PPOkbTNA5lFbF4dwZP/rKb0e+tpaTCwJzb+jGgo4+FWi7q4+ILIjQNEuZB20GsyT/AX8l/cUu3Wwh2OfsPx66Uk7yyeB+XdPHnoVGmL6SuS6R3JA/3fJhVqav4fn/dxXiWHV1GlVbF2HZjzd4WS7G2Ujw2OpzDOcXMNUN1y7JKA7fN2sqxXH34M9Sr+RfG2VrZ8s7Qd/B18uXBlQ+SUZTxzz6jZmRN6hruXHYn2SXZvD/ifXydfM9zttbLxtqKG/q3ZUPSCZKyi/SNfW4Hazv9Jr+plObBtm/1rGy13EyccvREMUv2Huf6fmE42Z0/2BD15+/mwPvX9uBQdhFPz4+v91zpU0+Kb5u5jTAvJ2bf1hcXe+mXlizUy4nO/i6sTMzSEyigYMOHzd+QI6v0BdU9ax6FAH1BtY2VYowUmDM7G2srPruhJ9f3C+PHrSlM+GgdN3y1mU9XJ7FgRyrXfL6JUTNWc+/325m/PY0b+rXh74eH0iXIzdJNF3W4+P4CH1wGuYcpG3A/L214iY4eHbkt6razDimrNPDw3J34udrz9lXRTTaN4brI69iUsYl3tr1DD78edPHuUuNxmqax4OAC2rm3I9zTfHUOWoJLuvjTs40n7/19gIkxQTg38KagymDkvu93sO1oHh9O7UG/9pZLl+rh4MGHIz7k+j+uZ+JvE2nr1hZHG0dSi1LJKsnC19GX/w75b92Lf1u5ybHBvLlkPwt3pusZz1z8IGaqnsd9+LNn1W8xm5WvQ2UxDH64zkO/WZ+MjZXixv5tzd+Oi9ygTj48NKozM5YdIK+kkpcndqWNt3Otx6edLOW1xXv5I/64Xmfmxl5SCOwCMTLSny/WHCbPJhbP7tfA9u9g5Atg79J8jUj4Bezdal1QbTRqLNqVweBOPnjKv6sm4WBrzauTonhsdATfbUzml+1pvPHnfgC8nO14dlwkAzr4EOThgIeT9MGF4uIaiTBU6dUzvdqzxbcNWaVZPNzzYeysz/4H+9aSRJKyi3nrymjcHZsuZeCp9RGeDp48tPIhTpSeqPG4v5L/IuFEAjd1vanVDd0rpXhmXCTZReW8unhfg8/zzrID/L0vkxcndDXr1LOG6uTZiZ8n/MzotqPxcfTBSlkR6xfLfwf/lyVTljCqzShLN9Hi/N0c6N/em4W70k9P6et/HxjKYesX5r/g8QT9vL1uAf/zZ8PKL61k7rYUJkQHyfzoJnL/iI68MrErW47kMmrGal7+fS9pJ09XNj6UVcjHKw9x7ecbGfjGCpbsyeTJMREsuGdgk6RrFk1jXFQgVUaNJXuO64uaq0rhwF/N14CqCti3CMLHgm3N/252pOSRdrKUCZKVqcm5O9py34hOrHx0GNueHcXSh4aw+emR3Da4PV2C3CSAuMBcXCMRa9+B7P1wzRzWZGzE0caRvoF9zzok7mguX68/wg392jCoU9PPxfN08OT94e9z0183cfOSm3ln6Dt08uz0z/69J/by6qZXifSKbLUVjWPDPLljSHs+W32YS7r4MSKi/llwNE3jszWH+WSVnompJVWrDXML45WBphdRu5hMjAniiV/iiU/Lp3uIB/h00j/st3wBAx/U10qYg6bBn4+DgwcMf6bOw3/ccoySCgO3DpJFu01FrxnSlku7BvDO0kS+3XCEr9cfwdXeBqOmUVxd6baTnwsPX9KZK3oEW2SKomicrkFutPNx5vfd6Vx7Sz9wCdBrtERd2TwNOLwKyk5Ct8m1HrJwZzr2NlZcKgXmmpWPiz0+LvaWboZohIsniCjKgjVvQtRVaBHjWPvLh/QL7HfWKERFlZGn5scT6ObAE2Mimq1p3Xy68cmoT3h8zeNMXTyVPgF96OTZCRdbFz7f/TmeDp68O/xdrK1ab47khy/pzOrEbB6fF8+i+90JcK/7SWN5lYEnf4lnwY40xnUP5IUJNU8HEy3XZV0Dee7XPfy2M10PIgD636svsE6YB7E3mudC+36Ho+th/LvgdP5MH5UGI99uSGZAB2+6Bkntgabm7+bAm1dGc/+ITizZc5zUvFKUgrbezoyNCsTXVW4yLmRKKcZFBfK/VYc4WVaFR9dJsO0bKCsAh2aY875nAdi7Q/vhNe6uMhhZHJ/ByEg/WWMjhIkunulM6TvBWAW9bmVt2lrSi9PPyXT06eokDmQW8eoV3Zr9j0nvgN78POFnhoQMIaM4g28SvuGDHR/QN7Avs8fOPmfhd2tjb2PNe9fGUFpRxQ1fbT4ne8O/VRmMPFUdQDx6aWc+mtqj0TU8RPNzd7JlWLgvv+9Kx3BqgW2bgeDXBbZ8bnLxuRoZDbDiVfDpDD3qDkr+iM8gI79MUoc2s1AvJ24b3J4XL+/KCxO6Mn1AWwkgWokRkX4YNVh9IFtPamAob54pTVXlsH8xRI6vtTbE5iO55BRVMKEFTIMV4kJz8YTdmQlUAd+eiOPHpF9p69aWCe0n/LM7Na+Ej1YcYlz3QJOm05iTj6MPM4bNACA5PxkNjXbuF8+NTESAG19M78U9c7Yz4aN1xIZ58J/JUUQE6E+rTqWBmxeXyvwdaWQXlvPIJZ25b0SnOs4sWrJJPYJZujeTzYdP6On8lNIzNS16CFK2QFjfuk9yPrt/gpxEuHpWnSldNU3jq3VHaO/rzLDOfo27rhACgOgQD7yc7Vi5P4uJV/cGt2BImA/dr27aCyethPJ86HpFrYf8EZ+Bk501wyPk/S6EqS6iIGIPP/uF8X78Z7Rzb8dLA146q7Dch8sPAfDM2JZR+Kute1tLN8EiBnTwYc3jw5m7NYXP1hxm7Ptr8Xaxx83BhvzSSnKKKrCxUgyP8OOaXqGMjJQ//Be6ERH6NILfdqafzgkedTUse1FfCN2YIKKqXM/IFBgDkZfXefjGpBPsTs3ntSu6SXE5IczE2koxrLMvKxOzMKCw7jJJf2+X5YNDE04Z3LNAXwfVbmiNuw3VC76HR/jJSLYQDXDRBBElmQl85GJF34DefHHpF2dlOUo8Xsi87anc0K8NQVJa3eLcHGy5bXB7Lo8JYvamY2QVlFFQVomLvQ1RIR5c1jVApjm0Ig621lza1Z8/EjJ4eVJX7G2s9fSPMdNg65dw6Wvg2sDRwe2z9PzwE97VRzjq8N7ygwS4OXClFJcTwqyGR/gxf0caO1Py6NllImz6GA4sabrRiMoyfW1Vl8trncq0NVmfyjS2W2DTtEGIVu7iCCKqykkoOkqBiy/Tu04/K4DQNI3nfkvA1cGG/xsp02JaEj9XBx6+xPyF/kTLMzEmmPnb01iVmM3oUxlSet8Gmz+B7TNh6OOmn7SiGFa/qa+x6DCyzsO3Jeey5UguL0zoogcyQgizGdLZF2srxYr9WfS8pDe4BsLe35ouiDj0N5QXnHcq05/xGTjYWjE84uIs+ilEY10cC6vzktlnq8dL/y7otnRvJluO5PL46AgpXiSEhQzs4I23sx0Ld6af3ujTETqM0DO5GCpNP+mGD6E4C0Y+X69RiM/XHMbDyZZre4eZfi0hxHm5O9rSq40ny/dlgZUVRIyvvtEvapoL7pwDLv7QbliNu41GjT8TjjM83E8q0gvRQBdHEFGYwV57O/ztPPB2PF3JuMpg5J2libT3debqXjJ9QQhLsbG2Ynz3QP7el0lh2RkBQ9+7oDAd4n827YT5abDuPegyCcL61Xn4kZxilu3L5IZ+bXC0k1EIIZrCiAg/9h8vJP1kKXSZCFVlcGiZ+S9UmKlPlYqeWmsyhW1H88gqLGdMlExlEqKhLpIgIpN9dnZEep49XenLdUc4kFnE46PDsbG+OP5XCNFSXR4TRHmVkb/3ZZ7e2OlSCOiuT0syVNX/ZMtfAs0Il7xUr8O/WncYWysrbujfxsRWCyHqa0R1BqSViVnQZgA4+cDehea/0J4FoBn0dVW1mLstBRd7G0ZJcg4hGuyiuHMuKUgh2daGLr7d/9mWklvCjGUHuKxrwOk52EIIi+kR6kmQuwOLdmWc3qiUvh4i7wgkLq7fiVLj9LSu/e8Fz7Z1Hp5bXMHP21K5okcwfq51FzkUQjRMRz8XQjwdWbk/C6ys9foNB5ZAZal5L7Tvd73WjG94jbsLyypZvDuDCdGBMpVJiEa4KIKI1JNH0JSinffpKtTvLE1EAS9e3vWshdZCCMuwslKM6x7ImoPZ5JecMaUpfCy4h8KWL+o+iabBX0+Csx8Mfrhe15296SjlVUYpLidEE1NKMSLCj/WHTlBeZdDTLlcWQ9IK812kOAeObYDICbUesmRPJqWVBq7sGWq+6wpxEboogojsYv3Jpp+jPmyZlF3ErzvTuXlgOwLc5cmjEC3FhOggKg167vZ/WFlDr5sheS0c3Xj+E+yYDalbYORzYO9a5/XKKg3M2pjM8HBfOvnXfbwQonEGdvShtNLArpR8aDdEr+Ow9zfzXWDfQn0qY8T4Wg/5Iz6DYA9HYsM8zHddIS5CF0cQUZoDgK+TnsZt1oZk7KytuHWQPHkUoiWJCnYnzMuJ33enn72jzx3g0QYW3AllBTW/OC8ZljwNbQZBzPX1ut63G5LJKargzqEdGtdwIUS99GvnjVKwISkHrG0hYhwk/gVVFea5wK6fwDcCAqJq3J1fWsnag9mMjQqQWQhCNNLFEURU5APg6+hLYVkl8+JSGdc9UAqWCdHCKKUY3z2QDUknOFFUfnqHvStM/hzyU/TpSpp29guLsuCHaYCCiR/pKSTrcKKonI9XHGJEhB/92nvXebwQovHcnWzpGuTGxqQT+obIy6E8H46sbvzJcw9Dyibofk2taZ3/iM+g0qAxVrIyCdForT+I0DSyq4pxVbY42DjwS1wqxRUGbhrQ1tItE0LUYEJ0EIbqHO5nCesHgx/R87/PnAA5h/TtexbAh70g5wBc/S141W+E8c2/EimtNPD02Ii6DxZCmE3/9t7sOHaSskoDdBgOdq6w99fGnzhhvv416qpaD/l+8zHC/V2JCfVo/PWEuMi1/iCivJBspeFr44zRqDFr41FiQj2Ilj8gQrRIEQGudPB1ZtG/pzQBDHsKxrwFx+Ph04HwxQj4+Sbw7Qz3bNSL09XD9mN5/LQthVsGtaOjn6yFEKI5DejgQ4XBSNzRPLCxh/DLYP9i09I412TvbxDSGzxqXjC9M+Uk8Wn5XNcvTKYyCWEGrT+IKMok29oaX3tP9mYUcDinmGl9pSKtEC2VPqUpiM1HcsksKDt7p5U19L1DDxhipkFVOYx8AW76A3w61XzCfzEYNZ7/LQF/N3v+b2T9XiOEMJ/e7bywtlL6ugjQpzSV5sHRdQ0/ae4ROL5bL2JXi09WHcLNwYYregQ3/DpCiH+0/iCiMIMca2t8nXzYmpwLwKCOPhZulBDifCbGBKFp8NvOtJoPcAuC8e/C3ev1VK42dvU+91frDpOQVsDTYyNxsZcc8UI0Nxd7G7qHuJ9eF9FxFNg46vUdGmpfddG6WlK7Jh4vZMmeTG4a2A5XB9uGX0cI8Y9WH0RoBcfJsrHG1yWYrcm5BHs4EuThaOlmCSHOo72vCzGhHszfXksQ0UCJxwt5e8kBLu3iz+XRQWY9txCi/gZ08GZXaj6FZZVg5wSdRsG+RWA0NOyEexdCYEytBSY/XnkIZztrbpb1kEKYTasPIgryk6lUCh+3ULYcyaVPOy9LN0kIUQ9TYoPZf7yQvem1pHQ1UXmVgYd+2ombow2vT46SOdFCWNDAjj4YjBqbDuszBOg2BYqON6zwXH4qpG2DLpfXuPtwdhGLdqdzff82eDrXf9RSCHF+rT6IyCpIAcBg9CWnqEKCCCEuEOO7B2FrrZi/PbXR56o0GLl79nb2ZhTw+uTueLtIemchLKlnG08cba1ZdzBb3xA+Dpx8IO5b0092KitTZM3rIT5ZlYSdjRW3D27fsMYKIWrU6oOI7GI9w8v+NIVSMDLSz8ItEkLUh6ezHcPD/fhtVzpVBmOjzvXhikOs2J/Fq5O6cUkXfzO1UAjRUPY21vRp58XaQ9WLq23soMd1kPgnFGTU/0Sapqd9DukNPh3P2Z2aV8KCHWlM7ROGjzw8EMKsWn8QUaL/gdp8qIo+bb3wc3WwcIuEEPU1OTaY7MJy1p260WiA+NR8Pl55iMk9grm+Xxsztk4I0RiDOvpwOLuYrFNZ2GKng2aAnbPrf5K07ZC9H2Kuq3H3D1uOYdQ0GYUQogm0/iCiulp1cqa1VKgU4gIzPMIPd0dbFuxo2ALr8ioDj/y8E29nO16Y0NXMrRNCNEbv6unFW6ozJ+LdAdoNgbhZYKzn6OPmT8DOBbpNPmeXwagxLy6VYeF+klBFiCbQ+oOIqmIcNWvQ7Bja2dfSzRFCmMDexprx3QNZsue4nsXFRK8t3seBzCLemBKFu5OkdRSiJeka5IajrTVbj+Se3tjzJsg/BofrscD65DF9PUTsdHBwP2f3mgPZZBaUc3WvEPM1WgjxD4sEEUopL6XUMqXUweqvnjUcE6qUWqmU2qeU2qOUesDkC5UXkq2MOBsdCHR3oI23k1naL4RoPlf3CqWs0sjP20xbYP1HfAazNh7ltkHtGBEh6yCEaGlsra2IbePBluS80xsjxoOTd/0WWG/6BJSCfnfXuHvWxmR8Xe3l/S9EE7HUSMSTwHJN0zoBy6t//rcq4BFN0yKBfsC9SqkuJl2lUK9WTYUj/Tt4S0pHIS5A0aEe9GzjyTcbjmAwavV6zdETxTwxbzcxoR48fllEE7dQCNFQfdt5s/94ATlF5foGG3u9Gv3+P+BEUu0vLM2DuJl6aliP0HN2Hz1RzKoD2UzrE4adTaufdCGERVjqnTURmFn9/Uxg0r8P0DQtQ9O07dXfFwL7AJNq1WuF6WRbW1NZ6SpTmYS4gN0+uD0puaXM2phc57FllQbu+34HSsGHU3vIDYQQLdjwcD80DVYlZp/e2P8+PZhY8UrtL9z2NVQWw4D7a9w9e9NRrJViWt8wM7dYCHGKpT5d/TVNywA9WADOm3dVKdUW6AFsNuUi6SmHyba2JtQjhAndpTqtEBeq0V39GRbuy5t/JXLsREmtx5VVGrh91jbi0/J566poQr1kCqMQLVnXIDf8XO1ZsT/z9EbXAD042LMAUuPOfVFVOWz+DDqMgICoc3aXVhiYuy2V0d0C8HeTjIxCNBWlafWbHmDyiZX6GwioYdczwExN0zzOODZP07Rz1kVU73MBVgOvaZo2/zzXuwO4A8DX17fn3LlzKUr4gadcN3CJwzgu97+sEb+NaIyioiJcXFws3QxxhguxT06UGnlmXSnt3K14rLcDVv+anqhpGp/vLmdjhoFbutkxJOTCWkh9IfZJayd90jy+SShnc0YVH410wsZKf19bV5XQd/NdlDiFsDPmNVDqn/4IPbaADoe/ZVf3l8jzijnnfKtTK/kmoYKn+jgQ7mXdzL/NxUXeIy2Puftk+PDhcZqm9appn43ZrvIvmqaNqm2fUipTKRWoaVqGUioQyKrlOFvgF2DO+QKI6ut9DnwOEB4erg0bNoyFB74CYFjPwQzrOKxhv4hotFWrVjFs2DBLN0Oc4ULtk0rvYzw5P55t5YE8Njr8n3VOBqPGK4v2sjEjmUcv7cx9IzpZuKWmu1D7pDWTPmkelX6ZrJ61DYfQKAZ18jm9w/Nl7H5/gGHW22Dwo6xf9jsDtQ2QPAcixhN9xQP6wuozaJrGmx+sIyLAnjuuGCxrIZuYvEdanubskyYLIuqwEJgOvFH99bd/H6D0d/5XwD5N02Y05CJ5pcfBHoJdaxoQEUJcaK7pHcrutHz+tyqJHcdOcu/wjmQXlfH1umTi0/K5dVA77h1+btVaIUTLNaijD/Y2Vvy9L/PsICJ2OhxeDStehR2ziS0tgfIcaDMQJn50TgABsP1YHnszCnjtim4SQAjRxCwVRLwBzFVK3QocA64CUEoFAV9qmjYWGAjcAMQrpXZWv+5pTdP+qO9Figx67mk/x/MuuRBCXCCUUrwysRud/Vz4YMUhrv9KXyYV4unI+9fGcHl0kNw4CHGBcbSzZkAHb5bvz+SFCV1Ov4eVgis+g46jIH4uWtlBuGUJhPap9VyzNh7F1cGGSTEm5WERQjSARYIITdNOACNr2J4OjK3+fh3Q4LuBiiojJaoYsMXXSTIzCdFaWFspbhrYjik9Q1h3MIcgD0eigt2xspLgQYgL1chIf1YmZnMoq4hO/q6nd9jYQY/roMd1bFm1imHnCSCyC8v5Iz6D6/u1wdneUs9Ihbh4tNp32bETxZRaV+CCIw42kp1BiNbG1cGWMVGBlm6GEMIMRkToMwaW7886O4gwwU9bj1Fp0LihXxtzNk0IUYtWm0A9OzuDEzYKL2vJGiCEEEK0ZEEejnQJdGP5vsy6D66Bwajxw5YUBnTwpr2vfO4L0RxabRBRkJlCtrU1fg5elm6KEEIIIeowMtKPuKN55BVXmPzaNQezSTtZynV9ZRRCiObSaoOI0txUsmysCXTxt3RThBBCCFGHkZH+GDVYdaDGrO/nNWfTMXxc7Liki3zmC9FcWm0QUXEylRxrawLcQi3dFCGEEELUoXuwOz4u9izfZ1oQkZFfyor9mVzVKxQ7m1Z7WyNEi9Nq320lxSkYlMLPo52lmyKEEEKIOlhZKUZE+LL6QDYVVcZ6v+67jUfRgKm9w5qucUKIc7TaIKKsMh0AXxfJ3iKEEEJcCMZ0C6SwrIoV++s3GlFUXsV3m44yplsAYd5OTdw6IcSZWm0QUWGUQnNCCCHEhWRwJx98XOyZvz21Xsf/uOUYhWVV3DmkQxO3TAjxb60yiDBqYLAuAMDPSYIIIYQQ4kJgY23FpJggViZmkVtHlqZKg5Gv1h2hX3svokM9mqeBQoh/tMogwqBBhU0ZSgNvR29LN0cIIYQQ9TSlZwiVBo3fd6Wf97gF29PIyC/jzqEyCiGEJbTKIKLKqFFsXYmHlT02Vq22KLcQQgjR6kQGuhEZ6MYv55nSVFph4J1liUSHejCss28ztk4IcUqrDCI0YxXZNtb42bpZuilCCCGEMNHVvULYnZrPhqScGvd/tPIgmQXlPDsuEqVUM7dOCAGtNIjAWEWWtTX+Tj6WbokQQgghTDS1TxhB7g785499VBnOTveakJbPZ6sPMyU2hN5tvSzUQiFEqwwilNFAto01AS5Blm6KEEIIIUzkYGvN0+MiSUgr4KXf9/4TSJwoKueu2XH4uNjz3PhIC7dSiItb61wwYKwkz9oaXzcpPCOEEEJciMZ3D2LHsZN8te4Iqw9k09Orkhe3biCrsJy5d/bHw8nO0k0U4qLWKkcioAoAP/c2Fm6HEEIIIRrq2XGRfDW9Fx5Otiw4VEl5lZEfbu9LjKR0FcLiWudIRHUQ4e8cYOF2CCGEEKKhlFKMjPRnRIQff/y9irGjhslCaiFaiNY5EqEMgBSaE0IIIVoDpRTOtkoCCCFakFYZRGjVQYS/s7+FWyKEEEIIIUTr0yqDCKPScMAaV1tXSzdFCCGEEEKIVqdVBhFVCvxsXGTYUwghhBBCiCbQOoMIFAGO3pZuhhBCCCGEEK1SqwwiKpUiwCXQ0s0QQgghhBCiVWqVQUSVAn8pNCeEEEIIIUSTaJVBhAYEeLS3dDOEEEIIIYRolVplEAHg7yzTmYQQQgghhGgKrTiIkBoRQgghhBBCNIXWG0Q4SRAhhBBCCCFEU2iVQYRC4WHvYelmCCGEEEII0Sq1yiDCBiWF5oQQQgghhGgirTSIsLZ0E4QQQgghhGi1WmUQYWVla+kmCCGEEEII0Wq1yiDCWtlYuglCCCGEEEK0Wq0ziJDpTEIIIYQQQjSZVhlE2MhIhBBCCCGEEE2mVQYR9lb2lm6CEEIIIYQQrVarDCKsWuevJYQQQgghRIsgd9tCCCGEEEIIk0gQIYQQQgghhDCJBBFCCCGEEEIIk0gQIYQQQgghhDCJBBFCCCGEEEIIk0gQIYQQQgghhDCJBBFCCCGEEEIIk0gQIYQQQgghhDCJBBFCCCGEEEIIk1gkiFBKeSmllimlDlZ/9TzPsdZKqR1KqUXN2UYhhBBCCCFEzSw1EvEksFzTtE7A8uqfa/MAsK9ZWiWEEEIIIYSok6WCiInAzOrvZwKTajpIKRUCjAO+bJ5mCSGEEEIIIepiqSDCX9O0DIDqr361HPce8DhgbKZ2CSGEEEIIIeqgNE1rmhMr9TcQUMOuZ4CZmqZ5nHFsnqZpZ62LUEqNB8ZqmnaPUmoY8KimaePPc707gDsAfH19e86dO7fRv4Mwj6KiIlxcXCzdDHEG6ZOWR/qk5ZE+aVmkP1oe6ZOWx9x9Mnz48DhN03rVtK/JgojzUUolAsM0TctQSgUCqzRNC//XMa8DNwBVgAPgBszXNO36us4fHh6uJSYmNkHLRUOsWrWKYcOGWboZ4gzSJy2P9EnLI33Sskh/tDzSJy2PuftEKVVrEGGp6UwLgenV308Hfvv3AZqmPaVpWoimaW2Ba4EV9QkghBBCCCGEEE3LUkHEG8AlSqmDwCXVP6OUClJK/WGhNgkhhBBCCCHqwcYSF9U07QQwsobt6cDYGravAlY1ecOEEEIIIYQQdZKK1UIIIYQQQgiTSBAhhBBCCCGEMIkEEUIIIYQQQgiTSBAhhBBCCCGEMIkEEUIIIYQQQgiTSBAhhBBCCCGEMIkEEUIIIYQQQgiTSBAhhBBCCCGEMIkEEUIIIYQQQgiTSBAhhBBCCCGEMIkEEUIIIYQQQgiTSBAhhBBCCCGEMIkEEUIIIYQQQgiTSBAhhBBCCCGEMIkEEUIIIYQQQgiTSBAhhBBCCCGEMIkEEUIIIYQQQgiTSBAhhBBCCCGEMIkEEUIIIYQQQgiTSBAhhBBCCCGEMIkEEUIIIYQQQgiTSBAhhBBCCCGEMInSNM3SbTA7pVQhkGjpdoh/+AA5lm6EOIv0ScsjfdLySJ+0LNIfLY/0Sctj7j5po2mab007bMx4kZYkUdO0XpZuhNAppbZJf7Qs0ictj/RJyyN90rJIf7Q80ictT3P2iUxnEkIIIYQQQphEggghhBBCCCGESVprEPG5pRsgziL90fJIn7Q80ictj/RJyyL90fJIn7Q8zdYnrXJhtRBCCCGEEKLptNaRCCGEEEIIIUQTaVVBhFLqMqVUolLqkFLqSUu352KklPpaKZWllEo4Y5uXUmqZUupg9VdPS7bxYqKUClVKrVRK7VNK7VFKPVC9XfrEQpRSDkqpLUqpXdV98lL1dukTC1NKWSuldiilFlX/LH1iQUqpZKVUvFJqp1JqW/U26RMLUUp5KKXmKaX2V3+m9Jf+sBylVHj1e+PUfwVKqQebs09aTRChlLIGPgbGAF2AqUqpLpZt1UXpW+Cyf217EliuaVonYHn1z6J5VAGPaJoWCfQD7q1+X0ifWE45MELTtGggBrhMKdUP6ZOW4AFg3xk/S59Y3nBN02LOSFkpfWI57wN/aZoWAUSjv1ekPyxE07TE6vdGDNATKAEW0Ix90mqCCKAPcEjTtMOaplUAPwITLdymi46maWuA3H9tngjMrP5+JjCpOdt0MdM0LUPTtO3V3xei/9EPRvrEYjRdUfWPttX/aUifWJRSKgQYB3x5xmbpk5ZH+sQClFJuwBDgKwBN0yo0TTuJ9EdLMRJI0jTtKM3YJ60piAgGUs74ObV6m7A8f03TMkC/qQX8LNyei5JSqi3QA9iM9IlFVU+b2QlkAcs0TZM+sbz3gMcB4xnbpE8sSwOWKqXilFJ3VG+TPrGM9kA28E31lL8vlVLOSH+0FNcCP1R/32x90pqCCFXDNkk9JQSglHIBfgEe1DStwNLtudhpmmaoHoIOAfoopbpZuEkXNaXUeCBL07Q4S7dFnGWgpmmx6NOU71VKDbF0gy5iNkAs8ImmaT2AYmTqUouglLIDLgd+bu5rt6YgIhUIPePnECDdQm0RZ8tUSgUCVH/NsnB7LipKKVv0AGKOpmnzqzdLn7QA1dMBVqGvI5I+sZyBwOVKqWT0qbAjlFKzkT6xKE3T0qu/ZqHP9e6D9ImlpAKp1aOmAPPQgwrpD8sbA2zXNC2z+udm65PWFERsBToppdpVR2XXAgst3CahWwhMr/5+OvCbBdtyUVFKKfQ5rPs0TZtxxi7pEwtRSvkqpTyqv3cERgH7kT6xGE3TntI0LUTTtLbonx0rNE27HukTi1FKOSulXE99D1wKJCB9YhGaph0HUpRS4dWbRgJ7kf5oCaZyeioTNGOftKpic0qpsejzWq2BrzVNe82yLbr4KKV+AIYBPkAm8ALwKzAXCAOOAVdpmvbvxdeiCSilBgFrgXhOz/V+Gn1dhPSJBSiluqMvdrNGf5AzV9O0l5VS3kifWJxSahjwqKZp46VPLEcp1R599AH0qTTfa5r2mvSJ5SilYtATD9gBh4Gbqf4bhvSHRSilnNDXA7fXNC2/eluzvUdaVRAhhBBCCCGEaHqtaTqTEEIIIYQQohlIECGEEEIIIYQwiQQRQgghhBBCCJNIECGEEEIIIYQwiQQRQgghhBBCCJNIECGEEKJRlFJtlVIJlm6HEEKI5iNBhBBCiBZHKWVj6TYIIYSonQQRQgghzMFaKfWFUmqPUmqpUspRKRWjlNqklNqtlFqglPIEUEqtUkr1qv7eRymVXP39TUqpn5VSvwNLlVKBSqk1SqmdSqkEpdRgy/16QgghziRBhBBCCHPoBHysaVpX4CQwBZgFPKFpWnf0qukv1OM8/YHpmqaNAKYBSzRNiwGigZ3mb7YQQoiGkOFiIYQQ5nBE07Sd1d/HAR0AD03TVldvmwn8XI/zLNM0Lbf6+63A10opW+DXM84vhBDCwmQkQgghhDmUn/G9AfA4z7FVnP78cfjXvuJT32iatgYYAqQB3ymlbmx8M4UQQpiDBBFCCCGaQj6Qd8Y6hhuAU6MSyUDP6u+vrO0ESqk2QJamaV8AXwGxTdNUIYQQppLpTEIIIZrKdOBTpZQTcBi4uXr728BcpdQNwIrzvH4Y8JhSqhIoAmQkQgghWgilaZql2yCEEEIIIYS4gMh0JiGEEEIIIYRJJIgQQgghhBBCmESCCCGEEEIIIYRJJIgQQgghhBBCmESCCCGEEEIIIYRJJIgQQgghhBBCmESCCCGEEEIIIYRJJIgQQgghhBBCmOT/AVvmmQya2ftCAAAAAElFTkSuQmCC\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "figure(figsize=(13,5))\n", + "\n", + "plot(time,randall1102, label='Randall1102') \n", + "plot(time,simple1102, label='simple1102') \n", + "plot(time,riemann1102, label='Riemann1102') \n", + "\n", + "\n", + "xlim(0,72)\n", + "ylim(-0.5,0.5)\n", + "legend(loc='upper left', fontsize=8)\n", + "xlabel('hours')\n", + "ylabel('m')\n", + "title('NOAA minus GeoClaw at 1102, Dec. 21-23, 2015')\n", + "grid(True)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "figure(figsize=(13,5))\n", + "\n", + "plot(time,randall1187, label='Randall1187') \n", + "plot(time,simple1187, label='simple1187') \n", + "plot(time,riemann1187, label='Riemann1187') \n", + "\n", + "\n", + "\n", + "xlim(0,72)\n", + "ylim(-0.5,0.5)\n", + "legend(loc='upper left', fontsize=8)\n", + "xlabel('hours')\n", + "ylabel('m')\n", + "title('NOAA minus GeoClaw at 1187, Dec. 21-23, 2015')\n", + "grid(True)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Randall, 1 norm error at 1102: 77.3353344\n", + "Simple, 1 norm error at 1102: 81.2571767\n", + "Riemann, 1 norm error at 1102: 97.5116\n", + "Randall, 2 norm error at 1102: 3.756525212068986\n", + "Simple, 2 norm error at 1102: 3.7248155834404346\n", + "Riemann, 2 norm error at 1102: 4.584943224635001\n" + ] + } + ], + "source": [ + "print(\"Randall, 1 norm error at 1102:\", numpy.linalg.norm(randall1102,1))\n", + "print(\"Simple, 1 norm error at 1102:\",numpy.linalg.norm(simple1102,1))\n", + "print(\"Riemann, 1 norm error at 1102:\",numpy.linalg.norm(riemann1102,1))\n", + "\n", + "print(\"Randall, 2 norm error at 1102:\", numpy.linalg.norm(randall1102,2))\n", + "print(\"Simple, 2 norm error at 1102:\",numpy.linalg.norm(simple1102,2))\n", + "print(\"Riemann, 2 norm error at 1102:\",numpy.linalg.norm(riemann1102,2))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Analysis\n", + "The simple method works about the same as the ocean forcing method in terms of accuracy.\n", + "\n", + "The Riemann method doesn't work very well. Excluding the tidal signal, the water height decreases over time at 1102 and 1187. This might be caused by setting $q_l = q_m$ in our Riemann problem, further investigation is needed." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/NewYorkBC/sine/NYSine.ipynb b/NewYorkBC/sine/NYSine.ipynb new file mode 100644 index 0000000..39e8ba0 --- /dev/null +++ b/NewYorkBC/sine/NYSine.ipynb @@ -0,0 +1,172 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# New York Tides with Sine Boundary Condition\n", + "\n", + "First run the GeoClaw code and then use this notebook to examine the gauge results.\n", + "\n", + "In this example, we set tidal signal to be $\\sin(2\\pi t / T)$ on the right boundary, a pure sine wave with amplitude 1 and period $T = 12\\times 3600 = $ 12 hours, as shown by the dashed line in the gauge time series plots below. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from pylab import *" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "from IPython.display import Image\n", + "import clawpack.pyclaw.gauges as gauges" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "At gauge 0, etamin2 = -0.381, etamax2 = 0.047 at tshift = 148861.1 s\n", + "At gauge 1, etamin2 = -0.937, etamax2 = 0.635 at tshift = 148915.3 s\n", + "At gauge 5186, etamin2 = -1.296, etamax2 = 1.011 at tshift = 148845.6 s\n", + "At gauge 9050, etamin2 = -1.730, etamax2 = 1.462 at tshift = 150168.6 s\n", + "Created GaugeComparison.png\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "figure(400, figsize=(13,6))\n", + "clf()\n", + "colors = ['k','b','r','g']\n", + "\n", + "outdir = '_output'\n", + "\n", + "for k,gaugeno in enumerate([0,1,5186,9050]):\n", + " gauge = gauges.GaugeSolution(gaugeno, outdir)\n", + " t = gauge.t / 3600. # convert to hours\n", + " q = gauge.q\n", + " eta = q[3,:]\n", + " plot(t, eta, colors[k], label='Gauge %s' % gaugeno)\n", + " \n", + " \n", + " # determine amplification and time shift:\n", + " m2 = int(floor(0.75*len(eta)))\n", + " eta2 = eta[m2:] # last part of eta signal\n", + " etamax2 = eta2.max()\n", + " etamin2 = eta2.min()\n", + " t2 = t[m2:]\n", + " jtmax = argmax(eta2) \n", + " tshift = t2[jtmax] *3600.\n", + " \n", + " print('At gauge %i, etamin2 = %.3f, etamax2 = %.3f at tshift = %.1f s' \\\n", + " % (gaugeno,etamin2,etamax2,tshift))\n", + " \n", + "#Sine Wave \n", + "tperiod = 12\n", + "eta = 1.*sin(2*pi*t/tperiod)\n", + "plot(t, eta, 'k--', label='Sine')\n", + "\n", + "legend(loc='upper right')\n", + "xlabel('hours')\n", + "ylabel('Surface relative to MTL (m)')\n", + "grid(True)\n", + "title('Sine wave BC and resulting GeoClaw gauge results');\n", + "\n", + "xticks(arange(0,t[-1]+0.1,12))\n", + "xlim(0,60)\n", + "\n", + "if 1:\n", + " fname = 'GaugeComparison.png'\n", + " savefig(fname, bbox_inches='tight')\n", + " print('Created %s' % fname)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": { + "image/png": { + "width": 800 + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "Image('frame0014fig50.png', width=800)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} From 9ee50be6fb9c03c8ec634da2d42efee173a25a9a Mon Sep 17 00:00:00 2001 From: Yucheng Date: Sun, 7 Nov 2021 13:40:25 -0500 Subject: [PATCH 3/9] clear-output --- GraysHarborBC/GraysHarbor.ipynb | 42 +---- .../RiemannKingTideBoundary.ipynb | 152 ++---------------- .../sine/RiemannGraysSine.ipynb | 54 +------ .../topo/GraysHarborMTL.ipynb | 48 ++---- .../kingtide2015/SimpleKingTideBoundary.ipynb | 142 ++-------------- .../sine/SimpleGraysSine.ipynb | 54 +------ .../topo/GraysHarborMTL.ipynb | 48 ++---- GraysHarborBC/comparison/Comparison .ipynb | 65 ++------ 8 files changed, 86 insertions(+), 519 deletions(-) diff --git a/GraysHarborBC/GraysHarbor.ipynb b/GraysHarborBC/GraysHarbor.ipynb index b201283..41a95f9 100644 --- a/GraysHarborBC/GraysHarbor.ipynb +++ b/GraysHarborBC/GraysHarbor.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -31,25 +31,9 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": { - "image/png": { - "width": 800 - } - }, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "Image('domain1.png', width=800)" ] @@ -68,25 +52,9 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "" - ] - }, - "execution_count": 3, - "metadata": { - "image/png": { - "width": 800 - } - }, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "Image('domain2.PNG', width=800)" ] diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb index 0a1f425..1c682e3 100644 --- a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb +++ b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb @@ -11,17 +11,9 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Populating the interactive namespace from numpy and matplotlib\n" - ] - } - ], + "outputs": [], "source": [ "%pylab inline\n", "import datetime\n", @@ -39,21 +31,9 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Using cached water_level data for station 9441102\n", - "Using cached predictions data for station 9441102\n", - "Fetching water_level data from NOAA for station 9441187\n", - "*** Fetching water_level failed, returning None\n", - "Using cached predictions data for station 9441187\n" - ] - } - ], + "outputs": [], "source": [ "station_westport = '9441102'\n", "MLW_westport = -1.068 # m relative to MTL\n", @@ -81,22 +61,9 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "figure(figsize=(13,6))\n", "plot(time_westport, etap_westport, 'b', label='Westport %s' % station_westport)\n", @@ -123,7 +90,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -137,22 +104,9 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "figure(figsize=(13,6))\n", "plot(t_westport, etap_westport, 'b', label='Westport %s' % station_westport)\n", @@ -197,29 +151,9 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Ocean level at time 0 = -0.44255555555555554\n" - ] - } - ], + "outputs": [], "source": [ "from scipy.interpolate import interp1d\n", "f = interp1d(t_westport -3352, etap_westport)\n", @@ -241,34 +175,11 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": { "scrolled": false }, - "outputs": [ - { - "data": { - "text/plain": [ - "(0.0, 72.0)" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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zprh95MiRuLm5sW7duuK29evX07VrV0JCQoiMjATgoYceonv37vTo0YNDhw5d9Xznzp1j/PjxAMTHx2Nra0teXh4AvXv3Jj09/ap9hIWFsX79+uu6zktZtGgRycnJZW7TjqJGo9FoNBrNjVPjnYPKIDExkVdeeYVFixYRGhrKokWLsLe3v64+HnjgAT788ENCQ0NZsmQJRqPxpu2ysrJi0aJFjB07tlT7N998w1NPPVWq7Y033mDNmjW8++67vPPOOwA899xzbN26lZ9++onXXnvtqudr0KABYWFhAOzevZtOnTpx+PBhzGYz2dnZuLi4XLWPm3UOzGbzPzoHGo1Go9FoNJobRzsH18CKFSuYPHly8eDX2dmZtm3bAjBz5kx69uxJz5492bdvHwDvvfce3bt3p0+fPoSHh3PhwgX8/f0JCgoqPr5du3bF/RcUFNC3b1969erFmDFjMJlMfPXVVyxbtoxTp07h4eGBlJLp06eza9eu4uOEEPj6+l5mr7+/f6nn2dnZ2Nvb4+zsTOfOnTl27BgA9evXB8Da2vqanRVvb28SEhLYvXs3Dz30EPv27ePYsWPcdttt5OTkMGnSJPr06cOECRMoKChg4cKFdOrUiT59+rBixQq+++475syZQ9++fQkLCyMkJISRI0fSpUsXzp8/X+brB9C6dWsmT57Mm2++yapVq7jzzjv54IMPrslmjUaj0Wg0Gs21UaMDkot46ik4cODm+mjTBj79tOxt0dHRtGzZEoDffvuNGTNm0KVLF5577jmWLFnCpk2bSElJ4b777uObb75h/fr1bN26lS1btvDOO+9w9913XzZgL4mVlRXLli3D3t6el156ifXr19OtWzfmzZtHYmIiHTt25NixYxw4cICXX375uq8tJSWl1Ky+yWQqtf3555/nySefvKa+OnbsyO7duzl79izPPvssjzzyCB4eHnTq1ImZM2cyYsQIJk2axNdff838+fNZvnw58+bNo169ekgpcXBwoEGDBrz55puEhYURGxvL2rVr2bt3L++99x6vvvrqZa/f119/TWRkJNu2bcPR0ZFz587x0ksvoatlazQajUaj0ZQveuXgGvD39yc6OhqAO+64g19++YXExETOnTvHwYMHCQkJYfTo0aSmphIWFkarVq0A6NChA2fOnCl1fFlkZWVx//3307t3b+bPn090dDStWrXi8OHD7Nq1i6effprNmzdjNpuxtra+bvvd3d1LxQMYDBdv+6effsptt91Gjx49Sh0zZ84cgoODeffdd0u1FzkHUkrs7e3Jzs5mz549dOzYkePHj/Ppp58SHBzM7NmziY+P56WXXuLNN9/knnvuKRUXUUTLli2xsrKiTZs2nDlzpszXDyAoKEiXctdoNBqNRqOpYG6JlYMrzfiXF0OGDGHs2LGMHz8eV1dXCgsLASXL6dixI/PnzweUPCgpKYmDBw8CsGfPHho2bEhgYCCxsbGcPHmSoKAgMjMzOX36dHH/q1evpkmTJvz222+8+OKLSCkxGo0YDAZSU1MJDg5m+vTp9OnT54bsd3BwICcnh8zMzGIJEMCaNWvYtm0bc+fOveyYKVOmMGXKlMvaO3XqxPPPP8+wYcMAcHR0ZNu2bXzyyScEBQXRt29fxowZU/x6FBYWMnPmTLZt28bHH3/M5MmTS61cHDlyBJPJxMGDB2nYsCH16tW77PWD0g6NtbX1ZasfGo1Go9FoNJqb55ZwDioab29vXnnlFUaOHInBYMDKyornnnsOb29vhg4dSq9evTAajfTp04eXX36ZkJAQunXrho2NDbNnzwZUbMITTzxBRkYGQgg+/PDD4v47d+7MW2+9xZ49e3B1daVx48YAtG3bltTUVGxtbbGysqJbt26X2TZ+/Hi2bNnC6dOnmTZtGiNHjuTJJ59k2bJlLFmyhIcffpipU6fy4osv0r9/f+zs7IpteuKJJ3BxcSEkJISgoCC+/fbba3otMjIy6NChA6Bm/o8ePYqNjQ1Tp07lwQcfZMaMGUgpeeedd1iwYAE7duwgMzOTjz76iBYtWvD8888zYcIE3nvvPXx8fBg1ahQJCQn8+uuv+Pn5lfn6lWTgwIE8+uijjBs3jocffvj6b6hGo9FoNBqNpkyElLKqbbhmgoKC5MmTJ4ufHz9+nGbNmlWhRZqbKYIWFhbGSy+9xC+//FKuNv2b3xehoaEEBwdXtRmaEuh7Uv3Q96T6oe9J9ULfj+pHed8TIcReKWWHsrbpmAONRqPRaDQajUYDaOdAU4XUq1ev3FcNNBqNRqPRaDQ3jnYONBqNRqPRaDQaDaCdA41Go9FoNBqNRmNBOwcajUaj0Wg0Go0G0M7BNbNx40b69OlDcHAwffv2Zdu2bdd1/Pnz5xk+fDjBwcGEhISwe/duZs2axcyZM2/YpoKCArp27YqTk1OpAmMjR47Ezc2NdevWFbd99tlndO7cma5du7J9+3YAJk6cSHBwMF27dqVNmzbXfN45c+aUygYUGhrKSy+9dMPXAeisCBqNRqPRaDTVAF3n4BpITEzklVdeYcmSJbi4uJCRkVFmtd9/4oEHHmDGjBkEBQWRkZFRqgjajWJlZcWiRYt49tlnS7V/8803l9UsmDVrFnv37iUmJobHH3+chQsX8scffwCwcOFC9u7de83nXb58eXFF5Nq1a9+Q7WazuVRhM41Go9FoNBpN1aNHZ9fAihUrmDx5Mi4uLgA4OzvTtm1bQBU369mzJz179mTfvn0AvPfee3Tv3p0+ffoQHh7OhQsX8Pf3JygoqPj4du3aFfdfUFBA37596dWrF2PGjMFkMvHVV1+xbNkyTp06hYeHB1JKpk+fzq5du4qPE0Lg6+t7mb3+/v6XtTVq1Ii8vDxSU1Px9PQstW3hwoWMHj36ml6L7OxsTCYTU6dOZeHChcXtBw8eZPDgwfTp04fk5GQAXn/9dYKDg+nTpw9hYWGEhYUREhLC2LFjmTVrFt999x1dunThueeeK+5n586dBAcH0717d3766acrtgUHB/P888/TsWNHfvjhh2uyXaPRaDQajUbzz1TZyoEQog7wM+AHmIHvpJSf3VBnTz0FBw7cnEFt2sCnn5a5KTo6mpYtWwLw22+/MWPGjOJB7ZIlS9i0aRMpKSncd999fPPNN6xfv56tW7eyZcsW3nnnHe6+++4yB+xFWFlZsWzZMuzt7XnppZdYv3493bp1Y968eSQmJtKxY0eOHTvGgQMHePnll2/o8vr27UvTpk0pLCxk5cqVxe2FhYUcPny4lLPyT6xatYohQ4bQvXv3UlWec3NzWbt2LXPnzuW7775j6NChREVFERoayvHjx3nnnXd4/vnniY+PZ926dUgp6d69O1u3bmXXrl3s2LEDgOnTp7NkyRKcnZ3p378/d955Z5ltoKpDv/rqq/Tv35/777//hl4XjUaj0Wg0Gs1FqlJWVAg8I6XcJ4RwBvYKIdZKKY9VoU1l4u/vT3R0NAB33HEH3bp149VXX+XcuXMcPHiQkJCQ4n3DwsJo1aoVAB06dOC1114rdXxZZGVlMXXqVKKiooiLi6Nx48b06dOHl19+mbS0NJ5++mk2b96M2WzG2tr6uu1PT0/nxx9/5PTp08THxzN16lRWrFgBwIYNG8rU+8+ZM4cffviBQYMGlZrZX7JkCeHh4cydO5eTJ08SGRkJULyS0qZNG9auXcvx48dLVfMrco5at26N0WgkNjaWwMBArKysaN++fXH/Bw8eZMSIEYCScyUkJJTZBtCiRQusra21PEmj0Wg0Go2mnKgy50BKGQPEWP7PEEIcBwKA63cOrjDjX14MGTKEsWPHMn78eFxdXSksLASgfv36dOzYkfnz5wNKHpSUlMTBgwcB2LNnDw0bNiQwMJDY2FhOnjxJUFAQmZmZpWIOVq9eTZMmTfjtt9948cUXkVJiNBoxGAykpqYSHBzM9OnT6dOnzw3ZbzAYcHBwwMbGBldXV7Kysoq3LVy4kIkTJ152zJQpU5gyZUqptoKCApKTk1m/fj2gVhGWLVtGx44di6/54MGDNGzYkKCgIAYMGMAXX3xRfGxUVFTxQN7Ly4sLFy5gMpnYv39/8Tnatm3L/PnzcXR0pKCgAGtr6zLbQMmqNBqNRqPRaDTlR7UISBZC1APaAjur2JQy8fb25pVXXmHkyJEYDAasrKx47rnn8Pb2ZujQofTq1Quj0Vg82x8SEkK3bt2wsbFh9uzZgIpNeOKJJ8jIyEAIUUqS07lzZ9566y327NmDq6srjRs3BtRAOTU1FVtbW6ysrOjWrdtlto0fP54tW7Zw+vRppk2bxsiRI3nyySdZtmwZS5Ys4eGHH2bq1KkMGDCArl27YjKZmD59OgBSSrZv386XX355Ta/D+vXrad26dfHzHj168P7779OxY0esra0ZNGgQubm5/PXXX3h6euLn50dwcDBCCCZNmsSAAQOKj7WysuLee++lW7du9O7du7j9tddeY8SIEZjNZjw8PPjrr7/KbNNoNBqNRqPRlD9CSlm1BgjhBGwE3pJSLihj+1RgKoC3t3f7efPmFW9zdXWlUaNGlWWqpgxMJhNGo7GqzSjFmTNnSEtLq2ozqoTMzEycnJyq2gxNCfQ9qX7oe1L90PekeqHvR/WjvO9JSEjIXillh7K2ValzIISwBpYBq6WUH19t/6CgIHny5Mni58ePHy+Vb19T+WRkZODs7FzVZpTi3/y+KBnnoake6HtS/dD3pPqh70n1Qt+P6kd53xMhxBWdgyqL5BRKMP4DcPxaHAONRqPRaDQajUZTsVRlzEF3YApwWAhxwNL2gpRyRdWZpNFoNBqNRqPRKPKi80hZn0JeRB7Wnta4dHbBsYUjwnjrJkWpymxFW4Bb95XVaDQajUaj0dRIcsJyCH87nNhZsciC0hJ8+8b2NPq8EZ6DPK9wdM2mWmQr0mg0Go1Go9FoqgPx8+I5cd8JZKHEf6o/tR6shX1je/Ki80jfms6Fty5wePBhfO/yJWhmEAbrW6ve0q11NRVEaGgozs7OpKamAnDPPfdw5swZAGbPnk3Pnj3p1asX7777bqnj+vXrd1lbbm4uzs7OxRWBS7J//35atmxJvXr1ituio6Np164ddnZ2xfUVAD744AN69OjBnXfeSUFBARkZGfTt25devXoxbNgwMjIyrnpdP/74IzNmzABg7ty5xSlF8/Ly6Nq169VfGGDz5s2cO3fumvb9Jzs0Go1Go9FoqpqYWTEcm3gMpzZOdN7eiCa1F+D01n0YX3gGh9xz+N3tR8fDHQl8OZC4n+M4NuEY5nxzVZtdrmjn4BqpU6cOM2fOLNV29OhR5s+fz4YNG9i0aRPnz59n1apVACQnJ+Ph4cGmTZtKHbN69WomTJjAwoULLztHo0aN2LFjB7Vr1y5u8/Dw4O+//6ZLly7FbQkJCWzYsIEtW7bQqlUrFi1ahLW1Nb/88gubNm1i5MiRzJo166rX1KlTJ3bv3g2ogm0ODg6YzWYOHDhAmzZtrul1uVnnwGw2a+dAo9HULMLC4OGHoUkTuO02ePxxiImpaqs0Gs1NEjs7lpP3ncS9vzutX8nAbkgHeP552LcPvv0WWreG99/HYCOo/3p9Gn3eiMSFiRybeAxprtrSAOWJdg6ukZEjR7J06VJMJlNx2/z583nyySexslLqrGnTplFUh2Hx4sWMGzeOgIAAoqKiio9ZvHgxb775JocPH77sHM7Ozjg6OpZqs7Ozw93dvVTbrl27itNZ9evXjx07dmBnZ4e/vz+gCoxdS+2B2267jePHjwNqhSI4OJjjx4+ze/duOnXqxJkzZxgwYAC9e/fmzTffBOCFF16ge/fuhISEEB4ezm+//cYzzzzDM888w6xZsxg/fjwDBw5k5MiR5OfnU1hYyKRJk+jVqxeTJk2isLCQ0NBQRowYwfDhw1m6dCmHDx8mODiYtWvXXtVmjUajqVIWL0a2bkfijyc4nvt/7I56lZ1fdeVA4J9EPL2NgtSCqrZQo9HcAGk70jj5wEnc+7rTYlo6xmEDwMUF9u+HM2cgKgrGjoVnnwVLIdvaT9Sm4ccNSVyYyIU3LlTxFZQft0TMwVOnT3MgM/Om+mjj5MSnlsrEZWE0Ghk+fDgLFlys0xYTE0OtWrWKn9euXZsYy+zR6tWr+eGHH3BxcWHRokU89thjFBYWkpqaip+fH61bt+bo0aM0b978um1NTU3FxcUFUIXgUlJSirdlZmby3XffsXLlyqv2YzAYcHBwIC0tDaPRSPv27dm9eze7d+9m2rRpvPjii/zwww/UqVOHSZMmERkZydatW9m8eTMGgwEpJXfccQd9+/alX79+zJo1C1dXV+bNm8d7773HggULMBqN3Hbbbfz++++8+eab/PXXX/j6+pKfn1+8ytKyZUtCQ0Ov+3Wo1mRmqtnFFi2q2hKNRlNerFtH2pjpnLL5iqwCf6xzrHHu6YyVzCJrrYmzn+Rz4YdtNHi/Mf5T/VEZuzUaTXWnIKmAYxOOYVvHlts+ccMY3Bfq1YPt28HDQ+3k4QG//67+f/ZZ6NIFevak9lO1ydyXSdgbYXgM9cClg0uVXUd5oVcOroMHHniA77//vvi5v78/0dHRxc8jIyPx9/cnMzOTHTt2MGbMGD788ENWrFDZWUNDQzlx4gSDBg1i06ZNZUqLrgU3NzfS09MBSE9Px83NDQApJffddx9vvfVWcVsRzzzzDMHBwcUD8iLat2/Pb7/9RlBQEO3bt2fv3r2cPHmSZs2acfLkSaZMmVK8ohAVFcW0adO4++67eeqpp8jOzr7MtrZt2wLQpk0bzpw5w9mzZ2nXrh0AHTp0KI7VKGq7pYiJgf/9TzkEzs7QsiXcZDyGRqOpJpw9S8zwGRwwfUyhdyDNfm9G15iutFrWituWd6XjqV6093gOp8LjnHr4FMfvOH7L6ZA1mlsRKSUn7jtBfmw+t/3RDOun7oecHFi69KJjUITBAD/8AA0awJQpkJWFEIJGXzTCxteGk/eexJxX8z/3t8TKwT/N+Jcnbm5uBAUF8ffffwMwevRonn/+eUJCQrCysuL9999n7NixrFixgpdffpn7778fgClTppCcnMyCBQtYunQpDRs2BGDYsGE3ZEfHjh2ZMWMG06ZNY926dcXxCNOnT6d79+706dPnsmM++uijMvvq1KkTb7zxBh9++CHu7u6EhYXh6OiIwWAgKCiITz/9FH9/f0wmE0II8vLyGDp0KG+//TbLli3D2tq6lNTq4MGDxX8bNmyI0Whk7969DB06lD179tCoUSNArVoUcUvMrm3YABMmQHIy9O+v2o4ehYYNYdUqGDiwau3TaDQ3TkEB0f0+41Tuk7j3tOe2Je2wdrMuvU+9ejjPf4fWffsT7nAv5/+4E1OWieYLmmOw0vNwGk11JeGvBJKWJNHww4a4HPqT3ZGRLPr5Z47n52M6fJjmjo7c5etL0yLZt5MTzJ4NPXooedErr2DtZk3Qd0EcHnaYC29doP7r9av2om4S/Y11nTz55JOcOHECUHKYMWPGEBwcTM+ePQkMDGTIkCEsXLiwVInr7t27s3TpUvbu3VvsGICKMbhw4aJGLSIign79+nHkyBH69etHWFgYBQUF9OvXj4MHDzJw4EB27tyJj48PvXr1okePHhw4cIBRo0YRHR3Ne++9V3zur7/++pqup1OnThw+fJgOHVQFbXt7e9q3bw/AW2+9xX333UefPn0YMmQI2dnZjBo1ip49e7Jy5Up69+5Nz549efvtt3n99dcBSEpKYsCAAWzZsoXRo0dz++23c/ToUXr16sXhw4cZM2ZMmTaMGjWKzZs3X9/NqC7MmwcDBoCXFxw+DCtXwpEjMH++ClYcPRq+/LKqrdRoNDdIzJ2/cipsNB5t82i5tuPljkERISGI//sPgdkzadznEElLkzj92OnKNVaj0VwzhemFnPnPGZzaOmGY4sCw9HQ6ffMN73t5cTI7m7DcXN4PD6f57t08cfo02UWTod27w7hx8P77YFGQeA71xOcOH8LfDyc3MrcKr+rmEVLWnOjqoKAgefLkyeLnx48fp1mzZlVokSYjIwNnZ2cAZs2aRWFhIQ888ECV2lSp74stW6BPH+jcGZYtA1fX0tujoyEgQP1/+jRYVk4qitDQ0FKOqabq0fek+nE99yRt2XkODD+Lm3cELSPuxmB7lTk1kwmsrGDkSM41+5jwd8O5be5t+Iz3uXnDb2H056R68W+5H6efOk3U51HY/h3EqILDZJpMvOLszENduuBqSTYTn5/PGxcu8GVUFO2cnFjTujWe1tZw9iwEBcF//wuWtPU5YTnsCtqF311+BH0fVK62lvc9EULslVJ2KGubXjnQaG6UxESYOBECA5U2sYRjYC4wY8o2Qa1acOCAanzttaqxU6PR3BCF6YUcm3QUW+K5bUW3qzsGAEYj/Oc/sGQJ9QbH4NzJmVMPnyIvKq/iDdZoNNdMztkcor+KxnCPJ/2Np3FKSmLPokVM69Gj2DEA8LGx4YvGjVnWsiXHsrPpf/AgGYWFSjY8ciTMnKliFAD7evbUergWMT/FkH3q8rjMmoJ2DjTlxj333FPlqwaVyuOPQ0ICzJ0Lbm4UphcS/kE4e9rvYZPdJjY7bmZ7ne0ced1I2r0fwS+/qPgDjUZTIzjzwH7yMu1pNuEs1h0uzgJedcH9jTcgIADDi8/R7JdmmPPMnLj3BDVppV6judUJez0MrODeEanUyspiy+OP0+yJJwD1GY+OhtjYi5/3oZ6eLGjenEOZmdxx/DhmKeGxxyApSY0DLAS+GIjBzsD56eer4KrKB+0caDQ3wvLl6svgpZegXTsSlyayq9kuzk07h8HOQN3n61LvjXq4BbuRtimN/T+146DDDHIfmQ55egZRo6nuJC5NJPbPLOoa/sT14/vZeaiQLm9GY/32EQwz9uHy9SFGLjzPuawytMXOzmr1YMsWHPLP0/CDhqSsTSHu17jKvxCNRnMZWceziPsljr/HWpHsCSufew7/Tp0oCGrBBx8oQUBAAPj7Q5s2sGiROm6wpyefNGrEsqQkPo2MhJAQaNZMxRVavAgbHxtqP1GbhD8TyDmbU2XXeDNo50CjuV5ycuDRR+G225D/m8bpJ09zZMQRrD2tabu9Le22tqPBmw2o91I9ms1pRpewLjT8qCHpsil7w54n/YXZVX0FGo3mHzDlmDj9yEkcxXkCp5iZvNKKLmd3srPHKexaZRDoa6TQJZ8lrhdotH0nzx0Pw3TpqsA994CNDXz3HbUeroVzZ2fOPnOWwszCKrkmjUZzkbDXwiiwE3wxpoDfIiNpeOgQKfc9Q0gITJsGTZvCF1/ARx9Bbi7cfjs8+aQa/z8eEMAIT09ePn+eiLw8tXqwdy/s2lXcf8ATAQijIPLTyCq8yhtHOwcazfXy1VcQHo78/CtOPh5G1BdRxPcMYPGQ9szZ44qlDl4xRkcjdZ6uQ7t9nTDaCQ5+Uof0jXoGUaOprkR+EkleVAEN+JxebR/g14bH8MizY3mDtqQP7ULY2NZk3dGBj2O7IDZ7815cGMMPHCG3RFpnvLxgzBj4+WdEXi6NPm1EQXwBUZ9HVd2FaTQask9nEz8vgXmjJE+0qsvgt9+msEVrur7Ul3374LffYM0apRx++mmVlfypp5Sz8NZbKv36540bYwb+e/Ys3HWXWi386qvic9jWssX3Tl9ifoyhIKnmVU3XzsE1EBoairOzM6mpqYDS1hcV85o9ezY9e/akV69evGuJVi+iX79+l7Xl5ubi7OzMjh07LjvP/v37admyJfXq1Stui46Opl27dtjZ2VFYqGaczGYzkydPpnfv3vTr14/ExERiY2MJDg4mODiYZs2a8dRTT13z9T3wwAM88sgjxc9fffVV1q1bd83HX0poaCivvvrqDR9frUlLg3fegYED2f59ALE/xPAzgUzY3Ih3PzTwxBNQty5Mn66SlpTEsakjbf/wxlqmcnjY4Rqf6kyjuRXJi80j/J0LeNjsZMLHj7GtdTZtwmoRM64tQ+q6FtdlEQL+7w47Vna/DfFFI1amJnH7kaMUmksUQJo6FVJTYd48XLu44jnck4gPIihIqXmDBY3mVuHch+EUWsGRyfa8lJQER47wad6jnA8TrFoFkyaV3t/KCj7+WNU8e/llWLwYAu3seK5uXeYlJLChsFA5CHPnQnx88XG1n6mNOdtM9DfR1DS0c3CN1KlTh5kzZ5ZqO3r0KPPnz2fDhg1s2rSJ8+fPF1cgTk5OxsPDg02bNpU6ZvXq1UyYMKHM6siNGjVix44d1K5du7jNw8ODv//+u7jQGcCBAwewsbFh48aN3Hvvvfz666/4+fkRGhpKaGgoAwYMuOYCayaTiZiYGM6dO4fZfONV/W7m2BrFxx9DcjJrnV4lf24Uyx1q0+nr+sTGCgoL4fhxlcDojTfg7rsvdxBsR3SjVctfMGcVcnzSMcyF/5LXTaOpIYS9EoY5p5CfpmTzd5tGdNrZiH13N8HGWPbP5YAB8F6X2vBxE1alJPPS+RJBiL17q1SH334LQP036lOYWkjEhxGVcSkajeYS8uPziZsdy5oB8Em3ptjMnk2B0ZY3T49n1izo1avs44RQSYlat4ZHHlHzhNPq1KGenR3PnD2LfOQRyM+Hn38uPsaphRPuA92J+iqqxv3Wa+fgGhk5ciRLly4tVQ14/vz5PPnkk1hZUl5NmzaNefPmAbB48WLGjRtHQEAAUVEXl5EXL17Mm2++yeHDhy87h7OzM45FFfgs2NnZ4e7uXqotICCgePYqNTUVT0/PUts3bdp0zblwi/bt2bNnqdWMX375hX79+nHfffcBkJOTw6RJk+jTpw8TJkygoKCAWbNmcc899zB06FAOHTrEfffdR79+/ZgzZ05xPzNnzqRnz5707NmTffv2XbGtdevW3HXXXbRu3ZoDRak/qxvJyfDxx5y87RHkX3mcc3XjufMNePhh8PVVuzRtCnPmqKXHX3+F+++/JLOJEDg8P5km8kPStqRz4bULZZ5Ko9FUPjlhOcT+GEtyk1N8OjkEv7WBbPxPba5WxP2//4X+ebWwWVmL9yIi+CshQW0QQq0ebN8OR4/i1NoJ7wneRH4WqVcPNJoq4MAnYRjzwOoxb7rY2VEw53f+Mo3irifcLlsxuBQbG+UgxMSoWAR7o5HpgYHsz8xkpZ8fdOgAf/xR6phaD9ciPyaf5BXJFXhV5Y/V1Xep/px+6jSZBzJvqg+nNk40/rTxFbcbjUaGDx/OggULittiYmKoVatW8fPatWsTYxGcr169mh9++AEXFxcWLVrEY489RmFhIampqfj5+dG6dWuOHj1K8+bNr9tWLy8v8vLyaNasGUajkV0lgmD27NlDq1atih2Wq7Fw4UL+7//+j/z8fGbOnEm3bt0AaNy4MbNmzeKRRx5hx44d7N69mxEjRjBp0iS+/vpr5s+fD4Crqyt//fUXu3btwmg0sm7dOt5++23y8/NJTExkyZIlbNq0iZSUFO677z5mzpx5WduiRYuIjY1l586d7N27l9mzZ9OmTZvrfl0qnO+/x5yZx/5jk3CwNTLu8G04+yj/WkpJpsmEGXAxGnnhBUFeHrz+OgQHq9jEYsaOxfe//yWFA1x4CzyGeODa1bWME2o0msok/J1wpJA8/mIDau/OZtXketjZXf04IdSiYqsOjfDrnMH9J07Q09UVHxsbmDxZRTjOmQPvvkvg84EkzE0g5vsY6k6rW/EXpdFoADDlmkj8NobD3eGZvo0pWLQM6/Rk1vjfwxfvXFsfHTrA+PHq8/744zDZ15dXw8J468IFBk+ciPjvf1XB08ZqPOk51BMbPxtivo/Ba4RXBV5d+aJXDq6DBx54gO+//774ub+/P9HRF7VkkZGR+Pv7k5mZyY4dOxgzZgwffvghK1asAJQW/8SJEwwaNIhNmzaVKS26FtasWYOrqyvHjx/n1Vdf5cMPPyzetnDhQkaPHn3ZMc888wzBwcHFsqci1q9fzyOPPMJ//vOfUnEGbdu2BaBNmzacOXOG48eP8+mnnxIcHMzs2bOJt+jqigbx586dKz6mffv2xW0HDx4kJCSE0aNHk5qaWmYbKEmVnZ0dAQEBxW3VioICTJ99yWbDy/hhotXPQTjXseFwZiYPnjxJwPbtuGzZgtuWLfht28Zjp04x+X859OqlMhyUVBpgbQ2PP06j6Bew9TVw8sGTmAtq1pKjRnOrkRueS+xPsazvk4/BKo3787rSvNlVlgxK0KIF3DfZQOL/mpJlMvNi0YfexwcGDlRLiWYzTq2dcOvrRuTnkZjz9edeo6kstvx8AYcUifMjfnjZ2BD55myi8Wfst/25RLTxj7z+uspg9NFHYG0wMK1uXbalp7Nx+HC1Q4maBwZrA373+pG0IqlGxRneEisH/zTjX564ubkRFBTE33//DcDo0aN5/vnnCQkJwcrKivfff5+xY8eyYsUKXn75Ze6//34ApkyZQnJyMgsWLGDp0qU0bNgQ4JrjAi5FSomHhwegVhHS0tKKt61Zs4aXXnrpsmM++uijy9p27drF7bffzhtvvAHAc889Vyx3OnjwIEOGDOHgwYNMmTKFpKQk+vbty5gxYwAoKCjg119/xWBQ/mX9+vXZsGEDoAKri9o6duxYvMpQUFBAamrqZW1AsUyq6PqqHQsXkhNjSyE9cBjuS+2x7jxz5gyfREbiYDAw3MuLtk5OGIC9mZn8EBPDzJgYnvuiIXu7B/C//wksl6yYOhWr11+ncdvNHFnZnZgfYgh4OKCqrk6j+dcT/m44Jin59l4bHv3qIC/8Pe66+3j5ZfjpJ0c6nA/gByJ5yN+fDi4uKpJx0iTYtAmCg6nzdB0ODz1Mwp8J+N7pWwFXo9FoSiKl5NzXUdjXhrvHNyLrfDy1D69gfu3/Y+Iw43X1FRQEo0bBDz/Aa6/BfX5+vBEWxrs5OQT36HGxBpIF//v9CX8nnNhZsdR7qV75XlgFoVcOrpMnn3ySEydOANCyZUvGjBlTrNkPDAxkyJAhLFy4sJTmv3v37ixdupS9e/cWOwagYgwuXLioOY+IiKBfv34cOXKEfv36ERYWRkFBAf369ePgwYMMHDiQnTt3MmDAAI4fP05wcDDTp0/n0UcfBeDkyZMEBgZib29/TddyqZ3BwcHFsqnjx4/Tt29fsrOz6dq1K1OnTmXhwoX07duXPn36FMcKFNG5c2fy8vLo27cvp06dAsDb25uhQ4fSq1cvQkJCePfdd8tsqwmkvvoph3gWk4MNDb4LZNChQ3wcGclDtWoR3rUrv992G9Pq1uW/devy+223ca5LFwZ5ePB68hmCvj3FXwske/aU6NDTE26/Hc/tH+Ha3ZmwV8IozND5zzWaqiA/MZ/on2JY1V8ycvcyBo0djrX19fcTGKgGDadfroe3tTX/OXNGTXaMGKFSHVrisTwGeeDQ1IGIjyKq52SIRnOLsXZrNPUPmDDe64WjtRVbH/8Nawpp+s7dV40pKouHH1aFkefPV7EHjwYEsDolhbNTpsCRI+phwb6hPW593Yj9MbbmfN6llDXm0aRJE1mSY8eOSU3Vkp6eXtUmXEZ5vy8KtuyQcfSSG9ggj34eLlvt2iVtQkPlj9HR/3ic2WyWz589K9mwQdo9cVYOGXLJDqtXSwky7a0FcgMb5LlXzt20rRs2bLjpPjTli74n1Y9L78m5N87LDWyQbT9eIg/6dJDSbL7hvkNDpQQp7/ozSrJhg1ydlKQ23H23lC4uUubmSimljJwRKTewQabtSrvhc91K6M9J9eJWuh9ms1m+M36LXG2zQWbE5crERCkPGtrIU24dbrhPk0nKxo2l7NZNPY/MzZXGDRvktEOHpDQYpHzppVL7x8yOkRvYIFO3pd7wOcv7ngB75BXG23rlQKO5CqefnMEZHqGgjh33dY7jRHY2y1q25F5//388TgjBW/Xr85C/P7mjw1khorEsqij69oXatXHZOhPvsd5EfBBBfkJ+xV6MRqMphTnfzNkvI9jdAf637FM8J47jhqYSLfTqBY0aQfi3ftS2teWNCxfUbOGECZCeDpbYLt87fDE4GIj5PuYqPWo0mpthY0wyLZYXkD3UCScfW2Y/c4hW5gM4PXr3DfdpMMADD8C2bXDuHATY2jLM05Of0tPJDw6GRYtK7e81yguDnYH43+LL7K+6oZ0DjeYfSDyVjO2+AvLxY/GL1uzJzmRe8+b0t8R8XA0hBF82bkyIowc8dZqXf0m/uNFoVIVTVq2i3uMOmHPMRH5WM0utazQ1lYjfY7GKM7Ghcw4T168n4P/G31R/QsCdd8LGvw085FyHLWlpbExNVZMBrq7w118AWLla4TPeh/jf4ynM1JJCjaaiWDj7LE5Z0PWR+kRGgumX3ykUVvj/38Sb6ne85avizz/V34dr1SKhoICFRdIiS7FcACsXKzyHexI/N75G1DzQzoFG8w+sm/IbMYwjqa2Br4Iy+KRRI0Z6XV86MiuDgb/aNMMh14Y/mxwnPrVEZbQpU8BsxvHAErxu9yLqyygK0/VAQaOpLA5+HEZYIIzZMJPs5p2gRIX6G+XOO1V9E8Mqf/xsbHjjwgWVJH34cDWjaEnE4P+gP6ZME/F/1IzZRI2mprE/I4OAhdnkBVjh09eDDz+QjDQtoKBbMFznb/ml1KsHnTtfTE40wMODenZ2fNe0qWpYvLjU/r53+lKQUEDKupSbOm9lUOOdg5ycnJoT4KGpcEyXliS+CfbsljTYdYoC3HnjXjO3e3nxeMCNZRRyt7bmfa8gZO0c7l9dYnWgaVNVcvGPP6j7fF1MaSaiv655pdY1mppI9O4UXA7ls66VNfcfW4DjvTe3alBE48Zq0DDvFyP/V7s261NTOZyZCWPHQkoKhIYC4NLVBYfbHLS0SKOpIL7bd4H2e6HuFD8yswRbZx6nCaewv+P2cul//HjYv1+VNjAIwd2+vmzIzSWqV6/LpEUegzywcrMi/tfqPxlQo1OZ+vv7ExUVVZwOU1P55ObmYnctVYIqEY9rlPxcjVlTdzKJ3pxsZSalgz0/BAWVSrl6vTzWxYMXP/VixW0XiMj1pU7R6zZxIjz/PC5eybgPcCfikwgC/hOA0e760qtpNJrrY8Pn5/CyAadDB1TD2LHl1vfkyfDEE/BVmj+24jxfR0czY8AAcHRUKU7690cIgf/9/px95izZJ7NxCHIot/NrNP92YvPyyPg9EaMZAu+txU8/w4BsS32pkSPL5RzjxsEzzyi14HPPwR2+vrx24QJz77qLpx98EOLjVa0TwGBrwGuMFwnzEjDnmTHYVt/5+RrtHLi5ueHm5lbVZvyrCQ0NLS5+diuxcSP0PLCZAjry7d3wXVAQ7jeS2/ASHpaNeM+8i4cPnWV5J0t17AkT4PnnYd486k57kIP9DpIwLwG/u/xu+nwajaZsUtPzcFuUwbaWNvzn2I/ILl0QgYHl1v/o0co52LjUmom3+zAnLo53GzTAZdgwWLgQZswAoxGfiT6c/e9Z4n6Po/6r9cvt/BrNv51voqLotwpsOjth18iBL0fCAoeF0LIz3KAK4FLq1IF27WDpUuUcNHFwoIOzM782acLTUsKSJSpy2YL3WG9if4gleW0yXsOqb8Xk6uu2aDRVyDsv5+BrVY9jzSTNB/kwsJxWIx4dYwe/12VFdgJ7MzJUY/36SoPwxx+49XHDPsieqBlR5XI+jUZTNvO/P41jJmyNc6BZzj7E+PKRFBVRqxZ06qRkx48FBJBpMvFzbKxanUhIgM2bAbCtZYtbiBvxv8ZriaxGU07kmkys2hBNvQtQ795arFsHWSfCaZa9F24vH0lRESNGwPbt6mMNcIePD/tMJk506XJZ3IF7H3eMrkYS5ieUqw3ljXYONJpL2LwZWmxeC4XerBwHnzRqVG59160LXaNrY8i24s2wiwXwmDAB9u9HnD5NwKMBZOzMIGNvRrmdV6PRXCQHKJydRKSvgYGZK1VjOUqKihgxAnbtgoBMFzo4OzMjOho5aBDY21OyZLrvHb7knMkhY4/+zGs05cEf8fF0Wl6ItBV4T/Dmiy9gitMitbGcnYPhw1UCguXL1fOJPj4I4Pe774a1ayEzs3hfg40Br5FeJC1OwpxffbMWaedAo7mEd96B7q55xPnA4Hsa4mVjU6793zXGCvO8ABYlJXKo6EujaNZy/nz87vbD4Ggg6iu9eqDRVAQbw6DpYclS6cc9TvOgWzelDyhnimTNy5bBVH9/jmdns8dsVjqEr76CnBwAvMZ4IWxEjcmBrtFUZ6SUfB4WQf8N4DPSi/Aka5Yvhwc8F8Jtt0GTJuV6vrZtlUppyRL13N/Wlj5ubvzetCkyLw8+/rjU/t5jvClMLSR1Q2q52lGeaOdAoynBoUMQuyoC9zRvtgzN48HA2uV+jnHjwLi4NjYFRt66YFk9CAiALl1g4UKsXK3wnexL/O/xFKToYHuNpjwpMJspXA6FRkjIM+EdeeCic17ONG+uVIOLF8N4Hx9sheDnuDg11QiwezcA1m7WeA71JP6PeKRJS4s0mpthZ3o6xi3ZOKeqVbmvvgIfQyL1IjaV+6oBqNomw4ap+ob5ljqmY7y9OQ0cq1cPNm0qtb/7AHeMTkYS/qq+0iLtHGg0JfjwQ7irzmFy7KDvne5YG8r/I+LpCYN7WGO7MoA/ExI4k52tNtx+O+zZA+Hh1JpaC3Oumfi5eiZRoylP5kfH030dbHN1YVrLBaqxAiRFoAYNI0fC33+DMdeKkV5e/B4XR/7996uN69cX7+tzhw/5sfmkhqZWiC0azb+F72Ni6LcRDM5GbLq78+OP8Gr7pQizuUKcA4CBAyEjQ8UeAMX1kBY+9pgqiFYinshoZ8RjqAeJixOR5uo5GaCdA43GQkwMrFiQTfNoew52TWNkSIcKO9ftt0PGzwEYEcyIjr7YCLBwIU5tnXBs6UjsrNgKs0Gj+TeycuEF3FNhTXIdQhLmQffu5Za5pCxGjIC8PDWreJefH0mFhawE6NpVpTix4DnUE6Ozkbjf4irMFo3mVie9sJA/o+MI3iLwHunFr38aSUuD8TYLVdBfu3YVct4+fcDKClavVs9r2drSxcWFhS1bQlwcHDxYan+v4V4UxBdU2zgj7RxoNBZ+/BHGNDqIdaGgV494RAWsGhQxdCiIZFuaxXvzY0wMmYWFqnJSy5awcCFCCPzu9iNjZwZZJ7IqzA6N5t/EjrQ0ai/NIdPGQJOOidiePFRhkqIiuncHJyc1aBjg7o6PtbXKWjR8OOzbB5GqKKLR3ojXaC8S/lI50DUazfXze3w8TfdIbNMk3uO9+e476NYqE/fda2DUKLViVwG4uip/f9Wqi223e3mxz9aWC35+pSYCQBVEwwBJy5MqxJ6bRTsHGg1gMsF3cwroF5VLWKMUuk0dXKHn8/VVaQ5N8wNIM5n4Jc4yW3j77SpdUnw8Pnf6gBHiZuuZRI2mPPjqTCQ9tkCoyZun689XA4UxYyr0nDY20LevGjRYCQOTfHxYlpRE+rBhaodly4r39RnngynNpKVFGs0N8n10NKM3W2F0NRLu48GBA/Byx1WIvLwKkxQVMWCAqpacmKie326RFi26445Sn3MAa09rXLq6kLRMOwcaTbVlzRqo5XsG70RBU7/dULv8A5EvZehQODbfhVZ2TnwRFaVynI8eDWYzLFmCrZ8tHoM8iJ0Tq4MUNZqbJDI3l5glCTjkwE47L247Og969KhQSVERgwZBWBicOgXjfHzIl5JlXl4qWrko/yHg1tcNg6OBhIXVN1BRo6mu7M/I4GBKJh03mfEa5cVPvxiwtYWQtIUq2K9Hjwo9f9++6u+GDepvYwcHWjg6srBnT5V8oMhrsOA51JPMfZnkxeRVqF03gnYONBrgqx9MDM+NI9Mpn0531KuUcw4bBkhBh8gAjmVnszUtDVq1ggYNYIEKlPS724/8qHxS/k6pFJs0mluVGdHRhKyDBIM1nXsexHD0SIVLiooYOFD9XbUKurq44G9jw1+JiTBkiApKzs0FVKCi52BPkhYnVdtARY2mujIzJoau+wTGdDNuo3z49VcYOyIf27XLVfCPlVWFnr9jR3B2LpVngBGenmxxcyPNwUFlJiiB51BPAJJXJFeoXTfCVZ0DIURXIcRXQohDQogEIUS4EGKFEOIxIYRrZRip0VQkUVGwIyeCznvA2WEzhnGjK+W8bdqoKqrJC7xxMhr5KTZWyRxGj1ZfImlpeA73xMrditjZOjBZo7lR8sxmfj8ZTeddsN7sy10OcytFUlRE/foQFKScA4MQjPbyYmVyMllDhkB2dqlUh163e5Efm0/6zvRKsU2juRXIMZn4NS6OKdttsXK3YnO2Oykp8HTbDZCWVuGSIlC+R69epX2AwR4emIC1vXopiUIJHFs6YlvbtlpKi/7RORBCrAQeAFYDgwB/4DbgJcAOWCyEGFHRRmo0Fcl3P5kZ5BKB0Qwdg86CRSdY0RTlRv57mRXjPL2ZGx+vApNvv10lS16xAqOdEZ+JPiQuSKQwvbBS7NJobjUWJiTQYl0hVoWQ3tGXhnvXql9xf/9Ks2HgQNi4US0SjPH2JsdsZmWrVmBrCytWFO/nMcQDYSVIXJT4D71pNJqSLE1KIivXRKMN+XiN8uLHnw3UqQNtwhaCoyP0718pdvTtC6dPQ0SEet7FxQU3KytWDB+unIMSKU2FEHgO8yR5bXK1S0JwtZWDKVLK+6WUS6SU0VLKQillppRyn5TyIyllMLCtEuzUaCoEkwm+PB7LkI0mTM5ncbh/YKWef+hQlRu5dYw/WWYzfyYkqGJofn7F0iLfKb6Yc80kLtGDBY3mRvg2JobBfwsu4MD4kRdwvHCh0iRFRfTvrwoib98OPV1d8bK25q/0dAgJKeUcWLtZ49bHjcSFiSoOSaPRXJU5cXH0PWqFSDcjenuxZg3cc5cZw5LFMHgw2NlVih1FcQdF0iIrg4GB7u6sbNwYGRkJx4+X2t9jqAfmLDOpm1Irxb5r5R+dAyllqdGIEMJFCOFR9ChrH42mJrFilaRewAVqxUDz7D9VqrNKpG9fNXF4fpkLTeztlbTIYFCrBytXQk4OLp1dsK1jS8JcHaSo0VwvJ7KyOHoqldsOSjZb+zA480+kwaDke5VI795KdrB2rRowjPLyYllSErlDh6qpxjNnivf1GuVFzukcso9nV6qNGk1NJCE/n1XJyUzcZ4fB3sCSSHekhAdb7oDY2EqRFBXRooUSH5SSFnl6EmtlxYFGjdTvegnc+7hjsDNUO2nRNQUkCyEeEkLEAYeAvZbHnoo0TKOpDN5ancyQvXmYrXPxHuyokhVXIo6OqnjK8mWCe/382JyWxrmcHPVllpUFa9ciDALv8d4kr06mILWgUu3TaGo638XE0M+SPcRuqA82i+aR2rq1Wp2rRJyd1aLgunXq+VhvbzJNJtb07q0aSgwavEYoaWPiQj33VhMx5ZooSC3QQeWVxB/x8RSaJQ1C83Ef4M7Pfxjp0gXq7FkI1tZqib6SMBggOFhJCIsY5OEBwIoRIy5zDowORtxC3KpdvYNrzVb0X6C5lLKelLK+5dGgIg3TaCqayEg44hlBjy1Qq3A1xjvGVokdw4apScPOWb4AzI2PV9OMLi7FhVN8xvsgCyRJi6vXF4hGU53JNZmYHRvL0LVWHMOZyUPOwokTJAQHV4k9/frBnj2QnAwhbm64WVnxl5UVNGlSSlpkG2CLc2dnHXdQgyjMKCTsjTB2Nt3JZvvNbHXfyhbXLRwaeojEpVoiVpHMiYtjSIw95oh8ctp6ceQITJksYeFCNftWyZN+vXtDeLhKXwzga2NDB2dnVnTvDlu3FmcnK8JjsAe5Z3PJOZdTqXb+E9fqHJwF9Pqm5pbind+z6J2Zim0+1LJeb8ktWvkUTWrsX2VHNxcX/oiPV5WTBg1ShVPMZpw7OmMbaEv8vPgqsVGjqYnMT0jA7kIhAWcL2e/mQ+cL88BgIKFnzyqxp39/FY+4YQPYGAyM8PRkSVISBUOHqsbsiz+zXiO9yNiTQV5U9cuBrrmIlJLY2bHsbLSTsOlh2NWxo95r9Wj4UUN87/Il61AWR0Yc4dCAQ7rafQVwMjub3RkZ3LnPDgQsivXE2hruaHUEzp6tVElREUWLgSVXDwZ7eLDD3Z1ka2tV6LQE7v3dAUhZW31Sll+rc/A8sE0I8a0Q4vOiR0UaptFUJIWFMDs9kgGrwcY6FudhjdW6fxUQGKh0isuXw0QfHw5lZXEsK0vlZY6Nhd27EULgM96HlDUpFKRoaZFGcy18FxPD7ZtVbvM6k70RC/6C3r0pcHevEns6dlRSwqIiSSO8vEgtLGTbkCGQl3dxA+A5TOVAT1qpVwurK+ZCM6ceOsWJe05g39iedjva0Xpta+pNr0edp+vQ5GUXOj+xjUbd9pCxJZ697ffo+1nOzImNxQDU35CPSxcXZi22YcgQcNuwUKUEHDmy0m1q3hw8PEo7B0M8PDALwZquXUutEgI4BDlgW8eW5DXVp97BtToH3wLrgR1cjDnYe7MnF0L8KISIF0Icudm+NJrrYe7KApwaxdL6MAQULENMqNzMJZcyaBBs2QJDHL0xYJEWDR4MRiMsXgyAzwQfZKHUOmSN5ho4nZ3N5rQ0eqw2cBQXJg+5oDKFVHIgckmsrVUG1aJMJv3d3bEWguV164KDQ6lBg2MLlQO9OhZI0oA0S07cdYKY72Oo+3xd2m5si0tnl4s7zJoFQUEYnv0vtU+/T8fcSThkn+LwsEPE/BRTZXbfSpil5Je4OEbnu5K3L4vkZl7ExMCUKShJUdeulR5bBCruoGfPUuVL6OjigmdRStNL4g6EELgPcCfl7xTMhdUjpem1OgeFUsqnpZQ/SSlnFz3K4fyzUPUTNJpK5Y390fTfpDSgvnZbKjVgqSwGDVKlDY5vtSXYzY0/4uOR7u5qJGFxDpzaOWHXwE5LizSaa2BWbCwB0eAXlk9YXW8aHFafo6qYSSxJSIjyUWJiwMXKil6urixPTVUBCcuXF+dBF0LgMdSDlLUpmPOrx4BBc5GwV8OI/z2e+u/Up8HbDRBGcXHjq6/CvfdC27Zw7BjEx2Mbc4Q2t2/E3byXk/edIHGxnuS5WbakpXEhL487DtgDsCjBEzc3GNb8PBw4UCWSoiJ691aqpqgo9dwoBAM9PFgdFIQ8eRLOnSu1v8cAD0xpJjL2ZFSBtZdzrc7BBiHEVCGE/6WpTG8GKeUmQE+LaCqV8xckJ5tEMXSlATfro9gN76TW+quQHj3UxOGqVTDBx4dTOTkcyMxUA5ljx+DMmYvSonUpFCRpaVGN5NgxWLJE/XDpAMUKwyQls2NjuWuzGjQ0ecAbFi2C9u2hTp0qta1PH/U3NFT9HerpybHsbM6PHAkXLqj3iAXPoZ6YMk2kbU6rfEM1VyTutzguvHEBv/v9qPts3dIbf/0VXntNOQfr1kGzZqrdzw+r+T/TYvIJnDnBsQmHSd+jq2DfDHPi4nA0GKi3IQ/bhvb8tM6BcePAduUitUMVOwdQWlrU192deGtrjtSvf3lK077uICBlTfWIO7hW5+AOLHEH6FSmmhrOC4uTaZacj1+MGd+C5TC2arIUlcTWVg0aVq2C0V5eWAmhApOLZjktqwfeY73BRLXLiay5Ctu3K8F58+bqnrZtC506waFDVW3ZLcnfKSlE5efTaqnkhHBm7JgU2LGj0uuYlEWbNuDmdlFaNMxTxRYs79xZNSxbVryvex93hK0gaYX+vFcXcsJyOPXQKVx7utJkRhOEKLFicPQoTJ2qVny/+04VtiiJwYDx+y9p2eJ3rAsSODLsEPkJ+ZV7AbcIuSYTf8bHM8HBk/T1qSQ29iQ7RyhJ0aJF0LIlNGxYZfa1bq0SDpZ0DvpZYp3+HjDgsrgDa09rnNs7V5u4A6ur7wJSyvoVbciVEEJMBaYCeHt7E1o03aKpFmRmZtaoe2IyCRbku/HYaoEwFOBh3M5m5ycwVYNraNAggGXLGrP6z/20D5DMjohgENCxQQMKf/6ZA+3bgwS84cTME5wIPHFZHzXtftzSZAC7wXbpaY4eiMRo35vc4DsoGOiMS/wx6v38M8YuXTj0/vukt2hR1dbeUrwHNIoGv6hcDtZ3Jf6HD3GXkt0BAWSFhlb556R58xasWOFIaOhOAGoDcxISuLtxY0y//sqBIkcBoBVE/hlJ5PDIqjG2kqjqe3JNmFGJ3U2Q9mgam7YpUbkEcrKz6fzEEzjb2rLnySfJ37Llit04PH0vLe5/kX0JX7Nt5DZ4CxBX3L1KqO73IxRIA7otT0Dmw5zzNvj55SCT1iK3bOHCnXcSVsX2N2vWklWr7AgN3V3cFoCaCHhi1iy2rl6N2db24gFBwO8QujwUyhAzVOo9kVJe8QH0uMp2F6DFP+1ztQdQDzhyLfs2adJE1mjMZilXrZLy4Yel7NdPyqlTpVy9WrXXUDZs2FDVJlwX3y/OkcZVG+QKl43yiP3bUo4aVdUmFXP6tJQg5ZdfSjkrJkayYYPcmZYm5csvS2kwSJmQIKWU8uRjJ+VG+42yMKvwsj5q2v24FSnIKJBnpp2RGx02yg1skBtZJbfbLyh+HmoVKk88eELmH74gZaNGUnp6Snn2bFWbfcuQnJ8vbUND5asP7JUb2CCXfJct5eDBUjZsWPxdW9Wfk88+U5/1sDD1/KnTp6VtaKjMnD5dfdaTkor3jfgsQm5gg8w+k11F1lYOVX1ProXILyPlBjbIqO+ipJRSbk5JkeOPHJHumzdLNmyQVmvXynYbNsgXz56Vyfn5/9zZE0/ICDFabmCDjPgsohKsvz6q+/0YfuiQrLV1qzx61zG50X2ztBIm+dJLUspfflEfrh07qtpE+d57ypTY2IttD504IZ3Xr5cFBoOUK1eW2j8lNEVuYINMWJRQZn/lfU+APfIK4+2ryYrGCCG2CSGmCyGGCiE6CSF6CSHuE0LMAZYB9hXmudxKnDwJ3bqpyNPffoO0NPjjDxg4UCW/jtdBppXBe4djaL8P7NPN+OYsgzFjqtqkYho1Uqugq1bBcE9PjMDCxEQlQzGbi+UGXqO8MOeYSVlXPbSJmotkHc1ib7u9RLwfgXd3M22NT9KizYt0SR1Kz8yedDzWkVoP1yL2p1h2948k/f3FYDLBpElQoONIyoM/4uPJk5LGSwo5Y+XMwNsL4O+/laRIVI/p2aK4g6LMpcM8PcmTkr8HDlSf9VWrivf1GKLC+7S0qGopSCrg3IvncO/vjsu9Ptx/4gQ9Dxzg75QURufm8tGMGUyLisLVzY23w8NpuHMnn0dGYr5SbNFrrxHgtA5P//OcnXaW7FO6lNS1klRQwMrkZCZ7+pC8PImEBp4USoOSFC1dCr6+SsZZxfTqpf6WXETq6+5OhhDsbt36srgDl64uGBwN1UJa9I/OgZTy/4ChQAwwDngDeBpoDHwrpewlpdz9D138I0KI34HtQJAQIlIIcf+N9lWt2bNH6YtPnYLvv4fERNi1CxIS4KuvYNs26N5d5bTXVBjnw82caRLDqJU2WNnl42G1v8oKn12JQYOUFtnRbE1vNzcWJiRAu3ZQu3Zx3IFbbzeMrkZdPbWakbE3g/299mPKNNFmaUOaHZuMa8M8jr3+CtjYIITAsZkjjb9oTLvd7TDYGThwZyKJD85S3weffVbVl3BLMCs2lp4p9tSKzya3szc261epVGDVIN6giObNwdv7YtxBT1dXnI1Glnt4qA3Llxfv69DIAfsm9jqlaRUT9kYYpgwTPu/XI/jAAX6KjeW5unUJb9OGmQ89xNOHDvHWxImsb9OG/R060NHZmf+cOcOYo0fJMZku79DdHfHE4zSJ+R8GGzg59STSrJMUXAsLEhIolJKx5x0oTCpkSaInnTpBk/oFyrEeOlTlE61i2rUDe/vSzkGImxsAf99++2VxBwYbA+4h7tWiGNpVXz0pZYqU8nsp5T1SyoFSylFSyuellFcW1F0jUspJUkp/KaW1lLK2lPKHm+2z2nHoEAwYoCpi7N8PDzygkl2DqoL76KMqo0FMjFpFyNazBxXFS0uTsXXOp9PeQryttmPoH6wiA6sRgwapt8CWLXC7lxcnc3I4kZ2tCqKtWQM5ORisDXgO8yRpaRLSpH9MqgPpu9I50PcAVi5WtN3aFrffnoW4OPjtNwrLKK7n3MaZdjva4djCkSMfuRLf9v/gjTfUMZob5mR2NrsyMhi4wAGAzv/zVvnOvb1VzvNqghAqpemGDSpplY3BQH93d5YnJyOHDFEzioWFxft7DvUkZUMKpuwyBpmaCif7dDbRX0Xjca8vwwpPczgri8UtWvBOgwY4vP++Sks5Y4bKLAG0dnJiVatWfNKwIYsTExl86BC5ZTkITz2FrUMODVtuJW1jGjE/6voH18If8fE0sbfHfW02WAv+vODB5MmoH860NBg+vKpNBNQQr3Pn0gWRvWxsaOvkxN/t2sGZM3D6dKlj3Pq6kXM6h9zI3Eq2tjRV71rdypw7p3JXOzhgWr6O9Dg3ktclk7wmufSN79YN/vwTDh+GJ5+sOntvYcxmWFgYTc8NRozZZnwyF1UrSVERwcHqC2XVKhjl5QWUkBZlZytHEvAa6UVBYgFp23SKw6omLzqPIyOPYO1hTZuNbbDfvxJ+/x2mT1epM6+Aja8NbTa0wbW7K8cPjyA1qxG89FIlWn7r8UtcHAag9tI8wu2c6DDQoGbhR4xQBQWrESEhEBmpxgcAQzw9icrP5+iIEZBiya5kwWOQBzJPkroptWqM/Zdz/qXzCFvBtHFZHMnKYkGLFgz38lKTeh98ABMnQp8+mM0qE+2qVXD4sOA/teswp1kzNqalMeXEicslRt7ecPfd+O95Hbfujpz73zmdpvoqxOTlsSE1lYne3iQtSSKhtjv5RismTEBJimxs1LirmtCzp5oXzihRvqCvuzvbHB3JtrW9TFrkFuwGQNrGqv1t185BRVFQAJMmkZ3rzYlOf7GlXST7Ou3jUP9DHBp4iB11drC3016SliepwOzBg+H55+GHH2DevKq2/pbjjw255LRMZuImG2yc8nAzHK3yYkhl4eSkah6sWgW17ezo6OysnIPgYJUXzSIt8hjkgbARWlpUxZjzzRwdd5TCjEJaLGmBnXsBPPaYWk9+7rmrHm90NNJyaUvsGtpzxPptcn5aBRERlWD5rUdRtdSB6a4EpmUiensjNoaqX+VqJCkqoijuoGS1ZIA1LVuqFJglUpq69nRF2IpqkwP930TW8SwS/kzgzF1OrLbN5KemTRlqST/Le+9BQQHyjTeZPRuaNFGSscGDVSrLBg2Adb582LAh8xMSmHb27OUneOwxRH4ejTrtoDC9kAtvXqjU66tpzE9IQAJjUl3IOZPD8lRPBgwAH2+pnIM+fdQPaTWhRw81OVnC16evmxv5wJbBgy9zDpxaOWHlbkVqaGql2nkpN+wcCCE6X32vfy+mF17j9K5O7Mr8kvhVefjf50/zhc1ps6kNbTa2ocEHDShMKeTwsMMcCDlATliOKpzSvj08/TRkZVX1JdxSvH0oGscMaLgvFx/rzYjgnmCZma9uDBoER45AdLSSFu3OyCDSbFa/OEuWgMmElbMV7v3cSVyUWJT1S1MFnHv+HOnb0mn6Y1OcWjipwUJsrJIYFMkHr4KVqxUtl7YEG3uOmF7D9NGXFWz1rcnWtDTCcnPp8IsdAD2e91L5zh0dq9VMYhGNG0NAwMWg5Lp2djR1cGBNdraKZCwRd2C0N+LWy61aBCr+2wh/JxxpL3h6QDoP+vtzh6+v2hATA99+S864uxjxfw255x6lHv7hB9i0CWbOVAsDkydD8re1ebRWLT6KjGRx4iUTOs2bQ+/eOC34CP/7/Ij6KorsM1pefCX+iI+nlaMjbuvUa7Q8xZM770QlfTlzptpIioro2lWFP5SUFvV0c8NaCP4eMkR9AZSQkwuDwLWXa811DoA/y82KW4z87cc4+GEtohhDrUcC6HK+C01mNMF7lDduPd1w6+VG3f/WpeOxjjT+qjGZBzLZ224vaXuyVFBiVJQaZGjKhfhkM0cDY7l9uSPkS3xS5ldLSVERAwaov2vXKucAYFFiopr9TEgonoLwGuVF7rlcso5oR7IqSN+ZTuQnkdR6uBY+433UjP9HH8GkSSS0bM/nC7N5+p1c3n2vCf/3f+q2XcmPc2jsQLO5zcmiAedn5CvdrOa6KKqW6rssjyQHe+r3tFcrbYMHg51dVZt3GUVxB+vXX3xfDHB3Z2NaGrnDhqkZgrCw4v3dB7iTfTSbvKi8qjH4X0jOuRzifotj1XBB7VoOfNqo0cWN776LLChg6LYXWbcOPvlEfcbvu09JSe6/X9U+fPBBePstgd0PjWjv5MR9J04QmXuJnvyxx+DCBeoFn0fYCM49d65yL7SGcCE3l23p6Uz08SFxcSLJXk5kO9gpEUDRSls1SzLi7KxqXpZ0DhyNRrq4uPB3w4aQl3exXLoFt2A3cs5UbdzBzTgH1SMnXDUjPzGfg4OOkUlDmv9YmyZfNcHoZUN4uBrzlxwcGKwNBDwaQIe9HbDysOJQ/0OkyuYqreEHH0B4eNVdyC3EC0uTwCOf8fvB3iMHZ05VaVn1q9GypcrEtmYNNHV0JMjeXkmLBg9Ws9GLFgHgOdwTBCQu1tKiysZcYObkgyexqWVDg/caAJDxyit8PWQIQVMex2fXFv7jvotPuu5gzcPn+MLqFF3H5BAScuWkZJ6DPKk1zprIgpGkPPtHJV5NzSfXZGJefDx9Uj1pmpOKTV9v2L1bze5WQ0lREX36KH//6FH1fICHB7lmM1uKVjpKrB54DFQpTZPX6tWDyiL8/XDMBvhhrJnvg4JwKIpbiY7G/M23zLW9m/3pDdmwAZ566vIEOUYjfPONyjvy8fsGJpy+jTyz+fL4gxEjwMMD26WzqftsXRL/SiR1S2plXWaNYZ4l5ftY3Enfns7qTC9GjbKoiJYuhVatoG7dKrWxLHr0gJ07VdK0IkLc3NhvMJDm5XVZ1qKiuIOqXD24GedAaxkuoSClgEPdtpGT7kzLe0+T2KURU6aAqysEBqpslA0bwptvqmymRdg3tKftxrbYBNhwaOAhMu58TeU+16sHN42UMDc7Gt9zNjjvzcLHehOiW1fw969q066IwaBKX6xdq7SKt3t7szE1lWQHBzXVuGgRSImtny0uXVx03EEVEPFRBFmHs2gyowlWLlas3bmTpoMH8+gTT3Aq2hq/5fX4b14zPq/fmBDXQqyGxWA1ZxfbAiJo31Fy5EjZ/Tb8qQv29kmcmOlJYXJO5V5UDWZ5cjJpJhONZ9phBDr/1yIpsrKCIUOq2rwrcmncQW9XV6yFYI2Dgyp8UsI5cGzhiI2fDSmrddxBZVCQVEDM7FhWDoQRLfzo6upavC3vjfcx5Zt4z+pFQkOhS5cr92MwwOefq9WEtx914O1ajQlNTWVmTInMRLa2alJw0SLq3OeMTS0bzv73rJaMXsLc+Hg6OTvjtD4LJPyda5EUJSfD1q3VTlJURM+ekJMD+/ZdbOvt5oYZ2DZpkoo7KHGvq0PcwT86B0KIpUKIJWU8lgKelWRjjUCaJMfGHyXrTCHNPT9lbov7aNVKZdGbPBm+/VZ9QTRoAC+/DM2aXfxBALANsKVNaBusPa058nAieeMeUuLFGJ3a7GZYvTePzCYpPLjZEST4xP1WrSVFRQwYoGYUDx6EkZ6emIDVyckwerTSVVpGl16jvMjcm0luRNWmPfs3kR+XT/hb4XiO9MRrhBczoqIYlJWFS3YuDk805snDHQh/ux4fDPTlicAAXgbOdenCEG8PCh48S9L/DtF/ZGGZC4NGRyNNX3ckz+RF+N1rK/3aaipzYmPxs7bBc2UOWQ42ePdwVs5BcDBYAn2rI4GBUL/+RVWBk5UV3V1dWZOcrOQR69cXx58JIXAf4E7y2mSdD78SiPkhBnIla8YaebdBg+J2c0oapu9/YJ6YyBfLG9C69dX7Mhrhyy+VWjDiOz/6uLnxv7Nnic4rIRG7+27Iy8O4YgH1XqtHxs4MXduiBKezs9mbmckEHx+SliSRYW9LmqcT/fujBtcmU7V1Dnr0UH9LSou6uLhgLQQbe/VSmS1PnSreVh3iDq62cvAh8FEZjw+B6jsdUwWEvRZGyrpUGstPWBA0gUeecWDQIDh/Xi0rTp0KTzyhMlEePAg+PmpCq6TUzNbPlhaLW1CQXMDR45Mw50v4+OMqu6ZbgTd3xoER+h/Mx6lWFo6EqwF2NadIVbB6NXR0ccHL2prlSUkqw5IQyuvEIi0Ckpbr6qmVRdirYZhzzTR8vyFfR0Xx2OnTDNu+neEPR/DCxAA++1RcFotcy9aWRS1a8E2TJhS2SiHhf4eY9GABZvPl/bs+PQBfl+1ELHcg+6QOTLwaSQUFrEhOplOMF+0Kk3Ec4IU4dRJOnKjWkqIigoNh40aK3wsD3d05mJVF7LBhSo9cYhbJY4AHhUmFZO7PrBpj/yVIk+TclxHsbwOTQwLxsbEp3rbujh9xMGVifOap4kHftdCqFdx1F3zxueAV5ybkS8kTJXPcd+gATZvC7Nn43e2HXT07wl4L06sHFuYWSYqcPElek8yGfE8mTLR81y5bpgZV1aAqcln4+qpMViWLoTkYjXR0dmZTQIBqKCOlae7Z3Cqb+Luac3CvlHLjlR6VYmENIGlVEhfeuICv42Yy7KN4eNsUXn1VxcJ5e1++f6tWKptBgwZKarh//8Vtzm2daTqrKen78wm77V34+mtI0gO/GyE/X7LDLZbb9jth3p+FjzFUZYOqV6+KLbs6/v7qfbJmDRiFYLCHByuTkzH5+qr0BxbnwKGpA3b17UhermeYKoOs41lEfx9NrYdr8ZdLOo+ePk3PwxHMevV9/J95iBdfvPKxQggeqlWLP5s3h6AMto06xFc/lFEYyWCg4dOOGGQup+/brwcHV2FefDwFUuL1pT12mGn5qHdxyl9GjKha466BkBClijh8WD0f4KFiC9Y1baqiGUukNHXvp1ZBdNaiiiVxSSJEFLBhnBWPFQ3egF3bTTRa9QUnvbsz4f0r1zC5Em+8of7+8ZEDLwUGsiAxkdAUi0xMCLV6sHUrhogw6r5Ql4zdGSSv0vcaVJainq6uOGzNxpxtZpPJS0mKCgrUwLqaVEW+Ej16KOeg5IRQLzc3dufnk9W69WVxB+4h6rOeujG1Eq28yNVeyVaVYkUNpjCtkJMPnMTBN4cmWW/yn7wPmPunkVdeKf0+vfQH3tNTzQq7usL48VAyeYHPOB/87vUj/Hhb0rLqqpxomuvmszUZmAKyefSAqlrpEzG7RkiKihgwQH2ZZGXBUE9PkgsL2ZGerlY+DhyA8+cRQqjqqX+nYMrR1VMrmvMvn8foaCTtaU8ePHmSNjn2LH/mYQ42vYun3rg2peXt3t781UI5CE/HnyAu/vLBv81jd1DfOJuUbQUkLtQxJf/EnLg4gmwc8dmYSYGdFe7BrkpS1KED1KlT1eZdleBg9bcopWkbJye8rK1Zk56uvgSWLy/WI9v42uDUxknXO6hgDn92gTgfGHBHYHEQclYW/Dh2BQ04T+33/4O4gZQsdeqo0IKff4b7XWpT19aWZ86evRicPHGi+jtvHn53+2Fb11avHgBHMjM5mp3NRIukKM9oJL2+m4r1qGZVka9Ez55qEuD48YttvVxdKZSSHRMmqOXDEinsHVs6VmncwdWcAwchRFshRLuyHpViYTXn7LSz5MfkE5j8CmsJYeSX/Rk7Fo5lZfH4qVO02r0b9y1bsN20iea7dnHX8ePstZTKq1MHfvxRScgvjT1u9GkjbOvYcsL+DUxfzlR6Os11MeNsLOQZaLcnB9eGmdiRUOOcg4IC9Z0x0N0dIyhpUVGmJcvqgcdQD8w55irPi3yrk3U0i8S/EvF83J9xcafwMNow7p6lOBTk0vXPp69rsDDS24v/uTSksHsCE5aXUfTIy4tao61wNIZx5qnT2vG7Ameys9menk6jEz50JQnXwZ4YEmJVTskaICkC9TvQsOFF58AgBP3d3VmTnIwcOlSluTt4sHh/9wHupG1NozCzsIosvrXJCcvBsDGTLSOMPFj34qrBCy/A4OiZ5Hn44XjnqBvu/4kn1Bjw91lG3m7QgH2ZmfwaF6c21qunopv/+AODjYHAFwLJ2Jnxr3cG/4iPxwCM8fQifnES20weTLjToL5zi6oi9+9f1Wb+Iz17qr8l4w66u7piADZ27qxSGZWQEAqDwK23W7V1DgIoO+agKO7gX01KaAox38Vg3SwR34LdnBj/CqPvz+f+EydouXs3P8bGUtvWljt9fPhP7do0srdnSWIiHfbuZfjhw0Tl5dG/v5pJePttKCk/tHKxoulPTcnJ8SQ8sqf6AGiumfBYE2EN4ulzwI28Y9n4iI3QooUS/tUQevRQ6dnXrAE3a2u6u7oq56BBA4qj3VHaRIODQccdVDAX3rmAwdHAO0NyiMrLI/DLejwW/wXZg8di27T+dff3Xvva1Dnmy8b6YayIufzH3zD1fhqbPiUvIp+or6LK4xJuOX6Nj0cAho/scKGQ+lO8VKFAqDHOAShp0caNF+eA+ru7E1dQwNGidEYlsha593NHFkjSt6ZXgaW3Pru/uYBZQIsHamNrWf7fswfmfR7LMLEc2wfuuuYCh2XRrp1Shn73HUz09qG9kxMvnD9PTtHNnzhROYMnT+J3rx+2df7dqwdSSv6Ij6evuzv2B/MwxeezDYukSFbPqshl0aAB+PmVjjtwsbKirZMTm9zclP3VKO7gas7BGSllHyllSBmPPpViYTVFmiRn/nMG6zq2eB97laOOnWg7oxmtd+/ml7g4/lO7NhFdu7KiVSu+bNKEDxo2ZHHLllzo2pW36tdnfUoKbffsYW1yMh9/rDLuvflm6XO4h7jjM9GbcCaS/f6vVXOhNZSXVySBcyGPnbcCAV5nfqxRqwYA9vaqUOqaNer5UE9PDmVlEZGbq6RFW7dCXBxGOyPufd1V3MG/8/ejwsk5m0P87/Hk3uPBLwVJhITXo+vc33ElHefX/ntDfQohmNWmCUTYM/nwCdILL5kJ7tMHt/rpeHicJvztcApSC8rhSm4dpJTMiY2lg9GN+sfSMFsbVC2ARYtUGtDbbqtqE6+ZkBCljChaIOhjybC03mhUQZYl4g5cu7sirAUp6//ds8kVgTRLUn+O51AHweQOKl++lGq2/xHnORilSVU5u0nuv1/Fy+/aKfioUSMi8/L4JDJSbRw3TsUfzJ2LwcZA3efqkr49nbTN/87CiPsyMzmbm8sEHx8SlyRiAnJaedC0KSrDz5kz1a7wWVkIoVYPSq4cgEppuiMjg7wBA1TcQQknsCrrHVTf6I1qTuycWLIOZXHQOo0m8ii7P32WQUcP4WJlxZ727fm4USM8y5hdcLWy4oXAQPa0b4+PtTWDDh0iVMQxdSr8+mupgpgANPyoEQYbI2e2t0eeOFE5F1fDkRIW5MRik2JDwMZM3BpnY0tyjXMOQEmLjh9XxXeHeipN+4rkZCUtkrI48NJzqCe5YblQhkJFc/OEfxCOsBb8d2A6jYwObJrqxwv2nyJ7976pDBl9uhlpvbIpKVZ5PHnqTOmNBgPcfz/1k9+nMKWQiA8jbvIqbi12pKdzNjcX1+0+9CAR9wEeGAsy1dL8qFHckCi8irg07iDQzo4Gdnb8nZKiBj47d4IlW4vRwYhLFxdS16dWia23ModWxOASY8ZqsieOlliDxYthxw7Jk44/QvfuEBR00+cZPx4cHVW28t5uboz09OTd8HCSCwqgVi01K/THHyAlfvf6Ye1lTfj7/86iqH/Ex2MtBKO9vIj+M4mDuDH6bsvYqkhRUQOcA1DOQXh46fq2vdzcyJOSXaNGwYULymu0UJVxB1dzDp6tFCtqGKZsE+dfOk9eA2can/uInwffzgONPGjh6MjWtm1peQ3LW80cHdnZvj09XF2ZfPw4tz2cgNEI779fej/bWrbUe96PZLqQ/PKSCrqiW4vVu/PIbJrM+PMe5JzIxtuwERo3VrKiGsaAAerv2rVwm4MDgba2SlrUsqVapyyKOxiiMpywo4oMvYUpSCog7uc4Loxy4LBzPo7fBDHFMB+vnAjE//530/2/dacr/FaX2fGxrE2+JDPJnXfizBm8WyYQ+Ukk+XH5ZXfyL2ROXBz2BgPpH9njTT7+473UsnxBQY2SFIEaDzZpctE5AOjr7k5oaiqFQ4eqiYASkgO3Pm5k7MvQq0nlzP5vwslwgrH3NAKUzOvFF2FC4E7cYk+Uy6oBqCRU48bBvHmQnQ1v1K9Phsl0cfVgwgQ1K3TkCEZ7IwFPBJC8PJmso1n/3PEthllK5sbHM9DDA7uIQgpPZ7Edz+K47eKqyIGBVWrntVKU+raktKinpbjepqKCGSWyFhXHHWxIrSQLL3LVOgdCiENlPA4LIQ5VioXVkMjPIsmPyuenaAMOLWKZ+t/H6eLiwvrWrfEukQ/5ajgajSxr2ZJOLi48GnuMQf9N5ccfL697FvBCM+wc0ji/yBuZpwcHV+P17aq2wcORBjCA92mLpKgGzSQW0aKF0imuXq1kKMM8Pfk7JYVcs1lJi/7+G9LSsKtjh2MrR+0cVAAxM2Mw55h5c2AWvTL8OPibC+94fqBkK4MH33T/Q4ZA092B2CXY8/CpUxe1x6ACFHv3pn7G55jzzFx4Uy8NAeSbzcyNj6dDrhet4lOQBvAc5qkkRT4+/1yytpoSEqIkB0Xqsj5ubqSbTOxv1Eh5DyXiztxD3MEMaZv+nVKTiiAhOQe/dbnEDnPAz8UOgF9+gWPH4O2g2eDgoEb05cTdd0NGhnrLtnRyYqy3N59FRqrVgzFj1Mrh3LkA1Hq0FgZ7w79u9XB7ejoReXlM9PEhcYklpq6rF7VqUe2rIpdFq1bg4lJaWuRhbU1LR0c2Sql+8C+JO3Dt5Uru+VzyovOoTK7mHJgBEzAHGA8MtzyGWf7+68hPyCf8nXBOeXvSxvtnRr75JnXt7FjcsiXOVlbX3Z+zlRUrWrakvp0d2wceo8A1j88/L72PwcZAvYftyCysT8KLa8rpSm5NcnIkO91j8Yp1xmp5Cm5Nc7AxJdZISREof2bAAFU8z2RS0qJss5nQ1FQlLSooKA5W9BzqCYfRs4nliLnQTNRXUUR0tia6oYFj/63P403/xjPiIDzzTLnk1RYCHr7PSO7bTTiXm8sbFy5xAKZMwSFsC/7DrYj+NpqcsJybPmdNZ1VyMsmFhZhW+RJsTMAt2A1rR7OadRsxQpWkrWGEhEB6+sW6NyGWuIO/U1OVbGL1alUUDXDp4oLBzlAlM4q3Kst/Po9dHrS9V6W/zcuD6dOhc/tC6u//Sw1CnZ3L7Xy9ekHt2vD77+r5K4GBZJhMfBwRoRzcPn2UcyAlNl42+N/vT9yvceRFVe4gsSr5Iz4eO4OBEZ6enP8lkfM4MORBe7Vx1Sr1o1hDJEWgvpa6dbs87qCXqyvb0tIoGDJEFcGyZLQEFWMEkLa1cicC/vGXTUrZBpgEOAG/AW8BzYEoKeW/cgor/J1wCrNMfJnsxtyXmyPt7FjRpk2Z8QXXipu1NQuaNyebQtw+OcoPs83kX7JA4Pt2HxysIjj/dT7mgjLKqmoA+GRFBua62Tya5k7OqRx8jJvVkmP76y9YU10YMEBNkuzfD8FubtgbDCxPTlazo35+F6slD/UEM//6tHflSeKiRPIi8vh2WAFtjtcl6bQtb/jPUNUN77yz3M4zZQrYHnenaZgfH0REcCq7RGXksWPBzo5A18Ug1HfQv51f4uLwMloT+5UtAaYcfEZ7K01ORkaNkxQV0bu3+lskLfK1saGFoyPrU1PVwDQzU6U0Agy2Blx7uOqg5HLCLCWZcxNJ8Re07+cHwLffKm34VxM2IRISVKBAOWIwqEyFq1apOqctnJwY5+3N51FRJBUUKGnRmTPF3mLtp2sjTZLIzyLL1Y7qSqHZzLz4eIZ5emKXISncl8pOoxejR1t2WLpUOVGdOlWpnddLz55w9Kj6TS+it5sbWWYz+wYPVhN+JVKaOrV1wmBvqF7OAYCU8oSU8hUpZTtgKfAz8H8Vblk1JD8xn6hvollv8MXvv1s50LgRP/n40MjB4ab7buHkxA9Nm5JcK52EARdYtKj0dmFrTYPRyeRkexD78fEy+9DAt2FxkC8Yf84MRvA68b2S39RASVER/fqpv2vXgr3RSF93d5YnJSGFUAOhFSsgJweXLi7ggk5pWo5EfRVFci3BuR7W7J5Wh8fHxOC2aQncey/Y2pbbeTw81Ns0+tUG2AsD086evbjR1RVGjsRu2U/43+ND7E+x5IZXfmq76kJaYSFLk5JoHu9Dl3z1Xvca5aX0GU5O0Ldv1Rp4g/j5QbNml8QduLmxJS2NvJAQlb6sRNYitxA3sg5lkZ+gpaY3y/pTCTTbZcY4xh1hEGRkqOyBfftC+7PzVPRwOUgIL+WOO5SM7M8/1fPpgYFkmkx8EhGhVoatrIqlRfb17fEe5030t9EUZtz6NS42pqURX1DARB8fEpYmY5Bg1dsLV1dqTFXksiiKO9i69WJbcdxBYKBanSoRd2CwNuDS2aXSUxdf9VUVQgQIIZ4RQmwBJqMcg68r3LJqSNTnUZhzzPzW1JW1g/x4ePt2RrRtW279T/DxYbKPL0y5wAdLLn8jeL4zHBeOEPZ2pC6KVAZnws2EN4qjebIXGX8l4n5bHjYFNVdSVISvL7Rpo1QFAEM9PDifm8uJ7Gz1A5KdDWvXIowCOkLyymSkWec0vVmyT2eTFprGgsGS+rvrIXOMvFZ/llrKfuCBcj/fgw9C+gUbBqfUZXFSEhtSSswKT5kCSUnU7aQyGv2bVw8WJCSQazaT8JsvA+wTce7kjK2/tUorM3iwKg5SQwkJUcGKBRZlYB93d3LMZnYUFKiR6tKlxakO3fq4AZC6MbVqjL2F2PLzBYxm6PFAPQA++QQSEuDt1wvhL4ukyN6+3M/burVyCIukRSVXD1JdXNTM0Lx5xfe89lO1MaWbiPslrtxtqW7MjY/HyWhkiIcHx35IJBlr+j9ukXUVVUWuQZKiIjp1UjXbSkqL/GxtCbK3Z2NGhirmtnJlqZSmLt1dyNifAZWoKP1H50AIsRG1WmAN3APcDSwHbIQQHhVuXTWiML2QC59EsdnKk6T3TtP0wgU+sqSWLE++aNwIl0Jb9gw4zuFTpR0A0aAB9dvtJz/dlpjvo8v93DWd6SuSwLWQ542u5J7Nxcd6i5qO69q1qk27aQYMUDMNGRkwxPK+W56UpHIgurnBggVqxy5QkFBAxu6MK/aluTZif4zFbITdQ6zZMd2PRx4y4/7XTPWaN25c7ufr3VtVyo35ojaBtrY8ffYspqIfiAEDwMcHu5Wz8bvPj5gfYqqkME514Je4OAKN9sQvsCEwJwOv271g1y6Ija2xkqIigoOVemjvXvW8l6WC6vqUFDVADQtTmgTAuYMzRmejTml6k8Tn5+O9JIv0IGs8WruQmAgffqhW8jplh0JiYrlLiooQQqmHNm+GaMtP+vN165JhMvF1dLTaGBYGu3cD4NLZBad2TkR9FXVLF0XLN5v5KyGBUV5e2JoE5u3J7LX1YvBQiwJg+fIaURW5LOzsVPbrkhmLQKU03ZKWhnnwYJW73PI5B3Dt4aqifytRNHK1lYNAwB14CFgD7LE89lr+/muInBENmYUsmGom287Eb+++i0M5Zi4ows3amm8aBkHdHB4KvXx20P2//XDlIOFvnMGcp2MPipASFufGYpNuQ+fdeQgrgddxi6Sohi07lsWgQWr5ecMGqGtnR0tHRxV3YGOjBg1Llqjpxo6AgOQ1yVftU3NlzAVmwn+KZntncDxRFzuDkVd7rYdz52Dq1Ao5p8Gg1Eqb/zbytHMDDmRmMic2Vm20tlYC5aVLCXzUDYDwd/99qweRublsSE2l7ilfeopEALxv91Yz6kZjhUg/KpNL6x24WVvTwdlZ1TsYOlQ1WqRFBisDrr103MHNMu9gFM2PgN9EHwDeeQeysixFSf/8U0nVBg2qsPOPH69+v+bPV8/bODszwN2dzyIjyR0xQn3HW6RFQggCHgsg+2j2LZ2pal1KCsmFhUz08SFmVSo2BSZsgz0pTga5YoWK6C7HAPHKpEcPVXU7p8RKQA9XV9JMpotV0UtkLXLt6goCOFJ5Nl4tILmelLK+5dGgxKO+lLJBZRlZ1ZhyTZx5J4LdTk4cHJfCc4sW0bZJE7BkkyhvJjXyoPYpH7bXC+dYanbpjSNHEmj/F/mJgthZsRVy/prIks35ZLdMor/Zh8Q/E3BvmY91TpyS3dwCdO+uZK+rVqnnQz092ZKWRmpBgUqvl5Ki0pq6glM7J5JXa+fgZkhekQxxhWwcZmT/67V46ilwn/+9Cg6owPfUlCnqb+pCH7q4uPDC+fNkF6U2nTIF8vOx27kEv3v8iJkZU+np7aqa3+PjkcDpr30Y6ZGIQzMHHIIc1Exi9+4V9p1cWXh7q2yGoaEX2/q4u7MzI4NMX19o1+6ylKY5J3P+de+D8kJKyYm5Knd4izsCiI2Fr75SaUabNa5YSVERzZqpsjXz5l1se7ZuXeIKCvg5NxcGDlQbzWoy0GeiD1buVkR9GVVhNlU1f8TH425lRX93d/Z/mUQuBoL/a/lsX7igakDU4ImAnj3VXN7OnRfbulviDrba2qqcpyXiDqxcrXBs4QiHK8/Gmj+lWglc+CYWq/QC5j9dQH0Jz3/7rZrFq0DeC2wIBQYm7ThdevnQwQH3iY1xNpwg/J0wnbnIwls7VW2D6Y7O5Ibl4u24S8ltilKA1HBsbJTkeNUqNcs01MODQilVmsMBA1TyZMuvi8dAD9J3pFOYdusHrVUUx74OJ9ETonLr4mZvZNq9CSor1F13VaimvW5dNXs852fB+w0aEJOfz1dRlkFAu3bQtCn88gt1n6uLLJREfvrvyFxSxC9xcdwmXcjea03dlFQlKYqMhIMHVcGIW4CiuIOijHV93dwolJItaWlqoLp9e3G15OK4A53S9IbYn5lJ47X55Da1waGJA59/rgZtL7yAWr5JSqowSVFJJkxQstEISxmDEDc3Ojg780FEBKYJE9R7fPt2QFXI9rvPj4SFCbdkWtMck4lFiYmM9vLCWghMmxM5au9Ojz6W9MRFM+o12Dno1k1JykrGHTSws8PPxkZ9zocMUV8C6RdjT117uMIxkKbKkZNp5+AqSLPk+JuRHPewZVdwHl9uDMXeyqrCC29M7G+Lx5J6HLJLYVlS6ewz4q4pBJpnk3shn7hfb/3ApKuRkSHZ4xWLd6IznmsyEdYCr+Mz1QfsJlLMVjcGDoTz51V2uy4uLrgajaxKTlZZc0aOhIULEQUFeAz0ABNabnCD5EbmUrg2nfWDBMc+CODZZ8F11Vw1aiinCqn/xF13qXtsfcKNge7uvBceTkZhofo1mTwZNm3C3hivMpd8E/2vcQIPZWZyKCsL552+hNglIcyWLEVFg4Ui2U0NJzhY5RiwyMzp5uqKjRBqImDECDU7YJlVdGrthJW7lf6s3yC/HY6i5WEIHOdLRgbMmKHyVzRqhJpsqWBJURFF/keRtEgIwbQ6dTiTk8PCnj3Vd7xFWgQQ8EgAmCH6u1sv9nBlcjIZJhMTfXyI2JCJa24etiFeF9XBK1eq9ORNm1apnTeDu7taISwZdyCEoLuLC1vT05XjU1ioChxZcO3uCtmQdaRyqmRr5+AqnPk9GcekHBY/kM8wD3eGfPGFCnpzdKzQ8xoM8FS9AAi35/9OnKPQXGKFoFcvPOtE4+QSS/jb4ZXmSVZXPl6aiayfxV3evsTPi8e9I1gnhakf0luIot+olSvBymCgn7s7q5OT1crS+PGQmor7vn24dHHB6GTU0qIb5Nj3ERjMsNvLHz9XK558ElUqtXVrtf5fwYwZoxYnfv4Z3qhfn6TCQj6LtKwQ3HGH+vvbb9SdVhdThonob269AUJZ/BoXh5UQHP7cmzG+CdjWtsW5g7OSFNWtC82bV7WJ5ULv3soPLJIWORiNdHVxUUHJbduqylmLFwMgDAK3YDe9cnAD5JnNRP8Vj0FC3Ql+fPedSoDzv/+hJDxLliiHsxKyXzVurG5tifE/o729aWRvz3sJCcghQ5TnYJEY2je0x2OQBzHfxdxy6oE/4uPxsbYm2M2NbR8kYQZ6T7Mkf8nLU/LZwYNrdHpyUNKibdsuVkQHFXcQlptLVLt2KoV1ibgDl+4uQOUVQ7tm50AI0VoI8bjl0boijapO7HouiiRHAxv7ST6MilKVKypYUlTEfXcZEDMbcLYwmx9jS8QXGAyIKZMJzPianNM5xP8ZXyn2VFe+vxCLKBD8x+BAXngePu4HVX7oSpjxqUwaNFAzWmssRbIHengQkZfH8exslbXBxQXv0FAMNgbc+riRsjrlls5oURFIKYmeHcuBNrBnTiDPPgsOUaeVOHTy5EqxwcVFhTXMnQutbF0Y6enJhxERpBQUQP36Kpptzhyc2zrh3s+dyE8jb/nkBGYp+TUujpbZHphjjNSJScFrlBciP1/Nrg0dWuMHC0V4eirJcal6B+7u7M/MJLmwUE1OrV6tlhdQ9Q5yz+fqytnXyZLERDpsMGNubItVIwc++URJujp2BPbtU9KtSkyVOWGC+poJC1PPjULwTO3a7MnIYMvkyRATU2qqudYjtciPzb+l6tpkFhayLCmJcd7eWBkMFGxKJNzRhZa9LZHIW7aoaPEaLCkqomdPlZns4MGLbcVxB0W/6SVSmtoF2oEXpG2pRs6BEOI/wK+Aj+XxixDiiYo0rDpwZGU2AZHJLBln5sF6AQT99ptaDxowoFLOHxAAg128sD7pwvTz58ks6WJOmYKX3Iy9dy4R70f8aweBx8+YiWoWT/M0L/IWJiNsBF6nZ6m1ecsH7VZi4EA1aMjLU84BcFFaNGoUXhaxsscAD3LDcsk5owcM10P0thScLpjY3dwFD2x58EHg11/VwLOSJgVAxR4nJyv1yOv165NmMvFRkSB58mQVkHfgAHWerUN+bD6xc27t5AQbU1OJys+nYKUvQ72TId+s4g02blSDhVtEUlREcLDSoOdZJOXBbm5IYHNamnIOcnJUVUTArbcbAGmbb93sNRXBHyejaX0IAsf48McfgqgomDbNsnH5cvWZr8QJpiJpUVFBNIC7/PzwsLLikwYNwMGh1NKCx2APbPxtiP3h1vnsL01KIsdsZqKPD4fX51InOxObEK+LO6xcqQLwijL61GCKiqGVlBa1cXLCwWC4GHcQFQWHVRSyEAJaVL+Vg/uBzlLK6VLK6UAX4MGKM6t6sP6JKPKNsGGkgek+PqoC59ixXMynVfE8cL+g4LOGxBUU8GHR4ACgaVNExw7UtV1I5v5MUtb9OzWnLy9LArcC/tfSl4T5CXj0sMXq1P5bTlJUxIABasJw2zaV0vQ2BwflHACMH491ZiasW4f7QJXZIWXNv/N9caNsmRlGvjUs3tqAJ58ERwepJEV9+ihvvZLo318Vv5szB1o5OTHe25vPoqJIzM9X2amsreGXX3Dv645TOyciPoi4pQvf/RIXh5MwcuR7T8b5J2LlYYVrL1flPdnZqSnf/2fvvMOjqrY+/J4p6VMyyaTTq9KL1ICA0qWI2BXlYu96vdd6P/Xa9dp7wwI2kCa9SFFBQIoU6Z2E9GSSSZ22vz/2DJmEAAHSc97nyTPMmZNzdpg5Z/Ze67d+qwExeDAUF8v2DQC9jEaCNBpW22zSwtFslt9HQGjHUHRmXYO2tqxqMh0O7EtsaN0QMdbK669LxeDw4d4dFi6E3r0hMvKMx6lKWrSQDbL8pUUhWi13xsUx12bj0PXXS2mRN0io0WmImRxD1qKsBlOY/EN6OgmBgfQzmfj1NZkRGfCYXz+pxYtlyD0srJZGWHUkJEDz5mWLkvUaDb2NRtbm5pYuTP1ci+gIJcdKaqTHTWUXBwqyBYMPt3dbg2XTGhetD6ew6jJ4sEcLIpculRGqGowegsxqRmWZiNtn5fXjx0kt8bsJTJpEdNKXBFgVjr92/PQHaaC4XLDQmUZgfgBjbHpKjpdgjdojX6zmgvHaYtAgqZjydUseYbGwxmajwO2GoUNxhYbCjBmEtA4hqGWQWndwDjgdboLn5rG1mw6Rbua++5B5/oMHa0xS5EOnk+UFCxZIw5RnmjenwO3mraQkaac6ejR89x2Kx0PTfzelaF8RmfMya3SMNUWx281PGRm0TrGiLVaIPZJFxJgINDqNnMQNHiyjqg2IgQNl4NonLQrUaOhnNLLGZpMLwyuukJamLheKRsE0wITtV1ttDrleMSszk77rQInWsTbTwN9/y6yBogBpabIavBayUddcIxvgHThQuu3e+Hi0isK7EyfKts1+Prex/4gFDw3C1jzH6WRxdjbXWK0gFFyrs8gJCSahv/faPnYMdu1qEJIiHwMGyMWBv/Cjv8nEX/n52K1WWYjiV3dAR/lQE9mDyi4OvgQ2KIryrKIozwLrganVNqo6wJy7UgjxeFh3bQD3xcfL/uaxsfKuXYPo9dK9JPXFFpR4PLzqnz247jo0OkFC+13krMjBvrlxdcWdsdRBcbcsRuiiyZ6TiaJTiDj2oxTsNm9e28OrFoxGaYPmqzsYYbHgEEJOGgICyExMlBFFr7TItsqGx9Gw9ehVxYrZxzDaYGFhDLffLrXfTJ8uI9MTJtT4eG6+WRokzZgBF4eGMtFq5b3kZFl7cNNNsiPwypVEXhVJUMsgjr16rEHKCxdkZZHndpM6LZpbu9rw5Llk47N9++QsqoFJikCqV7t2LVt3cKnZzF/5+fL9HzdOrhrXrgXANNBE0b4iSlIbRgS5upmRnEafjRAzxsrb7yrEx0vNP1Cr7le+vqr+0qL4wECusVqZGhJCntVaJrUQ3CoY82AzKVNT6n3m8KeMDJxCcH1UFKsXubioJIeAwRFSTgMNwsK0PAMGyNIW/8VgosmEB9jgcy1auxZsNvlia9CEashbm1fR4aqUSi0OhBBvApOBbCAHmCyEeKs6B1abrFsnaHs0iZ0d4NaRLQjMy5OpnWuvlV04a5gpU8BzLISuGTF8fOIEJ3zZg8hIGDWKuL2vozVqOfZa4+qY+sqmdNAJ/q93FJmzMjEnhqLfsLzBSop8jBgBW7fKANcAk4lgjeaktCh90CBpubF8OeHDw3Hnu8n7o/pvJA2BQ9NSyA+DP/c155FHkDPzH3+UnyejscbH07WrNOCZPl0+f7pZM+xut3QuGj1a1tRMn45Gp6HJo02wb7CTt67hvdfT09KIJIDUJWbGR2SiCdEQPixcZg2gwfQ3KM/gwdLavtirIChTdzB8uKwz8kqLzAPNgFp3UBlOlJSQtyaX4EIo6h7BihVwzz1+rteLFslAYNeuNT62pk2hb9+y0iKAhxMSsHs8fPHwwzB7trw3eYmdEkvxoWJsq201O9gqZnpaGu1DQuhhMLDmjRwCEPR8oFy9QdOmsmtcA8FXd+AvLepjNKJAad2B211qaaoFYx9j3ckcKIoyTQixRQjxrhDiHSHEVkVRplX34GqLLx7OpVlRCRvH67g5Olo2P3I4alxS5KN9exktznq7GU6Ph1eO+S0Cbr0VXfph4oYVk/FTBkUHG0cBaloa7IhLJdoWRtskhaIDRVhbHJcXUiNYHIDMHgRptQw2m08uDnJ69JB65JkzCR8cDlpUaVEl2J+ZT8uVDtbEh3Ht9TqaNkX+B2dm1rikyIeiyOzBunVS2dQ5LIwrIyN5OymJXJ1OhhlnzYKCAmImxaAz60h6p2E1RctyOlmUnU3UzihMoRC+KxPLCAvaYK2cxF10kRRrN0AGD5YFyevXy+e9DIbSugODAS6/XC4OhCCsWxiaUI26OKgEMzMy6LcWCNbwxV/hBAYijQdATrqXLpWTslpyv7r2Wulgs3dv6baeRiOJJhPv9u6N22aTdp5eIidEojPrSPk8peYHW0UcKy7m19xcboyKoqhIwfN7JiWBOqxDvEEZh6PBWJj60769jPH6Lw5MOh2dQ0Nlv4PeveX3uV/dgam/ifxt+bjyq7e/TWVlRWUMpBVF0QI9qn44tc+GDRB9+DD5oTD0Hy3RaTRSUtSqldfjrHaYMgWOrAtmhBLDpydOkOQLJ40eDRERJBR/i6JTOP5G46g9ePWnfGiTz+1NYsiYlQEKRGTOlRGfHg3yo3mSLl0gKkp2SwYpLdpfVMTBoiKEXi/dTObORRfkxtTXRPYydXFwNhZOO0RwMSxPaVrqWPLtt1JbdLJKsea58Ub5XejLHvynWTNy3W7eT06Wi5aCApg3D22oltjbY8mYnUHxseovVqspZqan4xSCQ59Ec/cQO84Uh3QpstulU1EDlBT5GDBA9rvxSYuCvP0O1vgkBuPHS9/L7dvR6DWY+qp1B5Xhh7Q0Bv2hYBoczpffarnuOrBavS+uXSu70tbi52riRHnNexven+ShhASOaDQsHDKkTGpBG6wl6sYoMmZn4MxxUh/5Lk02c70hOpq5szz0dGUReKm3rghkhCQ/v0FJikC+z4mJZR2LQNYd/JGbi0ujkd8/ixfL3huAsbcRPJC/Ob9ax3bGxYGiKE8oimIHOiuKkuf9sQPpwLxqHVkt8cp/HFxqy2XjcC3XN4+RIepffoHrrqvVFes118gC/aCZzXADL/uyBwEBcOONBC77nphrw0n9MhVHuqPWxlkTCAFfpaSiuBQe6hxN5uxMTP0MBK6eIwuRNZVd89ZPfPeLpUtlosRnabrU51p09dVlpEX5W/JxZDTsz8SFUOR245qZQ7pJQ/NBVi6+GGkV+fPPsiNZDbqTlSchQRolff21/G7oZjAwJiKCN48fx963LzRpcnLlEH9vPAhI/iC51sZb1UxPSyPOEULxzjBGGTJkXdHoCJlmdzob9OLAZILu3U+tO9ian4/N6ZT3OkU5KS0yDTRRsL2g3k4Qa4IjRUVkbLUTnibYYYqkoADu9zdlX7hQ6osuv7zWxhgfLyeM5aVF4yIiSAgM5P1bb5VqBj9zkphbYxAlgoyfMmp2sFWAEILpaWn0MxppGRzMqvfyMOHioil+LkVLl0qXhgbmSgYyCHDggCwh85FoMlHg8bDd19MhNfVkQwRDLwMAeRuqV0J6xlmUEOJlIYQBeF0IYfT+GIQQEUKIJ6p1ZLXAn3+CcugQgU7ocG9TmTX46Sf5rVxLkiIfYWFyfbL4y2Buiojh85QUjvuyB7feCg4HTZpvwFPsIfnDhjM5qIjf//CQ0z2NbiURBB9xUrCjgMiOOTKa2MAlRT5GjJD1iFu2QJvgYFoEBZUuDi6//KS0yDLMAgJylquWpqfjpwOpdPlTsCoggsef8Ct+KygoNR+vRaZMgcOHSyeJ/2nWjGyXiw9TU2VqYdkySEsjqFkQkVdGkvJZCu4C95kPWg84VFTE2rw89KujadcWAjZmYh5sRh+ul5M4oxH696/tYVYrgwfLbLa331nZuoPoaKk39a87EDXng14fmZGRQf+1gALvbYygb99yieaFC2WLaoOhtoYISGnR33/LHx86jYa74uJYHh/PHqOx1JUCMPQwENwumLTpabUw2gtje0EBfxcWclN0NCkpoP8zE49WIWKkpXSnpUtlMUYt1H5VNxXVHfiaof3ub2nqrbEKiAwgqFVQ7S4OfDTEhUBFPPechzHFaRy+SGHi4KZy46xZcPHFsjKwlpkyRX5JtPuzGQJ4yZc96NoVunQhZMFHRIyJ4MQHJ3AX1f/Jwel4fmk2WJw81jmGzNnSvtFatFTaGTaA5iiVYehQGTRculQ2RxlhsfBLTg5OkJHuK6+EuXMxdAxAZ9Gp0qIz8MePx9G7IC8hgT59vBtnzJBag0svrdWxgXwrw8Ph88/l80uMRkZYLPzv+HEKbrxRpo+8YcaEhxJw5bjq5SShPD6pwdEvorlndCFF+4qkpEgIqcEdNsyvirRhMmiQlFv/8Yd83ttgIFBRykqL/voLjh7F0MuAEqCo/Q7OwA/p6QzdoIGLjWw6GMBdd/m9ePiwbC5YBwrcr7pKZojLS4tuj40lQFH48Npry6QWFEUh5uYYcn/NrXedsqenpaFTFK6JiuLb6YJ+ZBHcLxydQSd3SE+XDhy1KO+sTrp1k1MX/8VB06AgmgQGyn4H0dGy9mD+/JOvG3sb68bioDGwZQscPpREi2SB4R9RaBVFFiOuWVMrNoYV0bu3XKfM/SSI22Jj+SIlhaPFxXKWeNttsHUrTcYU4cx0kjat/k8OKiI/H1YGphJUrOfKeAsZszIw9DQQtOpHOVkIDq7tIdYIVquMePnXHRR4POz07XD11ZCXh7JyBeFDw8lZltMgbS4vlN0FBcQtKyYjWMvNL3ijUoWF8kY8YYJMZdcyQUGyMHn2bJktApk9yHQ6+dxslsEBr7TI1N9EWPcwkt5Nqtfvt09q0DTbhCYziMF6GQSIHBcpJ8MpKQ1aUuRjwABpkFem7sBkkkXJIBcHAHPmoA3WYuxlVOsOTsPewkKOHMsnYbeHjZoIwsNLrUOB0qLPOvC5iomRcYkffyzrgR8VEMDVVitfDR2KfdkyKX/0vXZDFADp36XX9HDPG7cQfJ+WxkiLBYtOz5JPC0mgiKbX+0mKvJ3AG+riQK+XSZGK6g5+z82V9/GxY2HjRgK8XwDG3kYcyY5qbX6nLg68/Pe/MMZ0nKJgGH1Ha7nx55+lpKiOLA4URWYPNmyAq4qbogAvHj0qX7zxRggKwrT5S8J6hHH8zYbZMXXqT07cl2QxLiQad5ID+592Ivs64fjxRiMp8jFihHQysdlgsNmMXlHY6HvxsstkuHnGDCzDLDhSHBTsKKjF0dZNvt5/gl4bYac5iuEjvZKiRYvkAqEOSIp8TJkiI8i+wuR+JhOXmky8fuwYjptvlprIvXtRFIWEBxMo3FVYr7umb7Tb2VtURO6saEaMgJJfMjD0NhAYF1hqYdrAihMrwmCAnj3L1R2YTKV1B61by9a+s2cDsu7Avsle7U4m9ZEf09Pp5b1BfrnbwqRJ5WJJCxfK/8+2bWtlfOW55hrpWOSVmp/kvvh47AEBTO/btzQ6BAS3CMaUaCJtWlq9CQyssdlIdji4KTqaLVvAekBOfiPGlKs3iIiQIfYGSmKifJ/z/JIB/Y1GTjgcHCspOTm3ifCmEI29ZSCrOrMHlV4cKIqSqCjKZO+/rYqiNBj/uL/+ghX7shm01UnhBCPBRm+qevZs2UyrFvyOT8fNN8uV5sKvgrgjLo4vU1M5XFSELwyifP8dTe6NomhvEVmLsmp7uFXOW9vTQC94olsMmXO8kiJ+kyunOhDxqUlGjJCKkl9+AYNOR6LJVLo4CAiQUcV58wgfGApAzsr6O1msDpweD3//lEqAEzrdHl3qNzBzprSDquGGh2eic2fo1UtKi3zf+082a0ayw8E0n73ft98CEHVtFPpofb22Nf0yJYVAoSF3bhS3jy0mf3O+bHwGchJ3ySUy3d4IGDIENm6UWVOQdQcevHpkkMGr33+HtDRMiSZwg31j42qIeTaEEHyfns4VW/U4DAHscYVx551+OxQWyhVYHZAU+Zg4USYuv/++7PbeRiM9wsJ4f+JERLmq5eiboyncU0j+lup1sqkqpqelYdBqGRMRwddfQ6KSSXCXMIISguQOQsjaiqFDa6XHVE0xYICMQ69bV7qtn7fuYF1urpS1t2hBhHeHsK5hKAFK7S8OFEV5BngM8NUe6IHp1TWomua//4Wh7Q8QVAIDH2gpN+blyXTWhAl1ylfXapWLyGnT4J+xTdECL/iyB7ffDnl5WN0rCWwSSNIb9XdyUBE7dsCRdqnEF4bRxRBGxuwMQjuGErLuR5mXi4qq7SHWKL17S0cTf2nRIShtknfNNZCXR9DuNQS3Dsb2i622hlonWZKdTc/f3OQE6hj3pLwRU1gICxbUGUmRP7fdBjt3yokiwNDwcHqEhfFKXh7uyy+XaQUh0ARqiLsrjuyF2RQeKKzdQZ8HRW43P6SnE7XHijVUR7cCr6Toykgp9dywoU5N4qqbwYPB5SqVHfQxGmXdgW9xcNVVchI1bx7GvjKimLtOrTvwZ0dBAfvshVy0wc2fWBgwQCnbS2vlStltrg4FmCIjpVL2hx9OulgCsr7gvvh4djVpwuqjR6Vxghfr1VaUAKVe1BwVud3MysjgKqsVrVvLgukOLhZ5RF/p1/hs+3bpGNlAJUU++vSRax//uoPOoaGEajSy7kBRYOxYwjdvhoICNIEawrqG1f7iALgSGAsUAAghTgC1W85fRWzfDnO22Rm9vZD8DgFYe5nlC4sWyTx+HZEU+TNlivyO3LQkkLvi4vg6NZWDRUUyN9WuHZovPyP+gXhsq23YtzScCNJLP+ZDu3zubRWDI81B7m+5RF4eAJs3NzpJEci56+WXy8WBEHJxAH6Wpn7SIvNlZmxrbHhcnjMcsXHx/l8p9F4PJd2t6AO9AYBly+QC4aqrandwFXDddRAaWlqYrCgKTzZrxoGiIn66/XZZUOlNO8fdGQdaSPms/jVGmpuZSa7bTfLUGCZNgpz5mYRcHEJI25DSD3sdmsRVN/37y2yxf91BH6OxtO6gY0cph5k9G71ZT0iHEPLWNrxO2RfCD+npXLwHtLkeVtgtTJlSbofFi2VVaB0wIPDnhhvg2LGyEWWAa6OiiADeHzmyVGYH6MP1RFwRQdr3aXX+Xr8gK4s8t5uboqNZtAja52ShABHjykmKQK6SGjChoVKgsnZt6TadRkNvo5F1Pq3R2LFoHY6T3ZKNvY3YN9kR7uqRkFV2ceAQUsQmABRFCa2W0dQCzz8PF19+iNYHod3dCaUvzJ4t09Z9+9be4E7DsGHS//yLL+Cxpk3RazS8dPRoaWHyunXEDchDa9A2mKZohYUwuygFjVvhjpbRZM7LBAHW0C1yh0a4OAApLUpKkiYbnUJDiYCT3ZLR66XVzc8/E54YhtvurvbGKfWFdIeDkt+yCHJA/8f9Mk6zZ8sFVR2bJIDUn197rZQZ2L1r/vGRkbQPCeHlpk0RwcEnixICYwOJHBtJ6tRUPCV1e5JQnq9SUwkvCcSz2czkCQ5sv9pk1gDkRCg6usE3OvQnJESqqNasKd12qdnMFrudXJdL3vcnTJD6wpwcTP1N5P6R2yBrzs4HIQQz0tO5dnsQHgV2hYSfuvZftkymaAIDa2WMp2PcOFkX4VUMniRYq2VKQgJzExM55q038RF9QzTONCe21baaG+h5MD0tjdiAAAaZzXz9NQwOzCSwSSBhXcJKd1q2TC5+4+Jqb6A1RP/+Mivs9GtT0s9kYlt+PvkuFwwYgCs0VNbCIhcHngIPBX9XTy1hZRcHMxRF+QQwK4pyO7AC+KxaRlSD7NwJP60rZGRyDq5ghRY3ez+AJSUykjBuXJ1sqKXVytYGS5eCKz2QO2Jj+SYtTdYe3HIL6PXofpxK7G2xZMzIoPh4/e+Y+t1MD46BaQzSRhKh15MxK4OgVkGEbp4po2bt29f2EGsFX7Z1yRIZSb4EWJ6Tg8uXh/ZKi8xCLqJyflHrDgA+OpDGwN+gKERH/CivpMjhkDfecePqrEXmbbdJFYHP4lCjKDzetCnbiopYfP/90t7EIRvexd0ZhzPTScac+tMYKam4mOU5OWiWx9Cvr4JlbxZ4kPUGLpf8oI8cWSfvy9XJoEGwaVPpovCUuoOrrpL/PwsWYOpnwp3rpmCXakAAsC0/n4PFxfRYL9irMTLyaj1hfvNPDh2SXajqoHQlLEzejmbOPHlZn+Tu+HiEovCJwQDJpb2NLKMsaEI1ZMyou9d9ltPJ4uxsboiKIjtTYdl8N93dOUSMjUDxybgLCqTOpg6+L9VBYqI0n9qypXRbf6MRD7DBbge9niyfpanbjaF39TZDq2yfg/8BPwGzgHbA/wkh3quWEdUgzz8PhmuOctkvEHFNJDqjV2O8cqWs/ho3rnYHeAYmT/Z2Cv5KZg+0ePseWK2yEPWbb0i4KwohBMnv1f+maK+tywSTi8c6xeLMcWJbacM6xoyy8heZNahDdSE1SZMm0t7WV3dwCZDjcvGnbxYxZAhYLAQs/ZHQzqFqUTIykvjpnhP0XQsRY6xodN7b4KpVsrN0HZQS+ujTR77fPmkRwA1RUTQNDOTFYcMQ2dknPwzhQ8MJahFEyif1R1r0TVoaAsj6LkbKJ+dkEtg0kLDuYVIyZbM1qnoDH4MGSfMB/7qDAP9+Bz17ynTy7NkY+3udTFRpEQCzMzOx5EDw9hLWuS3ccku5HXxWmXVUunLTTdLC2Kew8dE8OJgxwcF8NmoUxd98c3K7NlhL5NhIMmZn4HHWzazh9LQ0nEIwKSaG77+Hzu4ctC4PkWP96g3WrJErokayOBgwQD761x308TZ9W+cNAmT17w8ZGbB+PcGtgtFF6Gp3caAoysPAbiHEv4QQjwohllfFyRVFGaEoyl5FUQ4oivJ4VRyzsuzaBTNWljBIk0ZwMbS6u0npi3PnyiV7HW6o1bKlHN7nn0O0LpDb4+L4KjWVI0VFsjA5K4ugrYuxTrRy4tMTuOz119puxw7Y3zqF8JJALreEkzU/C+ESWKP3yptHI5UU+RgxAn79VUqveiAv6qUVSYsGGshbm4e7uOE2yKsMf2TbabGriGAHtJ5iLX1h1ix53Q8dWnuDOws+5eD69TLzCaDXaPh306as02r5beBA+PJLua9GIfaOWGyrbRTurfuFyUIIvkpNJSbVRJg9mKtGuchelk3k+EgZTVy0SBba1NFJXHXiqztYuVI+Dy5fd6DRyOt8yRKCYzzoo/RqUbKXWRkZ3PR3CADHYiJOVQwuXQpNm9YZC9PyDBsmi5OnTTv1tfvatiUjPJwZu3aVqVqOujYKV5YL2ypbzQ20kggh+CIlhZ4GA53Dwvj6axgbkYXWoMV8qbl0x6VLZZMXXwvhBk5MjBRB+C8OzHo9HUJCTtYdZPXqJW8E8+ahKArGXkby1tfi4gAwAksVRflNUZR7FUW5YA85RVG0wAfASOBi4HpFUS6+0ONWlhdeAP11SYxaCPqOwRh6eeurPR4pLRgxQn4w6zB33y2LlRYvhseaNEEDvHLsmCxEbdECPvyQJv9sgjvXTcoX9Sd6WJ43phdDjxxuaxKDRlHImJ1BYEIght1zpD68f//aHmKtMny4VMKtWQMm4BKDobTuAKS0yG7HbDyIp9hD3h+NO6L4nz9SGbgKPAYd5kFmudHtlkGB0aPr/HXvszP+4ovSbf+IiSFKr+el++6T968k6VQWOzkWRadw4tMTtTTayrMuL4/9RUVkfx/DtdeCY20OokSUrTdITJQWXY2MkBCZNSrT78BsZrPdTp7LG/iZMAGKi1GWLMHUz0TuWnVxsKeggF2FhfT/Q0MOei69LaysIs3lkrUaw4bV2eyzXi/NCH7+WSbO/Lk8PJz2Tifv9e+P+PXXk9vDh4ejNWhJn1H3GqJtttvZUVDAlJgYdu6ErVsEPZ1ZWEZa0AT6vTlLl8rar0bS2BRk9uD338u6U/U3mfgjNxePELjDwmRtzNy5IATG3kYKdxXiyqv64G9lZUXPCSE6APcCccAaRVFWXOC5ewEHhBCHhBAO4AegRnQ8e/bA9z+7aH1xMu33QrM740t1bps2QWpqvYhGjxsHsbHw4YeQEBTElNhYpqamcszhgPvug19/xag7iGmAiaS3k+q8e0FFFBbCD7kpoMC9LWNx5bvIWZpD5PgIlIUL5GSujllO1jQDB8r7p7+l6Z92O1m+yqbBg8FiwXzgJ9CCbaWt1sZa2xS63KzzpNJ/rULcxEg0eu8tcO1ama6tgy5F5YmMlEHib76Ri0KQkeRHmjRhqdXK5tat4TNZEhYQHUDklZGkfpVa5zNGX6WmEujR4Fhm5bbbIGNOBroInfTuP3ZMphAbkUtReQYPhq1bIcerDDyl7mDAACkr9UqLig8W40hznPZ4jYHZmZlo3GBeXcxGLEy6pdwCYONGaVtex7NRt9wir3VfrZEPRVG4r3VrNrVvzwZvoSqANkhL5LhIMmdn4nHUre/9L1JTCdJouC4qiq++gg5aO/o8R1lJ0ZEjsgPciBG1NcxaYcAAyM6WBiM++plM5Lrd7PJZ1o4bB/v3w549su5AgH1T1btSnmtVVzqQCmQBF2oqHw/4W+kkebdVOy++CPpxKQxf4oEghegb/RIhCxfKFG096L6p18Odd8pJ4YED8HjTpoA3ezBlipRIvPMOCY8kUHK0hMzZmbU84nPnx5mCkkGp9FTCaRYURPbibDzFHqxt06QQsx4s4qqboCCpSfYtDoZbLHiAFb5ZhF4PEyagW/QThu6hjboo+bU/Mun6t4fQEoH16nKSosDAenHdg5QWZWfLAJKPu+PiMGm1vPzII3Jx4F0cxt0ZhyvbReasunv9F7jd/JiejmGrlYtb6rikm4esBVlEjo2UNSGLFskdG2G9gY8hQ2RE0Rcg9tUdnJQWabVy4rBgAaaeUkbT2KVFszIyuCophIBCF7ntLLRuXW6HZcvk9/1ll9XK+CpLjx6y1ujrr099bVKTJhgdDt4zGMqkFqzXWnHluOrU/b7Q7ea7tDQmWq2Eomf6dLi5VSZowTLSUrqjr8CikdQb+PDVHfhqi0AWJQNlLE0BmDsXY6/q65RcqZCroih3A9cCVmRh8u1CiF0XeO6KcnineK8pinIHcAeA1Wpl9erVF3TSpKRgvv3hEszfHWH4rcBAwdptpeayPb7/Hs/FF7PVJ+it43TsGIBG04cnnkjm3nsPMgL4/MQJBp84Qd+hQ4n77jv2jR4L8RZ2PbOLXdZdFf/Pnyf5+fkX/J6ciefmt4L7ShgpSuR5PgLMkPvbhxh1OtaGhOCuxvPXF1q1imfx4jYcOOCmBVsxAF/t2kX0LnmZhrdrR5f8fFzBeyj6vQmrF62GkFodcq3w7qEQ7liqQYR62KHbAasBIejz44/k9+jBzk2bqvyc1XGNaLUQHd2H118vJDp6+8ntY4HpbduyW6/H89JLZFx6qbze42H3a7vZHb/7tMesTRYBdsD+VSxXX3qA395NglxIbZ1K6upUOk6bRmhMDBvS0iD9wqUS1X3fqg4cDoWAgESmTUvBZDoAQHtg/vHjjDou42yW1q3pbLdz5LfPQd+Hv3/4G8JrcdDnQFW/JynAFuCa+VrcgPnybFavLvv57zZzJkq7dmzZvr2iQ9QpEhOb8OmnrZg+fQMJCUVlXhuVn8+MAQO4+5VXcPmi7QFAKOx4dwechzKnOq6R5UAe0CMtjVdnuUhL60QHkqETrN1eOg/r8O23GKKjWZ+aKpugNRKEgPDwfsyalU27dnvkNsAMzN63j/vy81l94ADd27WDadPY0rcvJMDhhYc53PdwVQ9GnPUHeAXoWpl9K/sD9AWW+j1/AnjiTL/Ttm1bcaHceqsQ+mFpYuS/VolVrBK2322lLx47JgQI8corF3yemuT664UwGoWw24U4XFgodKtXi3v37hVi3z4hFEWIZ54RSR8knfr3VgGrVq2q0uP5s2OHEPxnpwhe/psocrmEq8glfg37Vey5fY8Q7doJMWxYtZ27vrFnj/zoPvzwXiGEENfs3Cli164VHo9H7uB0ChEZKbIH/VOsYpXIXJBZi6OtHTYeKxS6ZavEouA1YtfNu0pf2LxZ/udNnVot562ua+S//5XDPnSodFtGSYkIWbNG3PL880IMHnxy+9HXjopVrBL5u/KrZSwXSq9Nm4Rl3gah03tEeroQe+/aK9aErhGuIpcQRUVChIQIce+9VXa+6rxvVSeXXSZEp06lz/9z6JDQrlolcp1OuaGkRAiTSYjJk8XmfpvF5r6ba2Wc50NVvydvHDsmWLVK/BizUXyobBa28l99WVlCaDRCPPNMlZ63ukhOlsN9+ulTX9uXny9YtUo888QTZbbvumWX+NX0q3CXuM/5fNVxjQzaulW0+uMP4fF4xOjRQnSxFopVrBLH3jxWupPDIYTBIMTtt1f5+esDV10lRPPmZbeN275dtF6/vvQ9eeEFefNPTha7btol1sb4fdefA8AmcZr59hllRYqiGL3/fA04piiKxf/nAtclfwJtFEVpoShKAHAd8PNZfueCOHQIvpkmsNx1nKsWK4RcFIKxn7F0B59mrw5bmFbEffdJ2eTXX0t7s1tjYvgsJYXkpk2lRvejj4i5zozOoqtXTdHe/tIJiZncGBVNkFZLzvIc3PlurL1KpB5RlRSdpG1baN4cNmyQl+Vwi4UUh4MdPp2iTgdXX41xwxcogUqjtDR9fFUa3bZAcJEH60Q/SdGcOVJaMGZM7Q3uPLj1VjnsqVNLt0UGBHB7bCzT+/fnyK5dJ8WrMbfEoOgUUr9MrZ3BnoG/7HY22u0U/xTHuLEKkRGCzHmZRIyMQBukhdWrZfFRI6438DFkiCy9yPBa2A8ym3EDa311BwEB8r44dy6mPgbsm+11vtakupiVkUG/klAiUwso6Gg5tY59xQqp06on0pW4OGmk9s03ZQtWAdqEhjIqL49PevTA8ddfJ7dHXROFO9dN9rJsapuDRUWsttn4R2wsyckKixfD3Z2l1DFynF+9wfr1sqFHI6s38JGYKEsuvJ4SgCxKPlBUxMlvbd8cdf58DL0MOFIdOE5UbX3R2WoOvvM+bgY2eR83+z0/b4QQLuA+YCmwG5ghhPj7Qo55Nl5+GbRdcgnJsdNqpyD2jtjSQmSAefPkLKueNdTq21d20HznHXnTeLJpUzzAa8eOwUMPQXo62p9nEnd3HJlzMyk8UPdtDfPzYXpqGgQI7msZC0DGrAy0Ji3mTK+Tbj2bzFUniiLvpVu3mqU1tEUuEpb6uxbdcAPaIhumVsWNrijZ6RKsCU5h6MIAtGFawof5aS3mzpViz8jI0/5+XaRJE/meT50qTVd8/LNJEzSKwv+uvx4+/hiAgKgALKMtpE1Lq3PGBJ+lpKAXCoVzo7ntNqmfdaQ4iBzv51IUHCwLaxo5gwfLR5/a45S6A4Crr5adkg1HEA7RKLuip5SUsC4vj8HLg9EAXe+oIJa5dCmYzfLLs54waZKszffvlu3j/s6dSY2I4KflpU7z4ZeHowvX1YmGaFNTUtAAt8TE8NVXcq7SOS+T0M6hBLf00z0tWSJ1k3W8DqS6qKjuoJ93ZXtygtyhA7RqBfPmYegpnTaruij5jIsDIcQV3scWQoiW3kffT8sLPbkQYpEQoq0QopUQ4sULPd6ZOHpUNgxL+OdxJi5SUAIUYm6OKd0hN1fecetZ1gDkxPDhh2UB+6JF0CI4mEnR0XyakkJK//6y/fg77xB/bzyKXiHp7aSzH7SW+f4HQcmQFNopYXQJC8Pj9JD1s7dAcfHP0KWL9KZWOcnIkVBUpGPtWogPDKRjaGhZS9N+/aBpU8yujeT/lY8js/E4mby23IawlDDwLzcRY7wRaZCV/Dt3Svufesgdd8CJEzKu4aNJUBCTYmL4YvRo0ubMkZ1GkbamjlQH2UtqP4roo8DtZnpaGhE7omhi1jN0KGTOzkTRK0RcESFFuIsWyZB5I7I0PB09e0qfCV+/gxCtlt7+/Q5AhpcNBowHZSa8MVqazsmUEWnrHEGuRs+gOw1ldxBCTkIvv7xeud2NHw8Gg8welGdYs2a0sdl4z2g8aWOmCdAQeWUkmXMzazWD5Pb2MBlhsRCrD+SLL2DMAAclm3NLgwA+li6VEc9GaFkMcmoTGlp2cdAjLIwAReFkJayiyLnqL78Q1hLQ1vDioHQcyi+V2VaXefllUBIKSbFkMXS5gnWiFX2EvnSHefOku0c9nSRMnCgbZL71lnz+ZLNmOD0eXktKktmDv/4icN96om+MJvXLVJzZzlod79l4Y3EetCrgodZxANhW23DluIgcGiRtJ6+4opZHWPcYPBh0Og+LF8vnIywWfs/NJd8XVtZo4PrrCT8wE5D/p42Fj46k0HW9hkC7+1RJEdTLoADIy6BZM3j//bLbH2vaFIdOx9vDh8O33wJgGWVBH6WvU9KiH9PTyXO7Sf0sljvvBI1GkDE7Q0Y8TTopHzx0SJUUedHrpXXxGfsdBAXBmDEELPmB4DZBjdKxaFZGBm10wTQ9lEfBRRZ0+nIuHLt2yVV1PZEU+QgJkW1rZs6U2XV/NIrCfQYD69u1488FC05uj7omCrfdTc7y2pOSLszK4oTDwW2xsfzyi5TNTLkoCzyU9jEBaTaweXO9e1+qEp1Oro38FwdBWi09DAbKSGvGjweHA+2apYR2CK3ZxYGiKEHe2oJIRVHC/eoNmiP7HdQLjhyRqfe2TyUx5FfQ53mIvT227E7TpsnGYX361MoYLxS9Hu6/X0aUtm6FVsHB3BQdzccnTpA6caKUTLz9NgkPJ+Ap9HDi47rbFOnPP2Fv2xMEubXcFC0dczNnZ6IJ0WBxrZMNq1RJ0SkYDNCpU26ZxYFDiLJRxRtuwODZhSbAQ+6axjFp2HHYSXLLTK5aGSQ/QyP8JAZz5kD37rJgox6i1cI998ik544dpdvbhIRwtdXKB1ddhe2zz0AINHoN0TdFkzU/q85kjT49cQJLXgi6vSZuuw0KthdQfKiYyAl+kiJo1Bam5Rk8WK6ZTnhv4afUHYCMFmVmYmxRSN66PJ/pR6Mg0+Fgjc1G79VGwnFy0S2nkRRBne9vUBG33iqTgbNmVfDagAGEFRXxXnLyyW3mIWYpLZpZe9Ki95OTSQgMZExEBJ9/DhYLNE/OJLBZIGFdwkp39EmiGmm9gY8BA2D79rJN7/oZjewFSnwFJ/36yXmdV1pk32Sv0uv8bJmDO5H1Be0pW28wD9nduF7w4ouA0cnBNqncslRPcJvgsm26jx2TXRJvuaXOdkmsDHfcISeI//uffP60N3vwSnq6bIgwbx5hoemEDwsn+b1kPCV1S3vs4+2pThiczk3R0YTpdAi3IGNOBhGjItAuWwBRUfVKJ1qT9OqVzc6dspgp0WQiRKMpKy3q3BlNx4swBR/EtsZWa+OsSR5fmoFG56HPdgcRoyPQhnglRSkp8Mcf9TZb6GPKFKm4eeedstufaNYMe1AQH7Rrd/JLN2ZyDMIpSP+29junbrbb2WC3UzgjjqsnKkRHQ8bsDNBQ2hBp4UKpr23WrHYHW4cYMkQ++rIHfY1G9IrCGv+ZxIgREBqKqXgzzgwnRfuLTjlOQ+XnrCzcQMTXGjxAh8kVeLkuWQIXXVQvpan9+0ObNmU7pPswBgRwq83Gj+3bk/63jDNr9Boix0eSOS+zVr7z9xQUsDwnh7vj4rBla5gzByZf58K2IpvI8ZFl6z6XLJET3u7da3ycdYnERKl8++OP0m39TCacwBa7N0Og1UrzgYULMXQNwZnppORYSZWN4Ww1B+8IIVoAj5arOegihHj/TL9bVzh8WNYa9HgumdiDHqK2OIm7K67sB/Kbb+Q7MWlSrY2zKjCb5Rrgxx9ltqR1SAiTYmL4+MQJkm+/XX6Y3nuPJv9sgiPVQfoPtT9BKE9ODszIS4UAwQPNZXIq949cnGlOIseFw+LFUmKgOdf+fY2D3r3lQmDJEgjUaBhsNrM0p1w6+cYbMeeuoWBHQZ2JIFcXTics16XQ67cgNJmuspIiXwexer44iIiAm2+W6qFMvz5nXcLCGB0eztvXXEPBe+8BENYxDENPAylfptTSaEt5LymJQI+G4rkx3HOP3JY5OxNToomAqABZB/bbb6qkqBxdush7/RnrDoKDYfRojDt/BKqnSVJdZVZGBnFKEG0O5FPS3EBAZEDZHQoLZSe5ehqdVhT4xz/kpbFv36mv3zdgAI6AAD71055Zr7biznOTvbzm640+PHGCAEXhtthYvvlG3pNvaJODKBFl6w08HtmUbtiwRv/93ru3nK6VKUou3wwNpLQoNxcD8oNQldKiSr0DQoj3FEXpqCjKNYqiTPL9VNkoqpHXXgMl0M3BzsncuzQQJVAh5ha/QmQh5Oph8GApK6rnPPigvK7efFM+/0+zZriBl0pK4Npr4YsvCO+tJeTiEJLeTapz6eavvhG4Rpygq9ZIpzCZbsyclYkSoBBh3C0nDKqF6Wlp3ryAhITShrLDLRYOFBVxsMgvcnj99ZjZBkDubw1bWvThogKcre3csjUQTZAGy6hykqI2bWTr0XrOAw9AcbFsjOzPE82bk2k08nlgoCy8BmJujaFgWwH2v6pWo3oupDscfJ+eTtjvMXRupaN/fyjcX0jBzgKsE7wLuMWLpQ2TKiEsg1YrjZt8iwOQ0qJNdjt2f9uqiRMJzd6KNrjxLA5yXS5W5OTQfEs4F2Gn+TUVSIp+/VUW7NZjXfstt8jPwZdfnvpau4QEhiUn81FsLE7vgjH8snB0Zh0ZP9WstMjucvFVairXREVh1Qfw+edSTx+8JROdRYcp0a/o+K+/ZM1BPX5fqorQUJk8+e230m0xgYHEAev85YOXXw4hIYT+/TOKTsG+uYYXB4qiPAO85/0ZjOx7UOdnaIcPy9Rbv/+kY8930n2Rk6hrosoWIv/+Oxw8KIV8DYCEBLjxRvl3Z2RI56Ip3r4HRx98EOx2lE8/JeGBBPK35NcpJwuPB95YmQNNini0bTwgm/RlzM4gfGg4uhXzZLHd0KG1PNK6i6JI16IVK8DhkHUHUM7StFkzDP0i0CiOBl+U/NaeFBQHdPyzCMtIC7owrzNJTo7UZVx5Zb2WEvro0EF+T3zwgYzM+ehvMjEwNJTXr7sOh1d3FHV9FEpA7fY8+CwlBYcQZH0ez733yrcgc47X89xXoDhvnpQQ9u1ba+OsqwwZIrPDh71NUSusOxg1CiU4EIMlnbz1jWNxsDArC4cQhH8ciAaInxBx6k5LlsjvkYEDa3x8VUVsrCzD+eqrsjbGPh5o3ZoTERHM9mZHNQEaIsZFkDUvC4+j5qRF09LSsLvd3Bcfzx9/yLYrt93qIWt+FhFjItDo/Kag9bgOpDoYMAA2bjxpPAVAB+Q1fjKoGxwMw4ejXTCb0E5VW5Rc2dzNROAyIFUIMRnoAgRW2SiqiWeeAY1WkDogiVt+D0DJ9xB3d7k66q++kt5wV11VK2OsDv79bygqKtUgP9WsGQrwgtEoZxBvvkn01SZ04TqS30k+47Fqkl9+geQeJzC49Uy0yuihfbOdkmMlMpo4b55cGISG1vJI6zYjR8oeMuvWQevgYFoGBZWtOwA0N1+HUezAtqT25SXVxd6DHo62TWPURhOuFEdZSdHChfJbdcKE2htgFfPgg5CcDD/9VHb7k61akRwZybS0NEhLQ2/REzk+krRv02p0ouDD6fHwYXIyMUnhGHNDueEGuT1jdgZhPcIIahokvxEXLpRZQq22xsdY1/H1Oyhfd1BGWhQaCqNGYbT9QcG2AtxFDb8Z2uyMDMI9AXTaV4Qw6k56wJdh6VK49NJ6b407ZQqkppZmif0Z2asXrbKyeM/pPNkxLerqKFw2Fzkrasa1SAjB+8nJ9DQY6GUw8Nlncqo1Ii4Xl811qoXpkiXQtSvExFR4vMZGYqK8DW7eXLqtI5DmdHK4uLh04/jxkJyMoVlxlRYlV3ZxUCSE8AAub9fkdOCC+xxUJ3//DdOnw5jncthbUsCVPyuEdg7F2MevI3JBAcyYIb3BGtCE86KLpFnFe+/JavcmQUHcERfHlykpHHzySUhNRTtjGrG3x5IxJ4PiY8VnPWZN8Po3xdA/k9sTYgj0ag4zZ2eCFiJbpcrC8XpqOVmTXHaZtENbvBgURWG4xcLKnBwc/m01r74as2YHBfvcdd7W9nx5Yl4WhDu546BOytKu8Isizp4tW442oML2UaOgXTt44w2plvQxLDyc7no9r1xzDe633wZkYbIry0XW/KwaH+eczExOOBxkfBLPrbfKCUNxUjH2DfZSSdHq1XKFq17vFdKhA1itpYuDEK2WXgZD2cUBwMSJGAv+RLgE+VsbdjO0QrebxdnZmLdF0EeTTdQoC4q2XFbw6FHYs6dBSFdGjZLz6M8/P/U1jaJwX0AAa9u0YYM3Ih9+eThak7bGXIuW5+Swu7CQ++LjyctTmDEDbrgBCpZmognWYBnmJ/nKy5PRrAbwvlQV/fvLR/+6gw7exzLSoiuuAK0WQ/E2XDkuig9XzXyusouDTYqimIHPkG5FW4CNVTKCauLpp6VzT8aQ4yQe1BG4s+TUQuRZs6RZcAORFPnz5JPyevP5nz/ZtCl6jYb/xsTIapfXXiP+jmgQkPxh7WcPjh6F5WHJKAo82MxPUjQrA/MgM/o186X2QO1vcFaMRnlj8WVpR1gsFHg8ZSUHERGY+wQDCrlras//urpwOGChO5VAux7rL/lYhlvQGb2SosJCGaUaP75BFb5pNPDPf8pIk38HVUVReLJtWw4kJPDTtm2Qk4NlqIWAuABSv6p5adF7yclYioNwr4vg7rvltsy5XkmRz8J07lwZsGmkXVLPhqLI7MHKlaULwQrrDkaPxhB4CKDBS4uWZGdT6PEQ8FkYJo+TiFEV1BucvCnWz2Jkf/R6mDxZJtiSK/gKv23oUMLz83n5+HEANIEaIsfKhmg1kTF89dgx4gICuC4qih9+kLfdKVMEmXMzsQy3lLrGgdTBulwy7a0CSEVl27Zl6w6aA0atlrX+RckWCwwahGGPbHpYVdKiyhYk3yOEsAkhPgaGArd45UV1kg0b5HfLjc/aWZOfw/3LgtCEaoi+Mbrsjl99JVtQJybWxjCrla5d5Tz6rbfk+ic2MJB74uKYnpbGnqeegsOHCVo3h8grI0n5NAV3Ye2mnN/+xAWjUhhlsNI0KAiAwl2FFO0rwnqVVS7k+vWD6OizHEkF5Hfftm3SC32w2YxOUU6RFhnvHoSGEmzf/X2ao9RfvpxXgqN7FrcdDafkeIn8DPlYtkzq7uq5S1FF3Hyz/FLx2Rn7uDIykvYaDS9PmIB4/30UrULMpBiyFmdRklp19ndnY31uLr/n5uKZFc9lgxXat5fbM+dkEnJRCKHtQ6UMYt48+SGu59KP6mTIEHl9798vn1dYd2AwEDiyN4HajAa/OJidkUGoS0fPPTITahl+msVBkyac/ODVc6ZMkZfL1KmnvhYWFMQD2dnMa9uWnd4mKNarrVJatLJ6A0Kb8vJYabPxUEICgRoNn30GnTtDO+yUJJWcKilavFhGtfr1q9Zx1TcGDJA9X31Jfy3Qx2gsmzkAGD+e0CMrUfQ1tDhQFKV7+R/AAui8/65zuN0yema1QuZlx4ku1BC9oJDom6JLI4cgq7lWrZJZgwZQkFgRTz0F2dnwySfy+WNNmxKi1fJk8+bySn3xRRLui8OV4yJtelqtjTM/Hz4+nAYGF0+1TTi5PWNWBigQ2SVfdgRpQHUh1Y2vZ9SSJWDQ6Ug0mcoWJQOaCWMwavdgW9XwMgev/ZUGWph0QIOiU4gY6ycpmjtXekFeemltDa/aCAqCe++V0cRdu0q3axSFx9u2ZVvr1iz+9VfIzyfm1hhwU6PX/svHjhHm0WGbHnvSvtSR6cC2xlaaNfjzT9mDYvz4GhtXfcTX78DnWtTXZJL9DspPHK6+GqN7J3m/1l4TrOqmxONhflYWgZsjuSwkm7AeYdIO1x+nU0aoR4xoMN/5rVrJ5Nrnn8u5T3nuv/xyQouKeHXLFgAswyxoDdUvLXrt+HGMWi13xsWxdavMZt52G2T+lIGiL3c/9njkDWvoUJkOUTlJYqL0zti9u3RbP5OJHQUFpR3RAcaNQ4OLsKj8KnMsOlvm4I0z/PzvDL9Xa7z5plxpPfZmMbOz03l6nQFR5CHuznKFyF9+KW8Q9by3wZno00fWH7/+ugyURgUE8O8mTZiTlcW6556DvXsxpSwjrFtYrdqaTv1KUDwyiYsVA32MpTUhGbMzMPYzEvj7PLmhARWPVjedOkF8PGW6JW8rKCDF3/ogJARzBzf5WWacqQ1Hj7x7t+BQm1Sa5RrwzLcRfnk4+nDvl47LJb+IRo9usF9E99wjFwk+O2MfN0RF0RR4cdw4xCefENIuBGNfI6lfptbItb8zP5+fs7KI+j2BhEjdSUfirPlZ4Abrld7szty5sghZ7W9wRlq3lte4b3EQerq6gzFjMGr3U5IGJSk1lyWqSX7JySHP7cYx00LzwjwiRlbgUrR2rdTaNrBu23feKcvxfIopfyLi4rjr4EG+T0jgUHo6mkANEWMjpLTIWT3Sov2FhczKyODuuDiMOh1ffAGBgXDjjYKMmRll78cAW7fKYIBqWXwKPlFL+X4HAljvLy1q0gR69sTg3Il9sx3hufD7+dmaoA0+w8+QCz57FXP8ODz7rKxhO947CQXo9lMJht4GDN38XAsKC+Gjj6S+rR52SDwXnn4a0tJKi5YeadKEmIAA/tW0KeLii1FeeJ74++Io/LuQnF9qPoLsdsPLv2RD0yKebp9wsiak6GARBdu8nuezZkHPnmqX1HNAUWSAbPlyGTAbHi67hC4r1xDNfFNHQEPuu6sqOEr95Jkf86B5IY97LBQfKi7rUrRmjewU1oAXmpGRUos8bZp0M/Gh12j4V+vWrOvYkZWLF0NxMTG3xlC4q7BKLfBOxyvHjhGiaDj0v3juvFMWzYM0HQhsGkhYd9nXhLlzpZF/eAWdbVVOoigye7B6dansYJDZzJ95eeT7RxUNBox9ZdAl74+6Y11dlfyUkUGAU0uvHQJFgGVEBZKiRYtkQKCB1bGMGyelhD6FQHke6d0brdvN67/+Cnhdi7Jd2FbZqmU8zx89SqBGw0MJCRQVSWOYiRNBd9BO8ZFirFdby/7CfG89YQNbtFUFrVrJonP/uoPeRiMaqFBaZEj/DXeum6KDF94RvbJ9DkIURXlaUZRPvc/bKIpS5ypDX35ZBgafe8PJ5ykneOhYOM69xcTdVS5rMHWqbALw+OO1M9Aa5NJL5c/LL8vsQahWy3PNm7MuL495L74Iu3YRpVmN3qon+d2aL0yePx9SE48T7g44aV8KMmsAENnbIc1+VUnROTNypOwZ98cfsltuTEDAKXUHhrsHoeDA9tOBWhpl1VJQAHNLUtE6NQza6AYtRIzziyLOnCkLXRt44dvDD8tFobcx8klui42liRA8dvXVeL78kqhro9AEaaq958GhoiK+T0+n/f449MV6brtNbnfluchenk3klZEyMLB3r3STUSVFlWLwYPlV9re3bOhk3UFe2fqCsFv6o+DCPndvzQ+ymnF6PMzLzESzPoIJsTnozDoMvSuwMF28WPY2MFTwWj0mIEDWHixYAElJp74ed8klTP7rL6aaTCQXFRE+PLzapEV7Cgr4Ni2Ne+PjiQkM5Pvv5XfQ7bdDxkwpKTql3mDePFlrYLVWfNBGjKLI7IF/5sCo09EpNLRsp2SQiwPk9V0VwZ7KWnV8CTgAX7VIEvDCBZ+9CsnOlvXFkybBIt0JCjwexv8MOrOOqGujSnd0OGS1Xr9+DbIQuSKef15m7XzORf+IiaF9SAiPx8bi6toV7YvPEHd7NFkLsqpkxXkuPPtDHvSw8a9WCej9nGMyZmUQ1j2M4A1eSdHEiTU6robA5ZeXtTQdFh7O8uxs3H4SEm1YAMb4XHIPhMq7eD3ny+/dOBPTGaqPJHdWFuZBZgIivdpjl0tamF5xRYMvdG3TRs6vP/xQOoL6CNJqeb59eza3a8dPK1eiC/YQOSGS9O/TcRdXnynB68ePo1MU9r/YhKuuKrUyz5ybiSgRpffoed7rXbUwrRS+uoOT/Q5MJnTl+x0A2oljCOMgeatrr7asulhjs5HtclG8JJKL7NmEDwsv21wLpO5m584GG52+/XbpWvXppxW//niLFgjgv7//jjZIS8SYCDLmZFS5tOi/R48SrNHw7yZNEEL2WurcGQYMOI2k6OhR2RlZvd5PS2Ki/G/ymk4Bsrnl+ry8Mt/lXHwxIa10aDTOGl0ctBJCvAY4AYQQRUCdqujp1UtGxu+83807SUmM95hw/Wwj5tYYtMF+llmffCL/p59+usEUJZ2NAQNkoPTll2XfA51GwystW7K3qIgvXn4ZDhwgzrQaRauQ9F4FoYdqYsMG2NbpKMEuHfcllGZ3TnqeX2WVkd6uXaXAVuWcMJnkGti/7iDL5WKTveyNwzwiFrtohWva7FoYZdUhBLy+IQNC3TyumCnaX1Q2MPDrrzLMevXVtTfIGuSxx+T1Xn7CcFNMDB09Hp4cPx7nN9/Ingc2F1k/V0/Pg+PFxXyZkkLPzBjsRwK5997S19K/TyewWWBp/5m5c6FHD6mhVTkrzZpBy5aVqDswmzE0yceeFIZw1Xzju+pkVmYmWqeG7vuD0GQ7KpYUzZ8vHxvo4qBFC/mnffqpjH+Wp/n48dy1ciVfaLXsKyzEOtGKK8uFbbWtysawIz+fH9LTeSAhAWtAAL/+Kn1EHngA8jefRlL0s7TfPFmApHIKFdYdmEzY3W52FhSUblQUNONGEyoOYN9gu+DzVnZx4FAUJRgQcgxKK6DOVDb9+CMcPCj//VdkGmlOJ/etDkY4BbF3xpbu+PLL8pN6ySUNwuf4XHjxRVn17rM4HBsRQX+jkWeNRvIHDybwrf9gnRBO6tRUXHkV9GOvBp78Ih/6Z/FwkwQMulInqcw5Xs/zPk5Yv142qVM5L0aOLLU0HWaxoAEWZZWdBJpvuBjQkvvZ+loZY1Wxfj0c65BClCOYhIVFKDqltKkWyIVmSEiDlxT56N1bRpZfe03KrXxoFYVXOnfmYHw8n61fT/gAA4FNAqtNWvSfw4cBOPDfZgwcWPpl58h0kL08m6jroqSkKCVFvolqFPGcGDxYltL43GoqrDsAjJfH4xZBFMzeUgujrB7cQjA7PQPxRwT/aGsDTlNvMG+eNI1vIBamFXHvvbK+sHyHdAD0ep4ymQgqKeH/tm/HMsKCNkxLxk9VIy0SQvDwgQOE63Q86l3Yv/OOtOC/4QavpEinEDmunKRo9my4+GLZvVGlQrp0kY0iyxclQwV1B+PGYRB7yN+ch3BfWFFyZRcHzwBLgCaKonwL/AL8+4LOXEUIAdddJ/89dpzgf8eP0z04lNBpNsyDzdI3G2TV1pNPyn+/+GKjyRr46NZN/j+99Za8gSiKwuutWpHqcPDKs89CaioJkWtw29010hhp715YGXeUQJeWf7WML/Na5uxMQi4OIXTDTLnh2murfTwNFd88eMkSiNDr6WcysaDc4sDY14Si9WDbrlTcTaee8Oq0Quiayz3No0tT2BHeFLbbLb+IRo+WC4RGwn//C+npUl7kz6iICAY6nTw3ahT5c2cTc0sM2cuyKUmu2pjP9vx8vklLIzE9gfTtQTzzTOlrGT9lgBuirvNmd+bPlzd0td7gnBgyRGaI/vpLPvfVHZTXJBvvlKuyvK/rdP/Sc2Jtbi7pLiee1Va6lGQT2iWUwNjAsjvl5srv/wa+6Bw+XM6x33qrbId0H9GTJ/Pw7Nn8WFzMn458Iq6IIHN2Jp4qyCQtyMriF5uN55o3x6LXc+SIXI/dcQcEBXklRUPD0Vv8JEWZmTKb2wD7zVQlOh307Vt2cdA8KIjYgICyPU0A+vfHEJqMu1hD4f7CCzrvWRcHiqJogHBgAnAr8D3QUwix+oLOfB5o9yexI6wPO0N6sTO4J38HdWdXYFe20ZntdOIfQdezt6iIpx6fRfGRYuL+flnm2+LiZHgF5ERz6NCaHnqd4L//hZISeMFbLdLXZOLGqCheF4KDN9yA8bv/w3hJCMnvJVeJFdaZePyjAhiYwd0x8Zj9LCVLUkqwrbFhnRAp7VYSE2XeXOW86NxZfvyXLJHPR1ssbMnPJ9nP0lQbrMXYLQgbXeCHH2pppBdGRgbMd6eiCLgpLUymsK/1yxr8/rucJTcSSZGP/v3lpOHVV8vWHiiKwmuXXEK6xcLzO3cSPSkaPJA6rWoDA48dOoRZq2PXU01JTCy9DQOk/5BOSPsQwrr4uRS1bAkdO1bpGBo6vv9Tn7So32nqDoJ7xaPTFZK3tuH0NZmVkYHi1NAj14j7r9yKLUwXL5bV+Q18caDRwIMPwqZNsG5dBTtER/Nvt5v4zEzu2bMHy1WRODOd2H6xXdB5HR4P/zx4kPYhIdwZJ+XBH34o46/33AP2jWeQFHk86uKgEiQmwo4dkJ8vFRaKotDPaDy1KFmrxTBAFnTl/3lhTQ/PujgQQniA+4QQWUKIhUKIBUKIzAs663kiFA2OEDMlhkhKzDEURyRQHN2MkI6t6DihLf8bO5ZmeXm03t8efWAhkUMCpeB++HB4+22praink5+qoE0b6WrwySdwwGtO81qrVgRoNDx8991gsxEft56iA0VkL84+88EugEOHYF7YUfQeTZmmZyDTjwiI6pQpO3/cfHO1jaMxoCjy4+/rTn9FhPzyPEVaNDIWO21xfVNRTrru8/GnAs/lqQwMtCDm2FACyrli/PijzBg0UM3xmfjvfyEr61Tnot5mM1Py83nr0ks5vGs5pgEmUr+qup4HC7OyWJKdzaATTUnZr+eZZ0oTtiXJJeT+mlsqKcrLg19+kVmDRpbVvVBiY6VaxleUfLq6A0VRMLZ1k5cbV7arUj3FIwQzUjIRG8K5p4sd4RKnlxRZrbLxTwNn0iTpAPzWWxW/brj7bt56/322FhXxU7cSdGbdBQcEXj52jP1FRbzZqhV6jYaCAvjsM+kW3aSJDDhogjRlJZ4g9U/Nm0P3OtlPt04xYIDMBu3cWdoHqp/JxOHi4rK9i4CQa3ujoQT7kkMXdM7KyoqWK4ryqKIoTRRFsfh+LujM54GndRw90pfQI20RPVIW0CP5Z3ocn0frHXPYMHUqv8fF8e+YTmSnNCf2kfZovv8GvvlGNjx78EF5F23kPPusbEjy6KPyeVxgIP/XrBnzXS4W/etfWJc+RUC0lqR3qq8w+V8f5yOGpDPFGk9kQNkulunfpxPaOZTQtd/KgTaySG91MHy4rDfZsAE6hIbSLDDwFGmR+VIzoCV3u7veTRycTnhnXTZYHTzYKob0GelYRljQm/WlO8ycKZvshIbW7mBrgV69pEHT//53qiHVK5ddhrG4mHvS04meFEXR3iLy1l9YxAmgyO3m/v37aRccwsbHEujXr6y9fPqMdBkE8EmKZs2SlZSqK9l5MWSIVGg4nfL5ILOZP+32U+sORjSjkGa4vp1b84OsYv6020n1lKD8bqW7KxutQYuxn7HsTiUlsr/BmDGysV4DJzRUSnnmzIEjRyrY4ZJLmOhwMGznTp46cYSQqyxkzsnElX9+dYbb8vN54ehRboyKYqQ38PTJJ1Lm9tBD4HF4SP8+ncjxkehMpXWFZGfLiNXEiWowoBL06iXlRTt2mE5u62+S/y6fPdCMGk4oB7GvvbAYfmUXB/8A7gV+BTZ7fzZd0JmrmNeOHydcp+Oynz0gIPYOdSFQEbGx8NRTMpiyfLnc9mBCAu2Cg3lw7FicOoiP2UDO8hwKdhWc+WDnwbFjMMd6kECnjhcvLtuAruiwnJhEXRMJ338vb+hqI6QLZvhweWORvWYUroiIYEVODsXuUutKY18jih5sdJP/9/WIuXMhq1cKJo+eAXv1OJIdZV2KliyR+tabbqq1MdY2zz0nF4jvvFN2e2RwMK+4XPzapg0LwzajCdFUSc3Ry8eOcbi4mFF725B8VFMmawBSUhTWLYyQdt76j2++kanNRhDdrQ4GD5ZF55u838qDzGZcQpwycTAMjQc02H/YWvODrGJmpGWAS2F4mIWiNdmEXx6ORl9uSrN4scxKNaI+OffeK681n3V5eZRHH+XDl1/G43TyVr8CPIUeMmef+0TS6fEwec8eInQ63mnTBoDiYhmEGDxYOuVlLcrCle2SskV/Zs2SK9nrrz/n8zZGQkNlgmXnztLFQbewMAIV5dSi5KgoDFE28pMCL0geXqnFgRCiRQU/dUYIviM/nzmZmdxvjSPrizQsIy0EN2/YPuYXwsMPy857Dz0kr88AjYZ327ThgMvFK2+9Rey2F1ACIOndqs8e/OPDbMQlOfwrthkWv1oDgPQf0wGIit4lReSqpKhKMJtl7x+fm98VEREUejxlZAfaEC2GXkZsxgFSeldF0pKa4I3PHdA/i8lNosmZmYkmSEPEGD/t8bRpUlYwfHjtDbKW6d5dKnbefFMuEvyZMmYMl+3Zw0PhgQSOCyf9h3Tcheff82B7fj6vHjvG9ZFRzPpPOL17ly3zKtxXiH2jnajrvQu4o0dlwejNN6tRxPNk0CD5eLa6A2Mvb6fkgwEyUlNPEULwXVIGbArnzkQnJcdKsIysQMwwfbq89ocNq/lB1hJNmsiA/GefyXXRKYwfTyujkQ+++47pLQooaqIjbdq59b8QQnD//v1szc/no7ZtifB+l3/1lTQde+opuV/aN2noo/WEDy0X5Pv+exkM6Nbt3P/ARkpiIuzebcSnIgrQaLikoroDwNA7HLc7iKKNKed9vspmDuo0Lx49SphWyy1/BuFIdRB/X/zZf6kRExgIb7wBu3bBxx/LbcMsFq6PiuLFNm3Y16M10ebNpH2ThjPHWWXn/XOLh1/aHMRUGMTTHU99j9J/SMfYx0jw8m8gMrLR2c1WJ2PHyvf7wAEZVQzRaE6VFg0yY8+Px7X/OGytH5HFv/6CDcY00AmmRMeQ8VMGltEWdAZvCttmk4Vv110H5RajjY3nnpOyojffLLtdo9XyVXQ0AQ4H73RNwZ3nPm+Lw0K3m+t27cKi19NjY2uOHeOUrEHql6mgheibvNHEb7+Vj404s3OhREZK8wH/fgeXVFB3oLfoCW6uJY+LYOHCmh9oFfFXfj6pSjGhW6x0ccj6uFPqDWw2GRG5/nqZOm1EPPqoXBh88kkFL2o08Pjj3PzFF9zocjJzsIvsX3IoTiqu9PHfTU7mk5QUHm/alCu9nY2dTnjlFZn8GzIEnFlOshZkEX1jdNmmdCdOyGDA9derwYBzYMAAcDo1J7ODAP2NRjbb7WVUAACGq7sAYJ++4bzPV+8XB7sLCpiRkcH98fHYPk4lqFUQluE1Xg5R7xg7VnbQ/b//k4oLgHdat8ak0zHlhReIzfgYT5GHlM/Pf+XpjxBww6xkaFXAex1aEagp+9Er2F1AwbYCosYZpObpuutkX3iVKmHMGPk4f77sknt5eDgLsrLKFJ+aB5nBo5Cn7VpvpEXvvCtQRqfQPcRA/GYnjtRykqLvvpO6YzULRefOsoTn7bdlgbI/CePG8fHs2Xx/SQD2FlpOfHTivM7x8IED7Cks5Ms27Xn/+YBTWsp4XB5Sv04lYmSEtJwUQkqKBg6UznIq582QIdKlptg7x/PVHRSUmzgYB0aSp+2EmL+gFkZZNXx7XNrgXtckgrzl2YR0CCGoSVDZnWbOlHUsjfDa79lTfr+/8Ubp56EMN9yA0qIFH7/wAqlXhaEIWPv+4Uod+4e0NB45cIArIyN50e+a/e47mQR86ik550/9OhXhFMTcGlP2ADNmyOtelRSdE/37y8fyzdCcQpzS2DTk6ktQcGBfef7W5PV+cfDSsWMEazTclRVO3to84u+NR9Goq9GzoShykmC3ywUCgDUggHdbt2ZjUBDvPzIOU9Aekt9LqhIf5K+WFHEg8TAd8yK4qWnkKa+n/5AOClh1v8vJ3KRJF3xOlVJatoQOHcpKi46WlPC3X3csU18Tik7B1ny8lBZ56nYn1bQ0mL41D9G8kLsTYkn/MR1NqIaI0V5JkccD774rmx727Fm7g60jPPus1Ka//HK5FzQarh07lkdmzuDrUW7y1udh/8te0SFOy7tJSXyaksK/mjQh+WcLR46cmjXIWZaDI8VBzD+8E4ZNm2TTk0Y4gatqhgyRE8H13l6GJ+sOymmSjb2NON1Gin/ZWbY7Xj1BCMH0Y5mwzcy9V2mw/Wo7NWsgBHzwgbTF7dGjdgZayzzxhLxHfvNNBS/q9fDgg4T9+ivfRrvZ3VtL9tQ0Zqekn/Z4QgjeOn6cG3fvZoDJxLSLLkLjvbjdbnlP6dJFtpIRQnDi4xMY+xkJ6xRW9kDffivlRA24IV11YLVCkyaFZRYHfX3N0MoXJQfpCYuwYT+gnPf3eKUWB4rkJkVR/s/7vKmiKL3O64xVyP7CQr5LS+Oe+HiKPk1HE6I5dZWqclo6dJA+xJ98UqoiuS4qimutVp4ZPRp71G+UHHeQNS/rzAc6C06n4IFD+1EUmDO4jbQu9EMIQfr36ZgHmQmc/5Xs5KJO5qqcsWOlo0lOjmyCBbAwu9SyVhuqxdDLgE3TDZKSYO3a2hpqpfjgA3CNOEGoouWa8Egyfsogckwk2hCvK8ny5XLi+eCDavray8UXwy23yGLFU9xMxo3jtfXrIX4HxYGw9s3KW+FNS03lQW808dkmLXjxRXkJl3eOTZmagt6qL13AffON6kpWRQwcKBUjPkvTfkZjxXUHfbx1B45W0j62nrE9v4C0oEKaHraSkJ6DcAgirijX32DNGtka/qGHGu21P3iwdLl55RWZQDmFyZMhPJzwl15i6COtsWbA/77cxZQ9ezhcVHRyN48QrLHZGLl9O48cPMi4yEgWde5MqJ/706xZ8lbryxrYVtoo2l9E3N1xZc+5e7cMCKjBgPOiU6dc1q4tne9bAwJoGxx8alEyYOgaQr6zOeLP8/MOqmzm4EOgL+DLA9mBD87rjFXIS8eOEaDR8FBINGnfphF9YzT68MatKz5XnnsOoqLg1lvlDURRFD5t147mwcHc9M516LXpJP2vcunG03HL3GTyO2Rzq7slrQ1Bp7yeuzaXov1FRI/UytmrWphYLYwdKyM8ixdDfGAg3cPCKq47OByIK9gi88R1lIICeO8rJ5rLMrg5NhrHL3m4slxE3egnKXr7bYiJUSee5Xj+eTmJ/Oc/y72g0aB9/XW+fP4xdgx0Imbm8OnusxetfnbiBJP37OEys5nvLrqI6V9rOHxYZiT9L2NHmoOsn7OIvikaTYBG3nC+/15WSptMpz2+SuUwmWSQ3Fd3EKbTVVh3ENopFE2QBru+Cyyof9KiN/9KBzc82M1K1oIstCYtpv7lPj9vvw0REXDDDbUyxrqAosjM3eHD8PnnFexgNMrAyc8/07J1BvoYPQ8tD+Lr1FRabtjAZGDYtm20XL+eQX/9xR95ebzbujU/dehAiN/CQAh46SUZ05swQW478fEJdBYd1onlehtMnSrrPxrx+3IhdOpkIydH1g/66GcysS4v75T+NIYr2uImlKJv15zXuSq7OOgthLgXKAYQQuQAtSoIP1xUxLTUVO6MjcXzXQ6eIg/x96qFyOdKeLjMHGzfXto52ajT8WOHDqSZDSy4wkXu+kLsW89NYuDj9zQ735sPEr4ngs9HVvz+pH6RijZMizVrtryjqYWJ1UKvXnIh6C8tWpebS5aztOjcfKkZ4RLkXXIrzJ4tO6fVQaZOBdslaXh0Hu6MjSX923R0EbrSeqMNG6SF6f33q7Ur5UhIgKeflm/vokXlXrzsMgwDBzJp67MEF8OK9w4xYedODhQWnnKc/YWF3LhrF3fs28cwi4W5HTtiy9Dy2GNSH3vFFWX3P/HJCYRTEHeXN5q4ZIksflAlhFXG4MHyo+9TCw0ym9lYru5Ao9dg6Gkgz9BbLg7qkTOZEII5tnS0f4Vz21V6shdmYxlhKWtheuiQNCG46y4IbtyuhSNHykLW//4X8vMr2OH++yE0FM3rLxM7JZaoNcXsj+nKyy1aEAPkulx0MxiY1r49Kf36cX9CwkkpkY/582WS5sknZSuJkhMlZM7NJGZyDNogv94SDgd8/bWMUkWXszZVqRSdOskMQZm6A6ORDKeTA37ZHoCwQdLO377owHmdq7KLA6eiKFpAACiKYgVqVZD88rFjaBWFR+ObkPxhMqYBJsK6hJ39F1VOYexY+f380kulSpIeBgNfXnQR70+Jw6l3k/TcznM+bprDwZhNf4NNz/RO7dBUUAvisrtIn5FO1NUR6L78UAoWmzW70D9JpQI0GjlhW7xY3qdHR0TgAZb4SYuM/Yyy7iDyMkhPl5mcOobLBW+8KQi+5gSXGAx0JJjMeZlEXRtVOkl4+mlp4XL//bU72DrKo4/CRRdJWeEpk4aXXiI6cx2mplncNkfL8rQs2m3cyKCtW/nngQM8dvAgw7Zto+3GjczMyODZ5s35uWNHQrU67rkHCgvhiy/KZg08Dg8nPjqBZaSFkLZ+vQ2iohqVzWR1M2SIdI3x3ccvPU3dgaG3AXteNJ6UTNiypRZGen6sSrFjNxQzwBWFciAfR6qjVKLm47335Cz1nntqZ5B1CEWBV1+VtQdvv13BDhaL/H+aMYO44Q4UnYLrgwweb9aMl4ENPXowp2NHboqJKZMt8OFyweOPQ9u2pfXFSW8lITyC+LvLBQPnz5cW5bfdVtV/ZqMhLq6YmJiyi4PTNUML7RCKovVgP6gtdZ05Byq7OHgXmANEKYryIvA78NI5n62KOFZczFepqdwWG0vwqgKKDxWr9qUXyLvvyjn59dfL5oUAN0RH81jraBaN1HJiQRElqZW3Ost2Oum3dhs2jYNxf3VgVP+Ko7fpP6bjKfQQ02ynnIzed19V/Dkqp2HsWGln+dtv0NNgIEqvLyMt0oXpMPQ0YDsRBSEh0vGjjjFrFhwNy6UoupA74+LInJOJp8hD9I3eaNTKlbL75hNPgMFQu4OtowQEwKefSneRxx8v92L37jBpEs1S3iQg1c2fh1rydLNm5LrdfHjiBG8lJXGsuJhnmzfnWJ8+PNO8OTqNhp9+kp1Zn3tOSgz8yZiZgSPVQcKDCXJDerqM7t54Y6OzmaxOEhPlf6dPWtTfaEQLFdYdCJdCPq3rlbTohXXp4FB49vJIshZkgULZ/gbp6fKDfd11EBd3+gM1Ivr2hXHj4LXXTjNHfOQR0OsJ+up1om+KJuXzFBzpFRUpnMrnn8sygtdekzXOzmwnyR8lE3VdFMGtgk/dOSFBDQZcAIoiM0G//Va6rX1ICGadjrXlAgAavYawdjryaQPLlp3zuSrbBO1b4N/Ay0AKMF4IUWuzhle9zVsea9qU5PeTCYgNIPLKUx1wVCqPySQNalJTZZ2Sr+DlqfbtCb0sB61bw/uP/E5+JWQmySUlXLZlO4dchcR/3JFvnzy9njj1i1RCLgrBuPgtGX7w75akUuVcfjkEBckgjkZRGB0RwZLsbFx+jgbmQWbsmwtwj7xSzsTLWSHWJkLILyLjjSkYtFqui4oi7ds0gloEYexrlGHTBx6A5s3h7rtre7h1msREKTn+4IMK5EUvvki4diuh5kzy3krh2WbN2dqzJ0UDB+K49FL29O7NM82bExMYCEh10H33Sc17+VoGIQRJ7yYR3C64tBnSl1/K9+r226v/D21EhIZC796lRclhOh2XGI2nL0puPrLeLA7cHsFv2nTM+y1c2kNP1oIsjH2NBET6BZ5efVVaNj39dO0NtA7y0ktSavbf/1bwYkyMvA6/+YYmN2rxlHhIfu/sFpjp6fK/eeBAGXQCSH4/GU+Bh6aPNy2789GjsHQp/OMfMqujct4kJsr+hb4ehhpFoa/RWHFR8oBo7Eo7xMLyN/izU1m3oj5AshDiAyHE+0CSoii9z/lsVcDBoiI+S0lhckwMEUfcZC/JJu7uuFPbpqucM5dcAq+/LgN6TzwhtymKwvP3jCGrTSrtftYyeOVGNlTYdlFOAhZlZdF10yZ25haiea4D8/7PQmhoxefL+zOPvPV5xI5woWxYL/u+a9T3sToJDYXLLpPvsRCy7sDmcrHW7z01DzIjnILc9lfJNPCG82+kUtWsWgVb9jsp7JXOTdHR6DJc5KzIIeqGKOmC9c478PffMhXWyPXGleHll6FrVxnAP3jQ74WEBJR//4umto8p3F1I5twzp6UffFBmHL/44tREQM4vOdg32kl4MEHaTHs8stDp0kultkmlShkyRBrC+OYKFfU7CEoIIiAugDxTH7nzifPra1GTfPpHLq5wBxMtUZSklmDfZC8rKTp+HD78UGpky6euGjkXXyxLMD74ADZvrmCHf/0LFIXQOe8QOT6S5PeT4Swutw8+KK3QP/pIRrRd+S6S3kkiYkzEqfalX34pHydPrpK/pzGTmCgf/c0E+5tM/F1YiM2vfhAgrKcBtwihaPG2c7Y0rexM7CPAX5la4N1W4/zn8GF0isIzzZuT/F4ySoBC3J1q+rCqeOABeRN57TWZnQVQdDqGPd+asAKFS74poM+WLQzbto1pqansADbb7UxNSaH3li2M3rGDAHsArtt68MLoyDNaTCe9lYTWoCU2+XMIC5OWSSrVztix0sHi779hWHg4gYrCXL98s7GfEbRgK24vozx1qJPq669D2FWpuDSCO+PiZH8MD1JStHevNPK/4orSrm8qZyQ4WBYmK4p0GilTd/yvf2GN2UNIUBqHnjiEx1nxl8tbb0nr8ieflD7n/gghOPzUYQKbBhL7D1kgx5Il8gN4553V80c1cgYPlvMAn/RgsNmMUwh+qyB7kJflleKdkjqqe7yzPR1KNDw/KoLsRVL7WsbC9NFH5eMzz9TC6Oo+L70kS3xuv70Cn4mmTeWi6vPPaXZnKC6bC344/bHmz5dKg6eflgsPgKPPH8WV7aLZ0+VqBt1u6SAxdKjM6KpcEJ07y+lS+aJkgD/KBW4NPaSsNj/HSpnWypWgsosDRfj5JAkhPECNC0WLge/T03k4IQFrkYbUr1OJuj6KgCjVjaSqUBRZzzVihKxTmjZNbjdc25OI9plc/20xb6bls6OggEl79vAA0HPzZqbs3Uuey8WknDacGNedMV1D+Pe/T3+e4qRiMmZmEHtNKLpZ38g7lvcDrlK9+Fxk5s+XsoOhFgtzMjJOWqHpDLLuIHdDsQxT1BHZwfbtsGSJIPjqFHoZDHQJCyP923TCuoUR2lwD11wjNVMf1Urcot7SooV0rd2xA6691q+jalgYmpeep2XxuxTtKyLli1O7pf/4o5QsT5hQ2kzRn6yfs7BvtNP8meZoAr1fN2+9JfXgV11VfX9UI6ZvX9k6wld3MMBkIlBRWJ6TU2Y/Y28jxUkeHPEd6sw1fjoyczzsjc2gZVoEMSYdWQuyCGwSSGgnb1p65UrZefeJJ9QJ6GkwmWRCdetW+XgKjz8OTieGFR8SdUMUzICiw0Wn7JaVJRWbHTvCY4/JbQW7Ckh6M4mYf8Rg7FXue3z5cpnVUQuRqwSdDvr1K1t30MtbW1RhUXKAgp225xwAqOzi4JCiKA8oiqL3/jwIVL5DThWRCVh0Ov7dtCmpU1PxFHhKC9xUqgydTt5nBw6UwYQXX5QSlOZfX44bA+MnLyK5RQu29ezJ/4DZHTqwrWdP7vijF99MiGdIopYZM84sLTzxwQnpaOCcIaVEjzxSY39fYycuTjao+vln+fzKyEiOlpTwl59tjflSM3kb8nAPHSNn5ceP19JoS/nf/yCofw4ZIYXcEx9P4d5C7JvsRN8QJV2Jtm+XDjgJ6j3hXBkxQioyFiyQmaWTjXMnTSKiSyGmwL0ceeYIrvzSkOOsWbIlSWIiTJ9+6vUu3ILDTx8muG0w0ZO8EeqdO2Wx+H33qRaz1URQkJw8+OoOgrVaEk0mlpVfHPjqDrpcJydwxZU3nKhpnp1rA7OTu9tF4S52k7M8h4jREVJKWFgoJaktWkh5jMppmThRBoeefLICtWjr1tKR5KOPaPlYOOhg7217y/jnO52ybUxmJnz1lbyEhRDsu2cfWoOWlq+0PPWkn38unePGjavWv60xkZgob6W+SzpUq6VrWNgpdQeaAA1hncOwG3rA6tXndI7KLg7uAvoByUAS0Bu445zOVAUUAk83a4ZR0ZL8nrQvNXRT3UiqA4NBZv9vukmmDq+/HmyxZqzDAzleNBbnrf+kc2goPYABipWXbw/jnw8rTJggVShBp/Y6O4nT5uTExyeIHGkgeOa78iTqhK5GGTtWfjmkpcGYiAg0wBw/aZGv7iAv9jK5oZZlB8ePy35ZsfclE6XXnyxERoGoY19JsfuTT57aklel0tx1l5QG//KLdMT4809Aq0V58w1albyDM93J0eeO4nDIAO3EiXKROX9+xeUdyR8lU7CzgBYvtECj837VvPOO3PmOGv/6aFQMGQJ//SWjvADDLBZ2FhSQUlJych9DDwNowW7sLSfYddC2GGRg6ruUdDTFWu7racG20oY7303EOK+k6J//hD17ZB2LWmd0RhRFXuPx8VJ5ebh8f9MnnoCCAoJ++gjukp2Oj79RGhh66CG56PzsM05KhpPeTiJ3TS4tX25JgLXcgj89HebNk23Z1WBAlZGYKK+LP/4o3dbPZGJDXh7OcrUFYT3CyHc0Q2z885z6FlXWrShdCHGdECJKCBEthLhBCJFe6bNUETrgnvh4MudnUnykWM0aVDMBATIQ+/zz0qKwZUt4V98VjyaAI8vi+OOur3nppfa0bAk//ST3mzHjzAsDgOOvH8dlc9EsdoWMVp1Jf6RSLYwdK28uCxfKFuwDTKYyiwNTf5OsOzhslBG5WpYdvP02eGILORKTxZ1xcQSgkPZtGuZWuQS+94yUpfm6+KmcN7feKq/1lBTpejNpEnyfNgRlZCdiNIs49sZxRjbP45VX5H/5ihVgNp96nKIjRRx+8jDhw8JLu6RmZEid4qRJsnutSrUxZIh89AULh4ZLl6gVftkDbaiWsE5h5KVZZNpnzfl1Uq1ufvvDQ06nTHo7IgnSasmcm4nWoCV8cLgsmPn4Y5kxUJ3uKkVkpIz1uFwyllImodShg9QIvvsu2kH5WK+2cujxQ2T+nMnbb8vs4r/+JTOGABlzMzj46EEiJ0QSe3vsqSf7+mt5oilTauJPazT07i0VHv51BwNMJgo8HraUa1xj6G7AVRJAcZFZakcrSWXdioIURblXUZQPFUWZ6vup9FmqiGggUKMh+d1kApsGlkYOVKoNRZGZg337pHLjh1+D+cnThBRG0eLTN0n+o4AJE2SU6umnz+5SVpJaQtLbSURdZcbw0ytw5ZXQvn2N/C0qpXTuLGvQTkqLrFZ2FhSw31uRqjPqMHQ3YFuTK/PQv/wCRafqT2sCm00Wx7f51wm0isLdcXHk/pZL8aFiYg58KD3NfZYZKhfM2LGytvuhh+Tc64YboM3id4j0fAvCxn1Zf7PkBweffipbYZTHXexm13W7QIG2H7eV0g+Qkd2SEul6oFKtXHKJdCbzSYu6hIVh1etPkRYZehvI21yI6HFJnV0cPLcoGwwuHu0RhfAIMn/OxDLKgiY9WerYe/ZUAwPnSLt2Mghw8KCUFJZRjf7nP5CbS5OZM2j3RTsMPQxsn/A3vz2cxFVXCl5+GTwuD8ffPs6ua3Zh7GWk/dftpROZPz5XssRE1ZWsigkJkZkb/7qDgd4ozZpyxgO+omQ7bcumGs5CZWVF04AYYDiwBkgA7JU+SxURCuRvz8e2ykb8vfGlqWqVaqdZM3jzTWlX+ODm5mDQkazcy6+tr+OrqR46dKjccY6+cBThEDS3LpCzPtWPulZQFNmMesUK2S35ykjZJ2RmRsbJfcyDvHUHl4+WCwPfTKOG+eQTyHe7SO6UwjVWK7GBgaT+Zy1aCrCODJXpLdU7u0oxGuX1brNJ68OXp8Zw9M5n6cFjRIgiIt/YgSvv1BS1x+Fh9/W7sW+w035qe4JbeGUeBQXS6WD48FJ7E5VqQ6+X0jBfUbJGUbg8PJzl2dllNOTGPkbceW4KO4yEjRvL2VXVPjk5sFqTTmCJjjGx4eRtyMOZ5iRyjEXKUZ1OqTdUJSvnzKWXykz/rl3Sznj+fO8LXbvCNdfQZOZMMg5l89+wzmxwh3M/B/jnlg38PXY7G9ts5ODDB7GMsNBpcSd0YRX40yxdKlcf995bg39V4yExUV6yvlKh6IAA2oeEnLI4CO0YiqJXsId0g/XrK338ys6uWwsh/gMUCCG+BkYDnSp9liok6d0kNMEaYm+rIIWlUu1otdCmu56LP2uPXbQj/682lXaHyd+WT8onKcTeYCTk65dkIUO3btU8YpXTMXq0nLMtXw5Ng4LobzTyfXqpWtA8yIxwCPICu8owZC1YmpaUSElRuwdTycfNAwkJuOavIP03DdbYvWhnfydnQirVgk4nGyZPngw9PpyCcUA0Fwe8gn2LnS19tpC3sdQdo3BvIduGbSNzbiat322N9Spr6YE++qi0a5JKjTB4sOxem5oqnw8NDyfN6WTHyWpzv6JkY2850a5DPU0Apn7nxtMni1FhVvQaDZlzM1H0ChFrXpM1Eh9+KAtpVc6L8eNhyxZo0kRmDLt1g6eegjeMz0GxgxndX2H5H3rCP+xEh1kdCO0YgiPVQUiHEDrM6UDHeR3Rm09z/33/fYiOljIllSonMVEG9vz7VlxqMvF7bi5uvwCAJlBDaKdQ7KFdqyVz4OusYFMUpSNgAppX+ixVhRvSv00nelI0eos6IahNrNdYsU6M5IjyD/L/+YG8w5wBj8PD3tv2orPoaFH8odQhqqngWmXoUBkhnjtXPr8+OpqdBQXs9GoWTYkm0IBtXaFsrbxggSxUqEG+/RZS0wQFw5LpbTDQOzeXjBs+wUMwsV9ff/YCF5WqQ6OBTz8l0rmGLr1n4sx2sqX3Fja03cCGthvY2H4j+ZvzaT+tPQn3+9WD2e2yc+2wYaUdfFSqHV/dgS/h56s78Lc0DWkbgtakJS83TqYT65C0SAh4e1MGhLh5qIN0u8qcm4m5hQ3dZ2/LQmSf+F3lvGnTRgaUP/hAxlleeQUe/6o9c003cI/yIbuXJ3HX3QrWCVY6L+hMz8096bygM9bx1lLJYHn274fFi2UvEzWrUy307y8f/aVFl5rN5LndZZwHQUqL8vPjEAcOyNqvSlDZxcGniqKEA08DPwO7gFcr+btVRy54ij0kPKAWItc2iqLQ5sO2CJOGna5ncYy+sbSfdwUcfPQg9k122t5qQz/jc+mp3LIC2zOVGiMgAEaOlGYSLhdcbbWihZPZg5N1B6ttMs1w7JjsnFZDeDzSvrT5TZkkKUU8HBsLV19NatEggptrMV4eU2NjUfHSvj289hrh6z6k933raf12a0I7hBLaKZSWr7ak98HexNxU7n155hnpffj887Uz5kZKt27S294nLUoICuKikBCWZWef3EfRKBh7G8nbWizlJHVocbB+PSRdnEakM4hEk4mCPQUU7Ssict9U2dPktddqe4gNhqAg2ddo40YZjS4ogLiPR6PXeGj26VPnfsAXX5TNNu6+u+oHqwKA1Spvx/5FyWeqO3AV6SgmttLSojMuDrz9DAB2CyFyhBC/CiFael2LPqnsH1Fl2CD88nBCLw6t8VOrnEqANQBe0uDQRbEt/TFKEsfCobLtL4QQHHn+CMnvJZMwxYR16q3yW0uVF9QJrr5aBhLWrIGogAAuCw/nh/T0k7pk06UmWXcwZIT8haVLa2xsS5bA7t0C7U3HaBkUxFXvvUfhhuPkujsQc0fT00etVKqXBx6AiRPRPfsYCV0P0nFORzrO6kjTfzc9tSHl5s3SvvSuu6BXr9oZbyNFq5W6cv9SoaHh4fyam0ux231ym7G3kYIdBbh6XSr9a/1eq03eml4MPXK4vWk0GkUh8/1tAER2L5YuOBq15rA60Gpl4KgkJkZmZ775Btatq/wBDh6UjU/uugti1ABOdZKYCGvXykAaQHxgIK2Cgk5ZHIT1CAPArrmoahYHwGTv43uVH2414oL4B+NrexQq/lwEnRZ2oSigOZuT/o+MHg8iVvwCgCPNwe6bd3Pk/44QPSaQVmuuk7rW775TU411hFGjZDnBjz/K59dHRXGouJiNduk3YB5kRpQI8o6FSW1vDUYWP/gALINzORhg51GXC91rr5HW9XHQQPTN0TU2DpVyKIrsK9GqlWxs9OefFe934IDsghwTAy+/XLNjVAGktOjgwdKk7nCLhWKPhzV+zZKMfYzgAbulrwwZ795dS6MtxWaDOflpoIEpTWPg+HEyP/0bQ8AhAhd9o8oJa4qnnpJNEe6/v/KLxhdekPok1aK82klMlNfKrl2l2y41m/ktNxePnwQ4rFOYLEq29q+yxcFuRVGOAO0VRdnu97NDUZTt5/qH+FAU5WpFUf5WFMWjKErPSv+iHiJGqfaldY3wy8LpvqEnupZW/rb9kz+G2vjTOJN1cWtJ/z6N5h030X7hQBR7rjRYVq1L6wzBwbIQbfZsuW670molUFH4Pi0NAPMAM2ghZ0WODEP+9luNRBb37ZOSVcu9x7Dq9dx6zz2IuARSM7sTPjScoAR1clCrGI2ykj0iQs5Ap00rW4/y66+yxbrdLnVrFTVDUKl2Bg+Wjz5p0SCzmSCNhoW+7miAoZfX6tDRSm7YuLEmh1gh06YLXEPS6Ko10crtpmTEjdidbYi8q6MsclWpGcLCpLZzy5bKGY9s3iyzOvfeC7GqaUx1M2CAfCxfd5DjcpUxHtAEagjtGEq+7mL5XlaidvCMiwMhxPVAH2A/MMbv5wrv4/myE5gAnFtLxkhO9dJVqROEdQ6j557+XPRFS8I7uwgqOUJTz7f08txM82PPozx4P2zfDv361fZQVcpx7bWyk+qqVWDS6RgVEcGPGRm4hUBn0mHqayJ7abZcHNhs59RI5Xx55x3Qts3nQEQ2D6SkELxjBzm3f0RJkpPYyeqXTp2gaVO5COjaVTY269BBdkIdMEB+VgID5es9Kx//UalaOnaEqCi5jgMI0Wq5zGxmYVbWSelgQGQAwa2DyTsQIIsU6sDi4P0VdmhWyL2tomHKFLJ2y2LqyDsq6ZmtUnVce61shvCvf8HOnaffr7hY9p2wWmWvBJVqp0ULuQbzrzu49Ax1B/YcK8Jmg6Sksx67MqK9DGCHEOJo+Z/K/gHlEULsFkLsPedfNJzvGVVqAo1OQ/Q/mnLRtmvpVPRPWh58kpC9K+XM88035beUSp1j+HAZCPaXFqU6HKz23lzCh4eTvyUfR0ev00w1S4uys+Grr6DZv44TqtFwz9NPQ9++pO5pjs6sU5sf1iXi4+Wq8uuvpXxo5UrZE+PVV2XxemUboKhUCxqNNIlatqxUlzw6IoJDxcXs9etpYOhtIG+DHdHzklpfHGzbBvuap6L3aLh67lyYMYPMNpMJbh1MyMUVdN1TqV4URd6QjUaYOFF+n5dHCCk9+usvKTk0mWp6lI0SRZHSIv/FQbOgIJoFBlZYd+Aq1FJMTKUCfGddHAgh3ECkoiiqSFyl8mg00o2obVtplq5SZwkKktLxOXOkU8UVERGYdTqmpqQAYBluAQE5u0NkqKKaFweffgqF4YUcaZXGHenpWPbuxfnvF8iYnUHUDVFog9SGZ3UKnU5mDlaulK1WN22SeuOK2ier1DjDh0uzKJ/b9OgIubhe4DfJM/Yx4kh1UNJugJw41FI3dIDPvnbDkHTG6gIwPfIIzqFXknM4nMjxkaoJQW0RHQ0zZ8KRI7JQza8fDh4PPPYYfP45PPkkXHFFrQ2zMTJggKwp8jeLvNRs5tfc3DIND8t0Sj5TBshLZWdtR4G1iqL8DJwUMgkh3jzdLyiKsgLZVbk8Twkh5lXyvCiKcgdwB4DVamX16tWV/VWVGiA/P199T+oQ5/t+XHRRBNOmdeLNN7fTp082g4GZ6elcm56O0Q0YYffXu/G0a0fkL7+wduXKanELcToV3nijD5bH91EgBA8+9hg5XbuybYUGSgQnup3gxOoTVX7e6kS9Ruoejek9CQ3VA/35+OND3HSTnEG0BL49dIiePnc5b9ugvzOi6OFysWXqVPJqOOuTn5/P8uVrmHqgNYx1ceP77+LU61nf/h+I5YLjLY9zfPXxGh1TY6aiayTi6ae5+PnncV18MclXXonDbCZm2TLM27eTPG4c+y+7DBrJdVUbVPSeBAWFAT359NNdXH65XLTFApnA1DVraOXb0QFowRbQFc+KFew5m3ucEOKsP8AzFf1U5nfPctzVQM/K7t+2bVuhUrdYtWpVbQ9BxY/zfT9KSoQwm4W44Qb5fGtenmDVKvHu8eNCCCH+vu5v8Xv078LzxZdCgBA7dlTNgMsxfboQNM0XmpWrxKPz5gkBwrN0mdhw0QaxqfemajlndaNeI3WPxvaedO8uRGJi6fPHDx4UutWrhc3pFEII4Xa6xZrQNWLvpE3y+v7wwxof46pVq8SsWULw1haRsGCZcCuKEFOnim2jt4l1zdYJj8dT42NqzJz2GvnrL/lhkmIiIeLihPj0UyHU96faqeg9cTqFMBiEuPvu0m1JxcWCVavE60ePltn3z65/ir8ipgrRpYsQQghgkzjNfLtSoT8hxHMV/VTmd1VUVOo+AQFwww3Stchmg64GAz3Cwvg8JQUhBOHDw3GmOcmPuET+wjm0Ya8sQsjSFMN9RwnWavj3G2/ARReRG3wJhbsLibsjrsrPqaLSGBgxQl6yPgfTKyIicAlxsiGaRqfB1NdE7jaPdJbatq1Wxvne3ELomsu9P/+Epk8fnONuJGdZDlFXR6mSorpCly7SHic1VdoVHzsGt98uBfAqNY5OB337Su8HH/GBgVwUElKmGzrIugN7YTxi127Z+fQMVGpxoCjKKkVRVpb/Ofc/4+TxrlQUJQnoCyxUFKXmOiupqKhUyOTJ0nDCV5h8W2ws2wsK2GS3y7oDIGd3mLSvrKRX8rnw22+wJTuf/J7pPKDRYP31V3jgAVI+S0Fr1BJ1rVrQrqJyPowYIR2Ifa5FfYxGLDpdmboDU6KJgu0FuDr0qpXFQXZ2AGsMJ9C6PUyeORNef53Mn7MQToH1GmuNj0flLERHy14nWrUGrLYZPFj6P3gdyIGKGx7KTskBlDjDYf/+Mx6zsqLhR4F/eX/+A/wFbDqn0fshhJgjhEgQQgQKIaKFEMPP91gqKipVQ48e0vrwyy/l8+ujownTank3OZnA2EBCO4eSvSwH+vSplsXBW29BwJ1HMOi0PDp3LgQG4hxxDekz0om+KRptqPolpKJyPvTtKxMCixbJ51pFYYTFwuLs7JPNkkyJJhCQGzFQFiXXcKfkRSuiEMNSGb9xI9F9+0L//mTMyCCoeRCGnqpVoYrK6RgyRD76lyMMDQ+n2ONhbV7eyW1lipLP4lhUWVnRZr+ftUKIR4De5zR6FRWVOo2iyOzBhg2y46JJp+MfMTH8kJ7OiZISLMMt5P6ei6tbP7lDOau0C+HAAZh70IajTyaPxMdjmT4dRo8mbV4hokSokiIVlQtAp5OuRYsWlVqaXhERQYbTyXrv5MHQ2wBayHVfLDslHzxYY+MTAuZlB4DJxV0/zYT778eZ7SRneQ7Wa6yqpEhF5Qx07y6dZlf66XkuNZvRKQrLvdJBgNDOoSg6BTvtzupYVFlZkcXvJ1JRlOFU7ESkoqJSj7npJjmR8GUPHkhIwC0EHyQnYxluQTgFtkBvXKAK/dDfflfA/QeI1QXy6OHDkJaGuO56TnxyAkNvA2FdwqrsXCoqjZHRo6XswGdpOioiggBF4aeMDAB0YToM3Q3kpkbKHWpQWrRxI2T2yaJZRjZDcnNh2DAy52UiXIKoa1Q5oYrKmdDpZN9J/8WBQaejr9FYpu5AG6QlpEMI9pCuVbM4ADYjZUSbgT+AfwJTzmn0KioqdZ6oKDmJmDYNnE5oFRzMuMhIPj5xAn3fMLQGLVn7o2SaoYqKkm02+Ox4KrTJ5402LQldvBgCArCF9KdwdyHxd8dXyXlUVBozI0dK9+H58+Vzk07HcIuFnzIyykiL7H978GgCa3Rx8MbsfOiay92zZ6K56y7QaKSkqGUQYd3VwICKytkYMqS0PtzH0PBwtubnk+FwnNxm6GEg39UCsXvPGY9XWVlRCyFES+9jGyHEMCHE72f/TRUVlfrG5MkywrhkiXz+cEIC2S4XX2anYRllIXNJHuLijlVWd/DuVBeOmw/RVWvkuqgoWTWZmEjSZ5norXqs16rFiCoqF0pkpOymOmdO6baJVivHS0r4024H5OLAUyywN7u8xhYHRUUwV5tMgMPFbStWwOTJOLOc5KzIwXq1KilSUakMvroD/+zBMIsFAfzilz0w9DDgdIRQsj/3jMc74+JAUZRLFEWJ8Xs+SVGUeYqivKsoiuU8xq+iolLHGTVKZhB80qIBJhMDTSZePHoUw7gInOlOcluOkcUJPgHzeeJ0wuupRyDcyedd26Ckp8P27RR1H03Wz1nE3hGrdkRWUakiJkyQdYgHDsjnYyMi0CsKM70db039TQDkmgbU2OLg63kOnINSuXHlKiIuvRQiIsicq0qKVFTOhY4dwWotuzjoaTBg1unKSIuMvY0A5LnbnvF4Z8scfILsq4aiKAOBV4BvgFzg03MevYqKSp1Hr4ebb5byg7Q0UBSFF1u0IM3pZEbnYpQAhcySSyAnB/btu6BzvT7PTv6wZIa6YuhhMJy8syWn9AINqqRIRaUKGT9ePvqyB2a9nqHh4fyUkYEQgoDoAILbBJPraAvHj4NfMWN18b89KRAgePSHb+HKKwFIn5FOUKsgwrqpkiIVlcqg0UhL05UrZYE/SFeyIWYzy3NyfI2HCe0ciiYQ8rjozMc7y/m0Qgjf3eFa4FMhxCwhxH+A1hfyh6ioqNRd7rhDOhl+8IF8nmg2M8pi4aWcJMKGmMncHYGAC5IWFbrcPO/ejdau5/uB3ibvK1bgNkWTuhCsV1kJjA+84L9FRUVF0qyZtCyePbt029VWK0dLStjgdS0yJZrITTIjUKo9e7D/iIeDHZPptT+D9klJMHo0rM0tpQAAHNJJREFUjnQHOb+ojc9UVM6VIUMgOblsC4NhFgvHS0rYVVgIgEavIaxr6IUvDhRF0Xn/fRng3/hMV8H+KioqDYC2bWHMGPjwQ/DeU3ihRQtyXC5+7ScoPu6mIKzzBRUlT/r1MMXRhdyb356IQL0MdyxfTlqLO3DZXCQ8kFBFf42KioqPCRPkmj45WT6/0molSKNhureDkinRhCtPoZCmZ/VCv1CeWJIBkQ6eXvA9tm7dwGwm/Yd0cEP0TdHVem4VlYZGRXUHoy2yAmChX8NDY79w8ml3xmOdbXHwPbBGUZR5QBHwG4CiKK2R0iIVFZUGyiOPQFYWfP21fN7NYOCeuDhe6GADDWREXXPemYOfMzOZpUkidHkcr13jLV86cABxPImktP6EdQvD2M9YNX+IiorKSSZMkI9z58pHk07H+MhIvk9Px+HxYL7UDIAtpJ9su1pNuN2C+YFJmNK1jJ4/l8z+/QFIm5ZGWLcwQjuEVtu5VVQaIq1bQ0JC2cVBQlAQXcPCynRDN/Y24iHgjMc64+JACPEi0rb0KyBR+ERL8vfuP5/Bq6io1A8GDpTNkF95BXxOaC+3bElwTAC7L9GSmt0dseNv8DqdVJZ9hYXcsHM37A3juZhWBPqUQytWkEU/ClMCSXgkQZUUqKhUA+3byx9/16JJ0dFku1wsysoiqGUQgU0DyQlJPKsX+oXwzm82HC3s3L3vEBohyOrfn4I9Bdg32Ym+Wc0aqKicK4oiswerVpX1CrkiIoJ1ublkO52At+HhWTirlakQYr0QYo4QosBv2z4hxJbzGbyKikr9QFHg2Welb/LUqXKbUafjw7ZtmX2ZmxJbMLniYvjzz0ofM8vp5MqdO3EUKkS825G7p5Q6EYllyzka8A+CWgYRdZ3qUqKiUl1MmACrV8vMIEg/9Gi9nm/S0lAUhfDLwrHZWyF27i6tbqxiXk85ipIVwNPrfoJ27SixWkmblgYaiLpevf5VVM6HIUMgM7Psuv6KiAjcwFKvwUBQsyD0Yc4zHqeyTdBUVFQaIcOGQb9+8OKLUFwst42NjKTzNbEUBcHKZrdXuu7A5nQybNs29hcU4XyqA09OCSIkxPui203OsmzsjpY0fbwpGp16a1JRqS4mTJCGA76GaDqNhhujo1mQlUWW00n4ZeG4SgLJz4ssLU6oQlak2UiNtdH7UByhv62WMxoPpE1PwzLMQmCMakSgonI+DB4sH/2lRZcYDFj1+pPSIkVRMF5yZicw9RtYRUXltCgKPP88JCXBRx+Vbn+tc1sOXx5AQGZHfsw4e/lRakkJw7ZvZ2dBAS2+7EiTrHDuucdvh82bOVp4JYEWNzGTYk57HBUVlQune3do2rSsa9GtMTE4heDLlBTMQ8wA5NC9WuoOHtp8FHL0/C8sBfLz5YxmO5QcK1ElRSoqF0DTptCqFcybV7pNoyiMjohgcXY2Lq/eyHh53BmPoy4OVFRUzsiQITB8uFwk+HqpaBWF8fe2JaxA4RPDCF44cuTkTccfIQTfp6XRffNm/i4o4FF7B/ZNi+DZZyEoqHQ/22cbyaULTR6JQxOo3pZUVKoTRZEtBZYtk3NzgE5hYQw0mfjgxAl0MQGEtA2Ui4Mqrjv43Wbj75AcotY0oV/2Krlx0CBYDppQDZHjIqv0fCoqjY2LL5ayQd+1DbLhYY7LxWqbDQBj3zMbfqjfwioqKmfl1VfBZpPFyT5ih0YQGOngjq/y+M+RI3TetIn3kpLYkJfH6pwcPj9xgsStW7lh927iAgJYeXF3Zj4SSdu2MGlS2eMfnRWMXmcn9uEzd21UUVGpGiZMgJISWLy4dNv98fEcKS5mQVYW4cMiyVU649m+u8rOKYTgnu2HICOAf7eOR1m9Cjp1wh1qgTWyt4k2VO2IrqJyIdx8s3xct6502wiLhTCtlpkZGQAYe6mLAxUVlQukSxc5oX/nHTh6VG5TtApNbjMTk2Rm/toc9IrCAwcO0GfLFgZv28bt+/aRXFLCx23bsqFHD+a+Ecb+/bJ3gs6vS0r2/BRyclrRpH8S2hB1YqCiUhP07w9Wa1lp0fjISBICA3kvKQnzZWY8Ioi8DfmnP8g5Mjszkx2ePAK+a8GUq12wdi0MHkzGTxlQADGTVUmhisqFMnKk/I5dtap0W7BWyxUREczKyMDl8Zx1Ea4uDlRUVCrF88/LFu333FNqkxbzeFe05NPiy3y2XXIJB3r3Zl7HjvzSpQt7e/XiUJ8+3BkXx45tCq+/DpMnw2WXlR7T4/Jw8IHdBJFMwj9b1s4fpqLSCNFqYfx4WLhQZhBAFibfHRfHLzYbJ3oFoGg8ZB2ylvVFPE8cHg+P7T+EcjSESdHRmPdugKIiGDKEE5+egARO9lhQUVE5f8LCoG9fWLq07PZrrFayXC5WeaVFZ0JdHKioqFSKJk3gtddg0SJ48025TWcKIK7ZdjIOxlN0pIhWwcGMjYxkSHg4bUNC0CgKLhfcdhtERsL//lf2mCmfp1BwREMr7edohiTW/B+lotKIufJK2abkl19Kt90ZF0eYVsuLOUmY2xWT5exRmi68AN5OSuKgowjxcSvuv0cjRdGKQoG1F3lr8+AK1N4mKipVxIgRsHUreBufy23lpEVnQl0cqKioVJp774WrroLHH5eKAID4cR4UXBx56kCFv/Of/8DmzfDee+Dt5A5ASWoJh58+jCn0AJGJQKjaEVVFpSYZMgSMRpg1q3RbhF7PQwkJzMzIoGRoGIU0p2jFrgs6z7HiYp47coSQrREk6iLo3BkpiO7UiZSZBSh6BYZf2N+ioqJSyogR8tE/exCs1TImIoLZGRk4z5INVBcHKioqlUZR4LPPoEULGDUK1q+HoGHdaMJM0r7Lwva7rcz+778vi5jvvBOuvrp0uxCCvVP24ilw07bgBZShl9fsH6KiokJgIIwdK7sl+7qgAzySkIBRq+Wjy2Qjkqyfzx5pPBMPHziA2w2Fr7aRFsYeD/zxB+5eiaR+nUrkhEgwX9ApVFRU/OjaFWJipGzQn+uioshyuVjibYh2OtTFgYqKyjkRHi4brERFySZpGzV9aMZ0Ak0l7L93Px6Xh/x8WZtw//0wbpxcJPhz4pMTZC/KpuV1uYRyFIYOrZ0/RkWlkXP99dKieMmS0m3hej2PNGnCV8Z8lJAMsjbrz/v4P6SlMTszkxa/NyOaIK66Cti1C/LyyNQNwZXjIu72M3uuq6ionBsajcweLFsGLlfp9pEWC9F6PVNTU8/8+9U8PhUVlQZIkyZSMhwbC71HRXBM35So2OUUbC9g4U3H6dwZPv4YHnkEZswo606UtyGPg48cJHxYOPGan8Fkgh49au1vUVFpzAwdKl2Lpk8vu/3hhATiAwJYflkottRoXHZXxQc4A4eLirhz3z66BxrZ81wTbr8dAgI46bF4YnMsQa2CMA82X/gfoqKiUoaRI6UF+YYNpdv0Gg03x8Sc7JZ8OtTFgYqKynkRHy8XCAC/OvsQumcav2Al9MfDXFKUwZo18MYb3smAF/tfdraP3k5AbAAXfdMeZcVyKXzWqhamKiq1gV4P110HP/8sJxI+jDodn7Rrx4IhIQihI3tB5jkdt8Tj4Ybdu1GAS5ZehBYNd97pfXHdOvLDu5P7p4O42+NQNGohsopKVTN0qMwg+PcyAZgcE4NLiDP+rro4UFFROW9iYyEvD5pd25cY0rnoP0FoOxi5O/1vmv52FE+JLHryuDykfp3KX5f+hTZES5dlXQiwH4djx+Bytd5ARaU2ueUWaWdaPnswOiKCji3yybII9n12qNLH8wjBLbt3sz4vjw9btuOn94MZNw4SErw7rFtHkmEymmANsbfFVt0foqKicpLwcGlpWn5xcHFoKH2MahM0FRWVasRggEFP9gPghla/k7ihC9arrBx+6jDr4texddBW1jdZz55b9xDaMZRuv3cjuFUwLF8uD6DWG6io1Co9ekCvXrJBYfmA4ttx0WzsW0jxbyUkpZy9IZoQgkcOHODHjAxebdkS54oosrJkDRL8f3t3HmRVeSZg/HmhEVlkmi24sAkakB0UhSCWRtzQUkETjXGJS6kVUzFVk0RcEmMyJnFGjSbRSVyIMRONKGpcEvcFNYIsg0pE1EEjiwqUCDYYteGbP84hNFvTQPc9t6ufX1XXOfc737393nrrdvfb51uApUv57M1lfLCoH7ueuSstOm7/fAZJtRs7FmbNgo2nGJy9a+0bDlocSNpxAwdmSyM88gjN2zSn/6T+DHp8EB3HdiR9nqg8pJL+k/szdMpQdu6+c/acJ56A7t1hr72KjV0S3/wmzJ27fqjgOp369eOEV6+jojq4/Jcv8/Ynn2zxNT5du5Zz33iD6xct4jtdu/K9bt244Qbo2zcbPQjAiy+yiONJa5vR9cKuW3wtSTvumGOy40MPbdj+tS5dan2exYGkHRcBRxyRLY2wZg0AHcZ0YJ/b92HYC8Pod0c/Oo/vTDTPxxavWZMteTRmTPZcSYX66lezfUhuvHGjC23aMLz5fGj/MUMerWb4zJn88YMPWFPjFkNKiSeXL2f4zJnc8t57XNq9O9f27s2MGcH06Vnhse5jvubZqSzmWDqOraT1F1uX7g1KTdDAgdnS4/ffv2F7m63M87M4kFQ/jjwSPvwQpk/fet+ZM7PZj843kMpCq1Zw9tnZngeLFm14LQYOoGfFswycnRiysiWnzp1Ljxdf5JTXXuP0uXPp89JLjHn5ZT6qruahgQP5j169iAh+/Wto2zab07DO4vvW8jmVdJvQs6TvT2qKIrLlxJ94Aqq2PirwXywOJNWPLS2NsDkPP5z91Dr00IaPS1KdnHdedlPvd7/b6EL//nT58C5IcPOMztzdrx8HtGvH31as4OmPPqJ3q1bc2qcPb+y/P0d37AjAggVwxx3wjW9kuzADrPnoE959+wDad19K5YGVpXxrUpN1/PHZggM1d0veGosDSfWjY0cYPjz7F8XW3HsvjB6d7aQmqSz07p3V+NdfDytW1LgwYACt1iyk/Zda8N5NixnfoROTBwzgnZEjWTByJH8dNIizdtuNnWsMVbjmmuz43e+uf5nFP5rF57SnxzlOQpZKZdQo6NQJ7r677s+xOJBUf8aMyXZcqW2DlTfegDlzYPz40sUlqU5+/nNYtgyuvrpGY//+AOw+cimfLfqMZffVvufBsmVw881wyinQo0fWVl1Vzbu3rqY9M6g8a3gDRS9pYxUVcOKJ8OCDsGpV3Z5jcSCp/hx3XDYu4eGHt9zn3nuz47hxpYlJUp0NG5b9IfHLX8Ly5Xlj375QUUGnipdotXcr3v35u6RaNlG6+mpYvRq+//31bf+44h98XtWCPbs8nO2gKKlkTj45+0w++GDd+lscSKo/++4L3brBn/605T733psNP+revXRxSaqzyy7LNje84Ya8oWVLGDqUmPo3uk/oTtWsKj78y4ebfe7ixXDVVdkSivkNB6rmVLHgFwvYrfXTtDuk9vXVJdW/0aOzTUsnTapbf4sDSfWnWTM47bRs5tPGS54AvPVWtpqRdw2ksjV4MOy3H/zgBzWGIYwYATNm0OWUzuzce2fmT5hPWrPp3YMf/zg7XnBBdkxrE29+800q2jWj1+rr4EtfKsl7kLRes2ZwwgnwyCNQy1Yl6/s3fEiSmpQzz4S1a+Giiza9du210KLFhmsbSio76z6il12WNwwdCqtW0WzB2/T6WS9WzVnFohs2/AfAzJlw003w7W9nKxsDLLh2ASueW0HvryynBSstDqSCjB2bFQYTJ269r8WBpPq1117Qpw/cc8+GCysvXgy33Qanngq7715YeJK27lvfgpNOguuuyzdQGjw4uzB7Np1P7EyHozowf8J8quZkn/FPPsn2Sdh1V7jiiqzr8ieX8/bFb9NpfCd2bfEEtG4NgwYV8XakJu+ww7Ljuml/tbE4kFT/brstW1j5kktg3cTFCROguhouvbTQ0CTVze23Z7smjxsH73fsDzvtBDNmEBH0ubUPFf9WwatjX+WTd/7JmWfCK6/Ab38LlZWw/OnlzBk3h9Z9W9N3Yl/ihedh5MjszqGkkquoyO4EPvUUzJ5de1+LA0n1b8QIuPBC+NWv4Kc/hYsvhj/8IVv0vHfvoqOTVAc77QS33pqd79azJWnoUJg6FYCWu7Vk4F8GUr2ymmcHzGLZXR/wn5dXc/iwT5l/yXxeOfwVWnZrycC/DqQiVmeVw6hRBb4bSeefnx3vvLP2fhUNH4qkJunaa2Hp0hqDltnwXFLZO/749efXTxvBt1vdTLPqaqiooM3gXXhq3DC63fYalzEXfgQv/ijr2+X0Lux1/V60qGwBj03J5iEdeGAB70DSOnvsAUccAZMn197P4kBSw2jWLBte1Ls3/OQn2c5IrVsXHZWkbbRiRfZHxbSqA2j2yfX8cPwc7po3hJUr4f3323DO2ftx/EnLqZpVRbQMOhzRgTb7tFn/As8/n/08GDGiuDchCcj2Hz3vvNr7WBxIajgtWmRrG65b31BSo9OuHXz8MSx6fgSMhiUPTuUNhnDSSdmGaePHB82adaDDYR02/wJTpmSrHe2yS2kDl7SJo4/eeh/nHEiSpK3aY1RP+MIXuPH0qaSU7XV44onZTYEt+vRTmDYNDjqoVGFKqkVdNii3OJAkSVsXAQccQLOXptX9OTNmwD//aXEglZEbb6z9usWBJEmqmxEj4PXXYfnyuvWfMiU7OhlZKhvnnFP7dYsDSZJUNwcckB2nT69b/+eeg379oFOnhotJ0jbZ2nYjFgeSJKluhg/Phhfl+x3U6vPP4YUXYPToho9LUr0ppDiIiP+KiNcj4pWIuC8iKouIQ5IkbYN27WDAgPXDhWozbRqsXAmHHdbwcUmqN0XdOXgcGJBSGgS8AVxcUBySJGlbHHVUVhysXFl7v0cegebN4dBDSxOXpHpRSHGQUnospVSdP5wKdC0iDkmStI2OOSYbMvToo7X3e/TRbAJzZWVJwpJUP8phzsFZwF+LDkKSJNXByJHQoQM89NCW+yxenC1jOnZs6eKSVC8ipdQwLxzxBLDrZi5dmlL6c97nUmA/YHzaQiARcS5wLkDnzp33nTRpUoPEq+1TVVVF27Ztiw5DOfNRfsxJ+TEnO26fK6+k/fTp/G3y5Gzo0EZ2f+ABvviLX/DSxIms3nPPrb6eOSkv5qP81HdODjnkkJkppf02d63BioOtiYgzgPOBQ1NKq+vynD59+qR58+Y1bGDaJs888wwHH3xw0WEoZz7KjzkpP+akHtx1F5x8Mjz/PIwaten1ww+H+fPhzTez1Y22wpyUF/NRfuo7JxGxxeKgqNWKjgQuAo6ta2EgSZLKxBFHQEUFPPDAptfefx+efBJOOqlOhYGk8lLUnINfA7sAj0fE7Ij4TUFxSJKkbVVZCWPGwB13wJo1G1677jpYuxa+/vUiIpO0g4parWivlFK3lNKQ/Ov8IuKQJEnb6eyzYeFCuOee9W0pwVVXZef9+hUTl6QdUg6rFUmSpMZm3Djo0SObe7BiRdZ2yy3Z8ZpriotL0g6pKDoASZLUCDVvDj/8YXYHoeZeBt27w4UXFhaWpB3jnQNJkrR9zjpr07Z1OyNLapQsDiRJ0vZbuxYmT4a2bWHJEthnn6IjkrQDLA4kSdL2i4Dx4+Hjj6Fz56KjkbSDLA4kSZIkARYHkiRJknIWB5IkSZIAiwNJkiRJOYsDSZIkSYDFgSRJkqScxYEkSZIkwOJAkiRJUs7iQJIkSRJgcSBJkiQpZ3EgSZIkCbA4kCRJkpSzOJAkSZIEWBxIkiRJylkcSJIkSQIsDiRJkiTlLA4kSZIkARAppaJjqLOI+BiYV3Qc2kAnYFnRQehfzEf5MSflx5yUH3NSXsxH+anvnPRIKXXe3IWKevwmpTAvpbRf0UFovYiYYU7Kh/koP+ak/JiT8mNOyov5KD+lzInDiiRJkiQBFgeSJEmSco2tOLip6AC0CXNSXsxH+TEn5ceclB9zUl7MR/kpWU4a1YRkSZIkSQ2nsd05kCRJktRAGkVxEBFHRsS8iHgrIiYUHU9TFBETI2JJRMyp0dYhIh6PiDfzY/siY2xqIqJbRDwdEXMj4u8RcWHebl4KEhE7R8RLEfFynpMr8nZzUqCIaB4R/xsRD+WPzUeBIuKdiHg1ImZHxIy8zZwUKCIqI+KeiHg9/50y0pwUJyL65J+PdV8rI+I7pcpJ2RcHEdEcuAE4CugHfC0i+hUbVZN0G3DkRm0TgCdTSnsDT+aPVTrVwL+nlPYBRgAX5J8N81KcT4Evp5QGA0OAIyNiBOakaBcCc2s8Nh/FOySlNKTG0ozmpFjXA4+klPoCg8k+L+akICmlefnnYwiwL7AauI8S5aTsiwNgf+CtlNL8lNJnwJ+A4wqOqclJKU0BPtyo+Tjg9/n574HjSxlTU5dSei+lNCs//5jsh/kemJfCpExV/rBF/pUwJ4WJiK7A0cAtNZrNR/kxJwWJiHbAQcCtACmlz1JKH2FOysWhwP+llP5BiXLSGIqDPYAFNR4vzNtUvC4ppfcg+0MV+ELB8TRZEdETGApMw7wUKh/CMhtYAjyeUjInxboO+D6wtkab+ShWAh6LiJkRcW7eZk6K0wtYCvwuH353S0S0wZyUi5OBO/PzkuSkMRQHsZk2l1iSchHRFpgMfCeltLLoeJq6lNKa/FZwV2D/iBhQcEhNVkQcAyxJKc0sOhZtYFRKaRjZcOELIuKgogNq4iqAYcB/p5SGAqtwCFFZiIidgGOBu0v5fRtDcbAQ6FbjcVdgcUGxaEMfRMRuAPlxScHxNDkR0YKsMPhjSunevNm8lIH8tvwzZHN1zEkxRgHHRsQ7ZENSvxwR/4P5KFRKaXF+XEI2jnp/zEmRFgIL87ucAPeQFQvmpHhHAbNSSh/kj0uSk8ZQHEwH9o6IPfMK6mTggYJjUuYB4Iz8/AzgzwXG0uRERJCNEZ2bUrq2xiXzUpCI6BwRlfl5K2AM8DrmpBAppYtTSl1TSj3Jfnc8lVI6FfNRmIhoExG7rDsHDgfmYE4Kk1J6H1gQEX3ypkOB1zAn5eBrrB9SBCXKSaPYBC0ixpKNG20OTEwpXVlsRE1PRNwJHAx0Aj4ALgfuByYB3YF3ga+klDaetKwGEhEHAs8Br7J+PPUlZPMOzEsBImIQ2SSx5mT/fJmUUvpxRHTEnBQqIg4GvptSOsZ8FCciepHdLYBsOMsdKaUrzUmxImII2aT9nYD5wJnkP8MwJ4WIiNZkc257pZRW5G0l+Zw0iuJAkiRJUsNrDMOKJEmSJJWAxYEkSZIkwOJAkiRJUs7iQJIkSRJgcSBJkiQpZ3EgSdqsiOgZEXOKjkOSVDoWB5KkkomIiqJjkCRtmcWBJKk2zSPi5oj4e0Q8FhGtImJIREyNiFci4r6IaA8QEc9ExH75eaeIeCc//0ZE3B0RDwKPRcRuETElImZHxJyIGF3c25Mk1WRxIEmqzd7ADSml/sBHwAnA7cBFKaVBZDt0X16H1xkJnJFS+jJwCvBoSmkIMBiYXf9hS5K2h7d3JUm1eTulNDs/nwn0BipTSs/mbb8H7q7D6zyeUvowP58OTIyIFsD9NV5fklQw7xxIkmrzaY3zNUBlLX2rWf97ZeeNrq1ad5JSmgIcBCwC/hARp+94mJKk+mBxIEnaFiuA5TXmCZwGrLuL8A6wb35+4pZeICJ6AEtSSjcDtwLDGiZUSdK2cliRJGlbnQH8JiJaA/OBM/P2q4FJEXEa8FQtzz8Y+F5EfA5UAd45kKQyESmlomOQJEmSVAYcViRJkiQJsDiQJEmSlLM4kCRJkgRYHEiSJEnKWRxIkiRJAiwOJEmSJOUsDiRJkiQBFgeSJEmScv8P7UalqGJwU6IAAAAASUVORK5CYII=\n", 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\n", 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\n", - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": { - "image/png": { - "width": 800 - } - }, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "from IPython.display import Image\n", "Image('frame0006fig50.png', width=800)" diff --git a/GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb b/GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb index 902a69f..626e301 100644 --- a/GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb +++ b/GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb @@ -13,7 +13,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -22,7 +22,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -31,7 +31,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -41,33 +41,11 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": { "scrolled": false }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "At gauge 0, etamin2 = -0.971, etamax2 = 0.752 at tshift = 1233.1 s\n", - "At gauge 1102, etamin2 = -1.033, etamax2 = 0.855 at tshift = 3352.5 s\n", - "At gauge 1187, etamin2 = -1.156, etamax2 = 1.018 at tshift = 4656.0 s\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "figure(400, figsize=(13,6))\n", "clf()\n", @@ -96,7 +74,7 @@ "\n", "tperiod = 12\n", "eta = 1.*sin(2*pi*t/tperiod)\n", - "plot(t, eta, 'k--', label='Ocean forcing (Sine)')\n", + "plot(t, eta, 'k--', label='Sine')\n", "\n", "legend(loc='upper right')\n", "xlabel('hours')\n", @@ -124,25 +102,9 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "" - ] - }, - "execution_count": 5, - "metadata": { - "image/png": { - "width": 800 - } - }, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "Image('frame0006fig50.png', width=800)" ] diff --git a/GraysHarborBC/RiemannGraysHarbor/topo/GraysHarborMTL.ipynb b/GraysHarborBC/RiemannGraysHarbor/topo/GraysHarborMTL.ipynb index b2cba13..fb3c634 100644 --- a/GraysHarborBC/RiemannGraysHarbor/topo/GraysHarborMTL.ipynb +++ b/GraysHarborBC/RiemannGraysHarbor/topo/GraysHarborMTL.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": { "tags": [ "hide-py" @@ -24,7 +24,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -33,7 +33,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -42,7 +42,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -54,22 +54,9 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "extent = [-123.9,-123.7,46.93,46.99]\n", "figure(figsize=(13,13))\n", @@ -156,7 +130,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb index e0f2bd0..2173aa5 100644 --- a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb +++ b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb @@ -11,17 +11,9 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Populating the interactive namespace from numpy and matplotlib\n" - ] - } - ], + "outputs": [], "source": [ "%pylab inline\n", "import datetime\n", @@ -39,21 +31,9 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Using cached water_level data for station 9441102\n", - "Using cached predictions data for station 9441102\n", - "Fetching water_level data from NOAA for station 9441187\n", - "*** Fetching water_level failed, returning None\n", - "Using cached predictions data for station 9441187\n" - ] - } - ], + "outputs": [], "source": [ "station_westport = '9441102'\n", "MLW_westport = -1.068 # m relative to MTL\n", @@ -81,22 +61,9 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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vJEbzu98BgYHAJz/p2H7PPWSV+POfjemXxDx0d5ML5LveBezYAezbByxdSqLCz5EiQiKRSCSXL//930BcHPDgg9NtH/wgkJFB7gmSy5fJSeBPfwJuvRVITnY8lpAA3HIL8Ne/AlNTxvRPYg5+9jNgZAT46U9JcCYmUgzN22/TzY+RIkIikUgklyfnzgEvvUS7zFFR0+1BQdS2fTtl4ZFcnuzdS2Pk3nvdH7/7buDsWeDgQX37JTEPo6PA448Dt98OFBRMt3/sY2SN+OEPjeubDkgRIZFILg/27gV+9COgutronkjMwtNPU77/D33I9dh999H9c8/p2yeJedi2jVyWrr/e/fHrrwcCAoBXX9W3XxLz8OyzQG8v8G//5tgeGQncfz/VFrl0yZCu6YEUERKJxP/5zneAzZvJb3XVKunrLiGefBKoqADKylyPZWYCK1eSpUJyebJtG3Dllag6HI3vfhc4edLpeFwcxdG89poh3ZOYgGeeIddHd6l+3/c+YGKCxpGfIkWERCLxb7ZtA775TXJJaG4GVqwAPvxhoKvL6J5JjOT8eQqAvOuumc+57TayYPX26tcviTno6ACqq7Ez8mZcfTXwn/9JmX937XI674YbyJ2pr8+QbkoM5NIl8Fdfxf7MO1G+PAD33QcMDGiOb9hAsTR+bM2UIkIikfgvnAP/7/8BRUWUgm/ZMuBvf6OCYt/4htG9kxjJG2/Q/Y03znzObbeRu9Prr+vTJ4l52LkTAPC5l67De95DtQizsylUxiHz77XX0hjZu9eYfkqM4+WXwSYm8Pl9dyE6mmLs779fczwggGIlXnnFb4PvpYiQSCT+y8svA6dOUaaM0FBqW7aMKs7+5S9AT4+x/ZMYx+uvkzvK6tVob5+httzq1UBMjJvtZ4nfs3cvRoJj0BxWhl/9ijL/fve7VDbiH//QnLdmDWXkeecdw7oqMYbh515HD+KR84Er8PbbwMMPk9Fh+3bNSdddBwwNAUeOGNZPXyJFhEQi8V8efZR82++5x7H9k5+k9I1//asx/ZIYC+fA66+DX3cd/u0LgcjJAYqLgc9+lg6pBAZSLI0UEZcd4zv2YtfkBnzms4FISKC2972PjJo/+IHmxIgIcpHct8+QfkoMgnNMbNuOHexafO9/AsAY8LnPAenpTuNDxErs2GFEL32OFBESicQ/OX8eePNNioUIDnY8Vl5OAZG/+50xfZMYS2Mj0N2NPaHX4tFHgU99CnjgAeCxx4CnnnI698orqYr1hQuGdFViABcvIqShGvuwEf/6r9PNgYE0Tg4eJIuEyoYNwIEDssL5ZcSld2qxdOQMxrdch+xsagsNpblk+3agrU05MTkZKCkBqqoM6qlvkSJCIpH4J88+S77KH/iA++Mf+hBw4gTQ0qJvvyTGoxSA+sZrm3HFFVRT7uc/J8+Ur3zFyX15yxa6371b/35KDIHvewcMHIPLNyEtzfHY+99P9w4J3q64AhgeJtdJyWVBzWNvAgCWf9Ex/a/IFv3005rGrVuBPXv8Mi5CigiJROKfPP007QCVl7s/ftNNdC/TM15+vP02xsJjsfN8MR5+GGCMdpm//nVK2uWQ9n/NGiAkBNi/37DuSvTlwvN7MYVAlNy/3uVYRgZQWjodlw8AWLeO7v3U713iytibe3EmKBMVt+U4tOfmUhbxl1/WNG7cSHERDuYr/0CKCIl/0NdHi0EZKCsBKM/enj3AHXfQCtEdBQUUZP3KK/r2TWI8e/fiUPAGrFodgGuumW6++WYgKQn47W8154aEUC2Jw4d176bEGEbe2IvjWIHb7olye/z66ylMZmxMacjLo9iIY8d066PEOHp7gWXn96G3cIPby8t111GIzPCw0rBmDd0fOqRbH/VCigiJ9dm9mxaEN95IOfhkcSjJW2+R6fiGG2Y+hzEaM2+9RQWBJJcH/f1ATQ1eGdikFqUWBAdTCM1LL9FpKqtX0y6zQ9S1xC+x25HYfghNCVcgJcX9KdddRwJCzeoaGAgsXw4cP65bNyXGsftvZ5CNDsRcf4Xb49ddR3k79uxRGgoLgagoKSIkEtPR0wO85z1AYiLwz39S6ox77gGqq43umcRIXnuNJu2NG/HPf1LWDAcXFcG119J2kXRDuHxQvuvDAetw992uh++4g/SnQzKVykpSFWq0pMRfGTnVgkjbIAIrV814zlVXUQkAh6RdK1aQiJBC0+/pfIbS+Wbc6V5EbN5MBsw331QaAgJoDpEiQiIxGV/6EnDpEgXR3n47bSGGhFCBMcnly/btwNVX43v/G4J3v5uy7tx0E/DLXzqdt2kT3cug2cuHo0cBABGbViEpyfXw+vVAdLRTfbnKSrqXLk1+T92TND6y7phZRERHA2VllJBJZeVK4OJFqnQt8Vs4BwIPvoOpgGAErnE/RiIiaB5xEJlr1pC72+SkLv3UCykiJNalrg744x+BL3yBZnQASEuj/19+WV0sSC4zuruB5macLtyKr38duPtuYHCQPJs+9zng9GnNucnJ5Aqn2p0l/s7w3qPoRAY23ZHg9nhwMHDNNWTMUjeVy8uBoCBpsboMuLjjKKYQiOX3lM163rp1JCLUMbJyJd1Llya/prYWKBg+iosZFUBY2IznrV1LQ0HVDKtWAePjM1S1tC5SREisy89/TlaHL37Rsf2hh6jK7E9+Yky/JMaiFH36yYGNiIkBfvEL2hn6xS8o9OHRR53O37yZnJvtdv37KtGdif1HcRSrcOONM5/zrneR51Jrq9IQFkZ+zTU1enRRYiDh9cfQFlGKsNiZF4gAiYi+Pk2GaLGRJceIX/P2Xo6VOIagtStnPW/NGoqbUYeDn44PKSIk1mRyEnjySeDd74aLT8KSJcB730v159X0GZLLhr17YQ8JxU92r8LnPw/ExlJzbi5w553A44+TZUJl0yZKt9HQYERvJXoyMoKY7no0R69CaenMpwkvt3fe0TSWlvrdAkDiyNgYkHPxKC7mzOzKJBBZXVWXpuhosoT72U6zxJHaN88gET1YctXsY8QlIVNREcVG+Fm8phQREmvy6qsUVP2Rj7g/fvfdlOZT1gC4/Hj7bbQmrAULDXWoNgsAn/0sDYt//lPTuHYt3UtXFb+HnziJQNgRULlqxsy/AG0aRkQ4lYYoLQWam+XGhB9z/M0epOIswtZWzHlueTkZqBxiZYuK/LIWgGSa4b3HAABs1cpZz8vLo/3MgweVhvBwSinuZxsRUkRIrMmTTwIJCTOn8LzmGiA+HnjmGX37JTGW8XHww4fx6qUNuOUWYOlSx8MbNtBm4T/+oWksKQFCQ6WIuAw49yrFSSXfOPsuYlAQxVK7iAi7XVqs/Jjml2oBABk3zB4PAdAYKS11KlJdXEyWCJmhyS/p7wfiu47RP8uXz3quSMjkkIvBD62ZUkRIrMfUFFkibr2VoiDdERxM6Xhef136ul9OVFeDTU5i5/Aa3HOP6+GAAMoI/OqrwMiI0hgcTBcEGYjv9/S/dRR9WIpVd2TNee769TQkxseVBuH/5GeLAMk0wwfI1SR24yy+bhoqKpxERFERrTQvXPBB7yRGc+AAsBLHMJKWR3GXc7B8OU0X6hKkrIw2IfyoLpEUERLrsX8/TdQ33zz7ee96F03mMlvG5YMiBGrDVuOWW9yf8p73AKOjwBtvaBplMbHLgpCaY6gJXonColl8mRTWr6dr/YkTSkNhoV/6NEumCWmuwWhQFJA1t8gEyKXpzBkKsAZAlghAxkX4Kfv2kYgIniOoWlBaSptVanmZ0lLaBG1q8lUXdUeKCIn12LaNKoRefz1qaoCvf52CZV3SL193Hd1v3657FyXGwA8fwSCLwbLrliE83P05mzZRUi+HHN6rV1OOd1lMzH/hHMl9NbiYWT5rPIRgleLxpO5BhIYC+fnSEuGnXLwIpF+qQX9yCeY1QEAiAtDoyqIiupdxEX7J8T2DKEATgtesnNf5LgmZRIMfbURIESGxHtu3A1dcgdf2x2L1auDhh4FPf5oSMtlsmvNSU8neLEXEZcPY20dwhK/EjTfPPLWFhVFmFYf6citW0L20WvktF091IYoPIahifq4qublAZCRw8qSm0Q99miXEsWNAKWpgL507HkIgRIQ6RrKyaIKRlgi/g3Ng4rDyRYvrxRwID0gHkcmYX80hUkRIrMXwMHDkCEbWXoUPfpB+k+fOUe7/l14CfvMbp/O3bKE8jQ7qQuKX2GwIqjmOI1iNm26a/dQtW8h7aXhYaRCzfW2tT7soMY7WbfTdJmwpmdf5AQG0SHQREY2NfuXTLCGq9/QjDd1YcsX8RCYApKdTBh41LiIggNzepCXC7+juBlIvKov/svkJzdhYSuShioiICNqdkCLCOzDGfscYO88YOzXD8a2MsUuMsWPK7Rt691FiMvbvB2w2PNGxGRcvAk88QWUiHnqIMu9897tOGRg3bACGhvzKfCiZgfp6BE+O4kzyauTkzH7qli3kmqrWAYiOBjIz5TjxY/r20IU779b5iQiADJknT2pCZUpLaUOisdEHPZQYSc8uGh/RV8zfEsHYdEImFZcGiT9w9ChZqmwhYUB29rwfV1bmpBlKSvxKZBptifgDgFnqhgIAdnPOVyq37+jQJ4mZ2bMHnDF8+/UNuPvu6Q0BxkhAdHUBf/mL5vwNG+jeoWqUxB+xH6IUrRGb5i4UtXEj3ctiYpcP9upa9AXEY2lh4rwfU1FB5WjOnVMaCgvp3o8CIyWE7aTy25+tCqEbCgudNGVREZWxltYqv+LYMaAEtfT9BgbO+3FCM6gbEfn5VG/GT5J4GCoiOOe7APTNeaJEItizBz0pFegaisXnP+946OqraUJ/4glN47JlVE9i3z5duynRn943jmIUYSi4rXjOc5csobncoTREaSm5M0nXN78k9kwNzsXNP2gWIBEBaFya8vPpXooIv2J4GIg/W42J4Ih5Z2YSFBYCnZ2alNF5eZTTs73d+x2VGMaxY0BFUC0CyxcmMvPzaXypGxF5edRw/rzX+2gEQUZ3YB5sYIwdB3AGwJc45279DRhjDwB4AACSk5NRVVWlXw/dMDQ0ZHgf/A1ms2HTnj14JfDDKCu7hKGho3D+iDdsyMGf/pSNv/99HxISaCeovLAQ4W+9hYMGfR9yLOhDStV+tKMMQWEHUVU1Puf5mZml2Ls3BlVVZI5IDQxE0dgY3vnb3zCWluazfsrxoD+XLgZi83gNqpe9C+cW8NlfvBgMYBNeeKERwcGnAQCbYmJwftcuNFZWeqVvcjwYT01NDApRj96ELNQ7pG2bm8nJRABlePLJg8jLG8aSS5ewCsDx555D/7p1C+6LHA/m5NjeMmRMtaM17Bq0L+D7GRmJA7AczzxzBBUVA4gbHsZyAEeefhoDFXNXRjf9eOCcG3oDkAPg1AzHYgBEKX/fDKBxPs9ZWVnJjWbHjh1Gd8H/OHyYc4DfjSf4T3/q/pS6Os4Bzn/yE03jN7/JOWOcDw3p0UsX5FjQh57wdP50xL3zPv+RR2is9PQoDXv3UsOLL/qmgwpyPOjPjr+d4xzgDQ/+34IeZ7dzHhvL+ac/rWlcu5bz66/3Xt/keDCc3/yG80bk8cGb37/gxx45QtPG3/+uNHR1UcPPf76ovsjxYD4GBjhfBVp/8GeeWdBjGxroYX/4g9JQX08Nf/zjvB5vhvEA4BCfYb1tdEzErHDOBzjnQ8rf2wAEM8YSDO6WxCgUl6R92Ij3vc/9KUVFZF5+7TVN48qV5H94ym38vsQfuHQJ8aOnMb5s/qbm1avpXnVpkhWJ/Zau7ZSZKfXahbkiMEZzikOcbH6+dGfyM2pPTCIHbYhYUbDgxxYoD2loUBpSU6mmSEuL9zooMZQTJ5R4CICCHBZAdjYl7VKnjJwcamhu9mofjcLUIoIxlsIYObAyxtaB+ttrbK8khnHkCPoCE5C9JQspKTOfdv31wM6dmri2lSvp/tgxH3dQYhQDByjbRdiq+U/wQkQcPqw0iHx8UkT4HeNH6TuNWruwBQAwg4hob5eBs35E3+FWBMGGgOLCBT82KoqmDVVEBARQGk8pIvyG48cpMxMPDJxWjfMkJISEhKoZQkIo7sZPNiKMTvH6JIB9AIoYY12MsX9hjH2KMfYp5ZQ7AZxSYiIeBXC3YlqRXIZM7D+Cg7bVuPW22QMjr7uO4pbUWOrsbIqklYXE/JbO12iRuJCd5qVLgYwMJwOVzNDklwS1NWI8IJy+8AVSVAScPk2ZogGQiLDbZXVzP2KqTkmvtMAFosDFOLVsmRQRfkRNDbA8qJa+6JCQBT/eZXzk5UlLhDfgnN/DOU/lnAdzzjM457/lnD/OOX9cOf5TznkZ53wF5/wKzvnbRvZXYiDj4wisq8YRrMYNN8x+6tVXUwa2N95QGhijCpPSEuG3DB2owRhCUXpL7oIeV17uVBqiuNgpH5/E6oyPA/F9jeiPz19QZiZBsZLsS91pFhma/GQRcLlz8SIQ36t8uYsUEbm5TppSiAg5j/gFNTWUmYkt0JVJ4KIZpIiQSHSmuhqBtkm0xa7CXAkNliwhzeCQ1XXlSnJstNt92UuJQQQ11qAlpBhLE+afvxugOiN1dZqsrgUFwOCg36Tfk9D3m8ebMJm7uAViUdH08wCQaV79jJoaoACNmIiMBeLjF/UcublkrRoXSeGWLQMGBoD+fq/1U2IcddU2ZEw0T08GCyQ/H+jro5va0NMDXLrkvU4ahBQREksgCoktuXr1vDYTr7gCOHBAszhcsYJ8nPxE/UscSeypRX/KwneJysqowrnqeSB2IuUC0W84ddyGZWhBeHn+oh6fl0cGDLWgWGIiVTiXY8QvqK4mEWHPK1iUpQqgWFnOgY4OpWHZMrqXLk2Wp7cXCDnfiSD75PQGwgJxMV7m5Tk1WBcpIiSW4OKOo7iEGJTeumxe569fTxvKtUpCBRlc7b/0tA8jY6oNvHhhmXeA6YrnalyEmO0dStBKrEzH3k6EYgKxaxe3AAgLo8DZ1lalgTFaBEgR4RdUVwOFrBGhZYuzVAFkiQA0Lk1SRPgNtbVAPpTf+iJFhItm8COXSCkiJJZgcv8RHMNKbL5yfkP2iivofv9+paG0lAIlZHC139HwYj0CwBG7ceEiQmR1VeMicnJonMgFot8weIQEYVDx4heJy5ZpRAQg07z6EQ0nxpDJO8AKFz8+cnLoXh0jQlVIEWF5amvJUgVg0SJCaEp1yhDjw2FSsSZSREjMj82G2I7jqI9YpSr6uSgooOw777yjNISF0XaA6tgs8Rcu7KRsSjk3L1xEREVRtj3VYhUcTCsCaYnwG3ijZ7uIgJtkOzk55LsiA2ctz8jJZgSAU4GhRZKeDgQFaSwRUVFAUpJf7DRf7tTUACVBTeDh4WSSXAQREVQ+RJ1DoqNpgdLe7r2OGoQUERLz09KCUNsoJktWzNtllTGqA+DgvVRcrFktSvyFyRO1mEQQolYubpFYUOCkGQoK5C6zn9DXByRcasJk8OIXAACJiNOnKX4GAImIsTEZgG9x+vuBJT2ei8zAQNqMcNhYzsnxi0Xignn7bWDdOppHf/97o3vjMTU1wIrIJrC8PKoBskiysoDOTk1DdrZfjA8pIiSmp2cn+ZrEbSlb0OMqKshNRQ2uLimh1eLUlJd7KDGSqM4anIspICvCIhAiQt1Uzs93apBYlbo6ckUYTfNsAZCbS8NBveZnZ9O9rBVhaaqrgVwoK/9l84u3m4ncXCcRkZWlibS+TDh+nKq99vRQpquPfQz405+M7pVH1NQAeWjySGQCboaDFBESiT6ceYPcVYrevbDsO8uXA6OjGotycTEwOekXfogSYmAAyBmtxXDm4vJ3AyQiLl7UpN8TaV4vXPBKHyXGIYIiA4sW7+8OuImTFU7wUkRYmtpaYBlaYI+MWnR6V0FOjtNwyMykrefLZTOCcxINMTGUX33PHmDzZuCLX6QJ1oIMDACnu+xIGW72mohQh4MQERYfH1JESEzPxNFqdLAsLN8UvaDHiXoSJ08qDaJqlIyL8BtE+s7AksX7M4usrqpLk8zQ5DfU19iQh2aEV3i2ABAiQt1/kJYIv6ChAcgLaAXLW7bo9K6C3Fzg3DlgZERpyMqif9TdCT/npZeAI0eA//kfIDmZgkQefZRypH7ve0b3blHU1gIZ6ELQ1PiiCxEKsrLIA7KnR9MwOGhZgSWQIkJiemK6qnEmtgxBQQt7XGkpXRdcRISMi/Ab2nZ3IgSTWLrI9J2AGxHh0iCxKj3HuhCKCQQUeiYiUlIoN4NDYGRcnF+4I1zO1NcDRcEtYB66MgFujFOZmXTv4Ajvx/zqVxR39MEPTretWgW8733Ab35DbgEWwxvpXQVZWXSvujSJjQiLzyFSREhMzdS4DVkjdRhdtrB4CIAyIhQUUKFqAEBsLK0GpCXCb+g7QBN83DrPMu8EBGg0g0jzKkWE5ZmqUxYAHu4iMkY7zS4ZmqQlwtI01HNkTrVOp9z0AJdaES6rRj/mzBlg2zbgvvvgstv36U+TNebvfzembx4gMjMB8J2IsPj4kCJCYmqaXm9BGMYRXrnw9J0AuTSplgiArBFSRPgNEzU0wbOCxU/wISE0n6uaITiYdhHlAtHSjI0BUd2e5XfX4pLmNTtbjhELMzUFDDWfQ6ht1OOgasCNh9vlZIl44gnAbgc++lHXY1dfTSL+d7/Tv18eUl8PrFnSCISGAhkZHj2XtERIJAbQ9RplZkq7fuGWCICCq5ubgeFhpUGICIsHM0noKwztbMJEYDgl4fYAlzSvcpfZ8jQ1Act4E6aCwyiRv4eIgnPq1CFSeF5OcwnnwHPPAT/6keXTILe1AZk2JcjFC5aIlBTahO/qUhqSkmiHwuI7zfPipZeAlSvdW/wYA+6+G9i1y3LJKpqbgZLgpmlztQfExwPh4ZrhkJhIPpJSREgkvmP4IGVmyrh+cdl3KirouqdWJC4poeTgMr+75Tl3Dkgfa8JAkmfpOwE3aV5zc6WIsDh1dUAemjGZkevx+ABoSAwMaOJkc3IocFaNlPRzOCd3lfe+lzLuLF8O7N9vdK8WTUMDZWYC4BVLRGAghQSoIiIggHav/V1EXLpEmZhuvnnmc97zHrJUvPCCfv3yELudLI/Zk00eu0MCpKUc0ryKBouLiAWGqkrmRU0NkrZvp+pEWt77XpKiJ044+dgovP/95Epx+LB7l5sPfYju9+933QUKCgI+8AH6e88e14EZHk6vDwBVVa59i44Gbr+d/t6+3XWRHRcH3HQT/f3KK64ZJ5KTgeuuo79feIGyDmhJTwe2bqW/n31WU7VJITub0sEBwN/+ptZyyKl+CZeC4rGkrgZYv54uZE88ARdKSqi63OQk8PTTavOGs8AHAXS/VgGsWz5tU/zZz4CiounHr15NzzEwALz4ouvzi+I5vb3Aq6+6Ht+0iRYVZ88Cb77pcCippobcKTIy6Aqzc6fr46+7jj7DtjZg717X4zfeSFsZjY3AgQOux2+7jVLr1dQAR4+6HvfDsXfhJFCJQwiKy54+d5Fjr6BgMwYGgIFf/w1LIqdoHJw5A/zhDzQuFjH2VCoqaME1MgI89xyNB+1n4MOxBwC46qrLcuwFPQ8sxzGEFCqukB6OvXW9r+CD6MPg40B8DqZFZlsb7Soudt4TaOY9lfx8r449FxYy9r78ZeDPf6YF4ebNwPe/D9x6K3DqFPXPYmOPvQLkQzE/9vUBf/2r6+MXOPY+FgoEHQLwV9DrigpjCxh76vxg0DVXZb5j75VXAJsNZ3uCcOiev6K4WPEe1I696mogIQF47DHafQdMP++dW3EjxkaXImGyEZjMdB0fixh79wcDI0dA4+P976fvoKZm9rFndjjnfnerrKzkhvKDH3BOPz3H25kzdPwb33B/fHCQjn/hC+6PCz7xCddjUVHTx+++2/V4aur08VtucT1eWDh9/MorXY9rP9PVq12Pb906fbygwPX4rbdOH09JcT1+zz3TxyMjXY8/8AAds9vdfzZf/CIdHxhwe3z75m/R8d273T/+hz+k43V17o//8pd0/OBB98efeIKOv/WW++MvvkjHX3jB/fGqKjr+17+6P37oEB1//HH3x+vrL9uxN5WW6fHYe/ll+nMq3Ptjj39LGXunT8uxp/PYs4Fx/uCDXhl7Q8Vu5j2A86ef9mjs7dixg477YN7z2tjbtcv9ccY4//znLTv2ngr+MLenpvpu3rv3Xs4zM/37mnvffb4dewbNe4d/dYinocv9Y70w9vjgIOcf/zjn4eGzjj11fjAQAIc4d7/eZnTcv1izZg0/dOiQcR3o78f+l1/G+vXrHdtzc2n3orfXfe5oUVb9wgX3uYOFSe3cOVLvWhibDh7s7gaGhhyPBwZOm2xPn9Yks1YIDp7OUdfV5ZqOLTTUMTJofNzxeHj4dOBRWxvtjGmJjCRbL0A2QrWMtEJ0NDmVArTjwzlqTtqQ977l6Np6L/Keeph2DTh374sbG0u7gXa7procccMNQEppHP74Ujy97+ho4FOfAj73uemTEhKApUuBiQn35sWkJGDJEtrNcRcol5JCzzsy4rLjtH//fqx/z3voMxgaou/HmfR0Sic1MEDfrzOZmbSDc+mSe1es7Gzyv+3vd+9e4Ydj73v/dhZfe+VKykH+1a/S8UWOvbqLKSgpAZ7/YRPuuJ0DBw/STtDvfkdm+kWOPQC0oxgfTzt9ra00HrRzgw/HHgB675fh2Pvg7YN4oq4SeOQR2kX3cOz1HOnAhspx/OfXgXvvBfVlzZrp51/k2Kuqq8PWrVvVec+BmBivjj0X5jv2fvEL4MEHacd07drp49/6FvCPf9BOs/N7A0w99u69F/jcqY9j9QobWWm8MPa+/33gL3+hjWcWFEjzx/e/T9/NxITj42cYe+r8YMA114F5jj1bYTH2tqbiR4W/wk9/Cvznf5LR6PldcSi4QjP23niDxtBf/kJWBpPPe3/akYlfffIQ9mALpai98krHExYx9n76U+AnjwLVp4CQkjzgv/+bPrATJ6YtNAJl7FVVVdH8YCCMscOc8zVuD86kLqx8M9wSwc2hHq3O37/XwDnAu//7dx49z+23c15WpmnIzaWdI52QY8E3fKpI2YF64w2Pn2t0lJ7qv/5LaWhvd9wN8yJyPPgem43zdWHH6TsUlgIPsds5Dw3l/Etf0jRGR3P+r//q0fNaYjysW0eTqN3u2N5AczT/7neN6ZcHZGRwfiEyi/MPf9hrz/njH9PHceGC0vDLX1JDR8e8n8MS40Fw/jznAP8Kvs+PHKGms2c5j4ggI4wDFy9yHhDA+de/rns3F8O//zvn97I/0fdXW+uV5/z97+npmpqUhj/8gRoaG2d8jBnGA2axRMjAaolp6d9H/tGJVy4uqFpQVEQbKepGTH6++107iWWw24GAVu/k7wZoEyg1VbNZm5ZGu0gyuNqSnD4NJI+10T/auAMPEHGQDpuimZmaSFo/5cQJ2lr+xCdcqzoXFJDf/R/+4LqTbWKGh4FzXROIH+n0SlC1QBgG1DHi52leJ3e+DQAYq9yMVauoLTkZeOABCqNwMDAsWUIWiDfe0L+ji6C5GVgZq1wQhMXIQ1zGh8ga586SYhGkiJCYFltNPQAgsLRojjNnp6iILMHqhJaXZ/n0hJc7nZ1A1kQTbEEhHufvFjhkdQ0KkrUiLExdHZCDNvrHSwsAwCm7CkBjz08XiCrPPkvuZjMFet5/P82ne/bo2i1PaGwEstABxrlX0rsKhGZQdaWfF5zrfGI3xhCK67/m6OnyhS/QRs9vfuP0gKuvBg4dcnUrNCHNzUBZeCvtLjm7Gi0SoRnOnHFqsPBGhBQRElPCORDe2YCBsETym/SAwkK6b2hQGvLzyY/RnX+2xBI0NAD5aMJY2jKKufACublObuOyVoRlaWggEcHDwilmwEu4iIjLwRLx4ovAxo3kw+6O972PFlkWqkjs7fSuAhfDg59bIqbe3o/jgatx/a2hDu2ZmWSgeuYZJwPVpk0UI+Eu05bJaG5WNiK8KDJFiIoqIsQGmLRESCTe5dw5IGu8AUOphR4/l8jkWl+vNOTl0b10abIsQkQEFnruyiTIyaEFoprpUNaKsCyNjUBeYDuQm+PqguMBWVm0AFBjWDMyaLJyDpr1F7q6KH3lrbfOfE5UFHDttSQ2LOLS1NAA5ELZMfCiiEhKcio4FxNDbjx+aImYHLcj7dwxXMqvRGio6/G77qJrrkNm3Y0b6d5dOl8T0ddH+4zJo61eFRExMRTrrYqI6Gi6SREhkXiX48eBItSDFXkuIhITKZGEKiKED70UEZaloZ4jH00ILfOeiMjNpbgZdT7PyaGsHs4Ze/yV55+nbEPr1rnP224hGhuBgpA2MC+6MgEkIjjXjJHMTKcGP+OVVwAA/JZbsXcv8NprruUEAFDO/NZWoLZW3/4tksZGYEVUC2XXEdvDXiAwkDxUXOJm/FBEHH2mCVEYQvx1q90ef+97yQvu2Wc1jUuXAmVlphcRzc1AECYRc6nTqyKCMRpuDtOFqGVhUaSIkJiSugMDSMVZxKzzLB4CoB9uUZFGRIidJxkXYVkunDyLSIyAFXjXEgFoXJpEgx8uAFx47TW66o+NUdTpHXeoC0gr0tAAZNravBZULRDeKeqQcHGC9zN27gRPTsb9j5Ri82aq/XbNNa51y1RLxUsv6d7FxdDcDJSGtdBv3AvVzLW4rAldovH9g47njwAACj+wyu3xpCTKBrx9u9OBTZuAt9+moAmT0twMZKITzG73qogASESolgiAVKeFNyGkiJCYkt59FMAQudJzSwRAcRGqiIiIoF+ytERYFlu99zIzCcS1QvVgEiLC312aRkaAT36SqsceOEA1MsrKgI99jHKcW4zJSaCnZQDRE31eDaoGpuNk1TWhS7oVP2P3brSmb8Gf/szwta8BP/85sHs38MUvOp2Xnk5jxl3lYBPS3AzkcO+6qggyM52Gg58G308dOIIJFoLo9aUznnP99TSlXLqkaVy/nhpMvInX1KRxd/PyGElPdxIRFrdEGF7TwRc3o+tE/N//cR4WNsUjIrjDrbubjv/Xf3GXYxER04Vbv/pV98cFn/mM67GkpOnj993nenzZsunj732v6/EVK6aPv+tdrsc3bZo+vnGj6/Ebb5w+vny56/H3vW/6eG6u6/H7758+npjI+QdBVSRXh1XziAjOH3qIjtnt7j+br32Njg8MuD9+3XWUjrm5mf7fHbCF7w7Yoh7/8Y/p8fX17h//29/S8cOH3R//29/oeFWV67GwsCm+bRsdf/ll94/ftYuOP/WU++MiB/dvfuP+eEPD9Nhzd9zfxt79+B3nAC8La/La2BsfpzESHEztBWEdnAP8ya2PezT2Hn6Yjp85Mz0etMd9OfYiIvicY6/1X/6Lc4C/+Y0qtW1D2BE+hQD+v0FfsdzYCw/nvBwnOAf4vyY95fWxpx0j77lOqRT9P/+z6LEn8sAnJroe93Tecx57zrfZxl5hGNVK+ffon/CVK6fbg4LoLYeFOY69nwc9xIcQwZeEj8977Bk17wGc92Ipn/j4p7069rSfjzrvffvbnAMOn8tsY0/MD3pfcxc69rbjOt6RtHrWsVdVRZ9FaOh0+/qwY5wDfNtHnphx7EVE+H7em23sBQVx/rmoX3MO8Ke+3+rVsSfGx8AAHX9z43/wSQTy6PBJt2PP7HUigowWMf7IqlXAHXecRmZmlkN7RATdr11LhRudCQ6m+40bZ/A7Vdi6lYpVatEGNl1/vWtCkpiY6b9vucU1lkx7/rvfDSxf7nhcm0Xzrrum46MEIlYZAD74QdcCjiWaUg/33w8MDjoeX7ly+u+PfQyI+J962MFw/afycE0QbV4I3H12GzbQfXCw++NBQZSeuqeHjoe8mo+i1lfx4KcdXz821v3jS5XNlsRE98dFYdP0dNfjnZ2nkZ1NYyEnx/3jhVtuYaH74+L7KStzfzw2lu5XrXJ/3J/GXlERkPf7JkyxINzyYDZyC6aPezL2QkIoxi0zk4pUM3sabD8OwsrYNvXcxYw9UeA3IoKOd3Y6zg2+HHvAtEePu7EXYJ9Cxl9+Dtx0E5a++yo8qGZeXIWTL96JT7c+jr6w/wAQY5mx19ICjP+D8jmvuCNHPe6tee9nP6Pf6fXXA3l50cCBGKCz0+N57xOfcI3P9nTecx57zsw29lbV7Aa2AdsGt+Db3yYLBECuTL/8JY0n7dhru/lqRL7wUzz87oNoS98EYPaxBxgz7/X0AM/+YQBx6MdUbg4A7857hw8DO3YA73+/45v88oe7cXHJtHvdTGNPzA96XnMXOvZOnwbKnzyJ8fKbZx17GzbQd1BURLH3ABBgK8Xko6EoHz8M4B5D5j1g9rH35JPAcnsrMBqI7E0ZXp33Dh0CqqqokHZ0NJCwIgNBb9vw5XvPYSA63fWJzM5M6sLKN6MtEZybQz1alRMnOH8Cd/PBxFyvPee+faT+X3pJafjud6lhaMhrrzETcix4l+ef5/wpvJ+PZuZ7/bmvvJLzLVs0DcuWeb26uanGw/PP0+/g+eddjx04QMfEdrVF+PGPOf8MHqO+nz3r9edfvZrzm27SNJSVcf7udy/6+Uw1HjTYH/wMHwqI4ps3TLkc+/KXqfiwQyHmnh7OGdOUfTcnzz8/balSt7O9yN/+Rk994oTS8PLL1PD22/N6vFnHg5affaeHc4APfOMHc5573XWcr1zp1LhuHedbt/qmc14gNZXzfbn3cJ6T4/XnFuPj5Eml4YUXqGH/frfnm2E8wKwVqxljv2OMnWeMnZrhOGOMPcoYa2KMnWCMuU8DIPErTpwACtEAXuR5ULVA7EC2KKnB1W0ctUFiFXyR3lWQk3OZ1Yr4/e+pmNItt7geW7sWqKwE/vIX/fvlAY2NQFFIG3hYGEV3ehmXOEgXJ3j/YHTfURyxr8Q9H3atw/LJT1Jc7NNPaxrj42k7vapKtz4uhuZmIBtK5dGsrNlPXgRih7u7W2lwqTBmfXp31wAAoq8om/PcTZvomj4woGmsrASOHDFlcPXICH136VNtPomZEeNDnUOEycmicRFGB1b/AcCNsxy/CUCBcnsAwC906JPEYGqqOQrRgIgV3gmqBsgkGhmp0QwiINfEwV0S9zTUcxSwJgSXeF9EiDoAqmuDny4QAdDV8rXXgDvvJH8/d9xzD9nfGxv17ZsHNDYCpZFtYNnZXq0RIXAREf4YOGuzIejUMRzBatxxh+vhvDxaBz71lNOBrVspfef4uB69XBTNzUBJuCIivJy9C3BTUMxl1Wh97Cer6Y+y+YkIux145x1NY2UlqQoTJjcRa4SEQd8E3ruMDyEyLTo+DBURnPNdAGYrG3wHgD8pFpV3AMQyxlL16Z3EKM4f70Y0hhBY6j1LBGNkjVBFhDBN+PMus59yrroHMXzAq5mZBFlZdMFTJ/jMTNqWms1h2qq88QY5uN9++8znfOAD9ON58kn9+uUhjY1ALmvzemYmQXo6Ja1S05xmZgLnz5t64bxgGhoQMjmCi7mr1TWOMx/4AOlLB2Pu1q30wRw6pEcvF0VzM1AR005BUMnJXn/+VGWFos4h8fEUtOInlojhYSD+bDXGQ6KmUxzPwhVXUBZdh9IQlZV0f/iwbzrpAc3NQBhGEX7xrD4iIiGBxqJFLRFmD6xOB6Dd4ulS2rqdT2SMPQCyViA5ORlVBptUh4aGDO+DVRk6TNGdx0dH0e/FzzAmphwnT4ahquoQwDk2R0Tg7J49aFrlPs+1t5BjwbuM1ZB7xcnhYfR6+XPt748DsBz//OcRVFQMIHVkBEV2O/Y9+yzGvbTgMMt4KHr8cSRGRmIv5+Cz9GdVaSkC/vpXHL7ySv06t0gmJhja269EQnArzoSkocEHn/PgYAqAYjz33DtITR1DyvAwigG88+yzGFtE4TKzjActEf/cgXUA7CuTZuxbWloYgCvw4x834r3vpV3UEJsNGwE0PfEEutSy3ubi1Kl1yLTXYyQxEQd27fLJa0RFbcKhQ+dQVUWW7ivi4nDxyBHUzeN7NuN40HLqVAxKUIOepBw07tw5r8csW1aJl1+exNVXnwAAsKkpbAkORtfzz6MlJcWX3V0wr72WgRzQ2K0ZHcV5H3wXMTGbcPDgeVRVkYV3fVwcBo4cQa2b1zL7eDA8CBpADoBTMxx7GcBmzf9vAqic6zllYLV1mZri/MHAxynQqL3dq8/9+c9T6jS7XWmoqOD89tu9+hruMHwsvPUW52vXcl5QwPkjj3BusxnbHw+4dInzD+BJp8g073HqFD31k08qDdu2UcOePV57DcPHA+f0I0hP5/yuuzjnnI+Ocn7x4gznPvwwfQZnzujXv0VSU8N5JAapv9/7nk9e47XX6Ol371YaXn+dGnbuXNTzmWI8OFF/2xf5KEL5/j0Ts55XUMD5zTc7NWZmej0ZgbeYnKQUm+1p6zm/9lqfvU5pKaUUVtmwgfNrrpnXY804HrQ8+ijn3UjmQx/46Lwf84lPcL50qebayznna9ZQ1LXJ+PSnOb8rUgmG37vXJ69RXs75HXdoGjZvnjHQ3AzjAWYNrJ4HXQC09rIMAP5hE5S4pa0NyLE1YSoo1DG/ohdYtozcwM+fVxr8PWgWAHbuBG64Aejro8/zK18BvvY1o3u1aBobNUWAfOCuctlUJG5pIR/cq6/GL35BFvX4eOChhwCbzelcEXRtgQrWjY2aoFkf+LsDblyYxRjxp7iIo0dwKmA5Vq0LnvW0G2+kdKYOFazXrwf27/dt/xZJZyd5JiYMt/tsfADk0uTgveRSpti61L/dixScQ0TlzEXmnKmsBPr7nS63FRXAyZNe75+nNDcDa+J9U2hO4FJwLj3dstcYs4uIFwDcq2RpugLAJc65iyuTxH+oq6PMOxMZeeRI6UVcMjQJEUFWLv9jfBx44AG6WB4+TNVkP/lJ4JFHgLffNrp3i6KhgUTEVFwiEBXl9eePiQGWLNGsB/1xgQiQuASwJ/AqPPggsHkz8NGPUg2E//ovp3OXLycB+vLL+vdzgTQ2Ajloo398GBMB+E92FRc4R0r3UZxNXa3W8JiJm24CRkena0gAANatoxRnFy74tJuLoaUFCMUYIi6d9amISEvTZGcSDX4iIoYOUmYmVj53ULXAbQhEeTlw7pzpxklTE1Aa3gqEhQE+crVyGQ4ZGTShWHAtYnSK1ycB7ANQxBjrYoz9C2PsU4yxTymnbAPQAqAJwK8BuCnpIfEn6uuBPDQjqNj7QbNuRcTAAHDxotdfyxT87Ge06n7sMVoZMwb88Ic0MX7rW0b3blEIERGgFInyBZmZGkvEkiVUEcgPRQRPTMTHflCCggLgn/8Efv1r4L77gO98h7IvqjBG1bR27DBlSkYtjY1AaYRiifCRiFiyhAqPqSIiKooqT/nJGBk42Y4Y20Ww1XPHim3ZAgQGqpqUWLeO7g8c8E0HPaC5GcgUYZY6iAh1TZieTteaoSGfvaYeTEwAEa0kItRqcPOgooJiyx1EREUF3Z9ym+HfECYngfZ2ZSMiJ8cn2d0AGg5nz2qsvunppMb7+33yer7E6OxM93DOUznnwZzzDM75bznnj3POH1eOc875ZzjneZzzCs65eVM+SLxCXS1HPpoQUpI398kLRKwpHEQE4J8uTTYb8OijlC3lRk0W5ago4POfB7ZvN2VmjLloaAAKgloRkOcbMzNAGZoc1oP+mOZ19260Z12JxiaGn/xkuvruo4/SIvnhh53Ov/ZausAdP657VxdCYyOwYkkbvSEfZN4BaF3hz2lem/5J6TuTr6uY89yoKGD1aidLRGUlWZFNKiLygpQdAh+7M01MkBcpADcpeaxJUxOQZ2/AVHDYvDIzCUJDyfDgVkSYyKWpo4MunSljrT7bhABoONhsGtdqYc20YJpXs7szSS4zLpzoRgRGfZK+MyyMLv6XhYjYto22VB56yPXYpz5FfjuPPqp/vzykqd6GdFuHz3xVATeawd9ERE8P0NqKF85fgZISR40ZEwN89rPAP/4B1NRoHnP11XT/5pu6dnWhNDYCBSFttED0sjukFhcRkZ7u5L9iXfrfrgUAFNxeMq/zt2yhEAg1w21UFNUPMGFcRHMzsDrBtzEzwCy1IiwuImpryd14MnPh7saVlSQiVOtMcjIFYplIRIiyUUv623wuIgD/qCUiRYTEVNgblF+xD0QE4FQrwp9FxG9/S9th7moAxMQA738/8OyzlPTbInAODNafQTCf9LmI6OmhIHwAfrXLDEDdDnyusxKf+pSrxf6hh6j23B/+oGlMSwOKi4G33tKtmwtldJS+poypNp8uEAE3IsIlktbC1NTgQmAyluQsndfpW7aQgHAoDbFmDfnEmczHu7kZKI9qpwWwlxN3aPG3gmICISKCSwsW/NjKSrLMtCsaDoyRNcJE7kzNzUAkhhA80OfTOcRlOIjiIhbciJAiwqpwDvzxj7QY/MpXNHZT69LfD8RdVCpY5nnfnQlwEhFLl5K/u7+JiKGh6UrEM0VG3nsvCYjnntO3bx5w/jyQMOTbrBkAuTMBmjjZzEwKAPSXYmKKiDgesBof/rDr4cREsk488YRTCMRVV1FAvknjIsTvOn6wzae7iMB0dhV1jZyWRk7OJv1sFkJsdy0uxM/PCgFQUD4A7NmjaVyxggJmz571buc8gHPhztRO39dcUeMe4LIm9BNLRF2NfdExi26Dq4WIMMnvprkZKAjxvbuby3CQIkKiO5/7HHD//VRL/kc/opl8cNDoXnlEfT3tctgDg3z2A162jNT/2BhoJ8Qf07y++iq9wfe+d+ZzNm2i9/7EE7p1y1NEUDUAn1siADcZmiy+i6hy6BDaQgqw4soliItzf8qHPkRv1yFgduNG4NIl2o40Ic3NQDhGEDZwQRcRMT7u5PNus5ku08xC6T7DkTdZi8mC+YuIhATa8zl4UNO4YgXdmyiGpqeHLpFpU+3TOwU+wqVqdXQ0EBlpeRHRd6ILYRhflKdAeTkZgE6ccGocGtKYJ4yluRlYn+J7d7fERFp+qBo7PJyC0aSIkOjCtm3kz/7Zz9KP79VXaQX+oLWTV4n0rlMZOeRP4QNyc2lHStUN/iginnuOruxii9AdAQHAe95DPu4WyRgiRARnzKeLgBlrRfiJS9PU/sN4e2INbrtt5nNuv51iiJ5/XtO4YQPdmzQ9cFOTpkaEDiICcOOOYPFFYvWbZxGLS4haM38RAVBCJoc4aiEiHFaMxiIsVXGDvq0RAdCaMDZWMxzcRuNbC7sd4I2Ku3HBwt2ZwsNJeziEQJgsQ1NTE7Ai1vciIjiYLtEOhrrUVCkiJDowNkaBsWVllO+fMeC664D/+A/gL39x2g6yFnV1QAGafJLeVSDWFuoC0d9qRXAOvPEGFZibS4jdcQelEHn9dX365iENDUBeQCvt+op0Qj5AuEr7Za2ICxcQdKYDh1GJW2+d+bSICOCaa4CXXtL8NPLz6cq3b58uXV0oTU1ARVQb/eNjEeESBykaLLgI0HJhF1mZkq+ef/pOgEREZ6fm7S9dSr8bE1kimpuBANgQ0dvpcxEB+F+tiM5OIHPCs5hFl/pyJYpYNYF1k3MSmoWh7XTt9FGNCEFKCnnJqkgRIdGFJ56gX/P//Z/jQupLX6KJ2yU3o3Wor+PID2hGQL5v4iGA6WuHaj31t1oRdXUUPKBk06mtpTIRe/e6OXfTJiAujooEWICGBqAkrBXMh65MwHR2UL8UEYpDcldSJQoLZz/11lvpolpfrzQwRi5NJrVENDcDq+Pa6B8dAqsBNyLCwotEAJg4Tim5otYu3BIBuHFpMpmISEU32NSUbiLCn6pW19YCBWiEPSR00UHpFRX0Paj5PGJjaTVdV+e1fi6W7m5KzpDJ22nODwz06eslJ7uxRJgohmi+SBFhJTgHfvxjqiB73XWOx0Ruxn/+czpPmcU4W92LGPsln2VmAmgeDwx0EhGA/7g0VVXR/dateOYZuo5/9rPk2fTNbzqdGxREFovt2y1hiWloAHJ4q0/jIQQOBeciI0mg+0FFYn6QUujEbF0957m33EL327ZpGjdsIFXR2+uD3nlGUxNQGtFGvgLCvchHiKdXRYTYtbTwIhEAwlprMRwUs+DPb9UqmlddXJrq6pQANONpbgbW6JDeVeCysewSjW8tRGYme+7C07sKKiro7Tukjy4uNoWIEMumxBHfu7sBNGU4aIaUFKcKhdZAiggrsW8f2QI/+1n3lRQ/8Qn6cf/xj/r3zUMmJ4HAVt+mdwVo3Zye7uciIiMDJ4eX4Z57aIewoQH46EepEvFLLzmdf/XVNHE1NBjR23ljswHtjROIGz2ti4jw14JzQ2+fQDOWYd11MXOem5VF13eH0hAbN9L9O+/4poOLRFSazQ1o93mNCAAICQGSkjQiIiSEXL0s6I4gmJoCkntr0ZNYsuBKveHhtLflYIlYvpx+uA4rRuNobgYqdRQRwvDgkMHLIRrfWtTVAUWBTQgqWvz12W19ueJiUigGL56blcSQ0b36igj1baemkilkYMDnr+1NpIiwEk8+SdGOd93l/nh6OvCud5GIMEnKtPnS2grk2HwvIgCaH/xSRHBOImLrVnz5KwwxMcALL1AM3C9/Se6nn/88hUGoiCJiO3YY0eN509EBpEx2IABcN0tEZ6dmgvcTETF1vBrVKMOVV87v/GuuAXbtokU6AMr/HxhoukJi7e2i0mybz+MhBC5xshZ3V2luBvJ5AyaXFS3q8SK4Wv3NmCy4urkZKInUV0RMTmqMdsJaZUGXFQBoarAjz97k0fV52TISnC5xERcvaso3G0NzMxAWMIHA82d0ExFjYxrNYNE0r1JEWIWpKeDpp8lROWaWXcT77qPFjlsnePNSXw/koZky7/h4keggIvypVkRtLXD+PJoytuK114Cvfx1qCs/gYMoE3NQE/P73msfk5dFqSLhBmRS90rsKMjMpaZUaKuMPImJiAtFnG9AaXjZnPITgmmvoc1B3mCMi6KLvkOzdeNRKsxfbdBURDprB4gXnag6PIgOnEV6xuEXimjX0e1Hr8OTn04rRBHERIyO0NlsW0E5VkiMjff6aLgm7LC4iBhrOIpSPeVTDKTCQcsK4WCIAw12ampqA9eldYJzrJiIATXC1FBESn7J7Nyn1u++e/bybb6YV44sv6tMvLyHSu9rTM32aeQeg+eH0adJlflUrYvduAMCv6q9CdDTwyU86Hr7hBvJd/tnPNLuFjJE1oqrKcHPybOgtIkTcoLrTnJlJW4pqGWsL0tiIID6FycKyeXurbN1KQ8TBpamykkSEicZLUxMQhlGE9J3TZQEAzGCJsNgCQEv3Xlr9J6xb3CJx5Uq6VzVDYCD5r5hARLQqU0fKRIdu40OsCVXNYGERMTYGhJxpo388FOlmzdDU3AysTdLPUpWcTPfqcJAiQuJTtm0jcfCud81+XkwMVZZ1cX43N3V1QElQEwILfevKBND8YLNpFgD+IiIOHYJ9aRx++koePvhB1802xoDPfIYmcIfqsldfTdshJkizNxP19UBxaCu4CGrxMS7Zd0SGJgsHV48eqgYARF9RNu/HxMfTRd9hvFRW0ngx0a57czNQEq5PjQhBairVllNdvUTVaptNl9f3NoPHyCk8tGxxc3BZGYWiOGgGkaHJJP7usQP6+LsD04tEdafZwiKitRXIRhv94wURcf68pi5jejpdrAy2RDQ3A+XR+okIl+EgRYTEp7z6KrBlC7nezMWtt9KCUMycFqC+Hshnnvlbzhe3aV79oVbEoUPoTqvE6BjDv/yL+1PuuYeG0J/+pGncupXuTezS1NAAlEe2gmVl+Tz1HjCLiLCwS9O5HdWwIQDZNxQv6HEbN1IctRpmVVlJ9yZyaWpq0lSa1VFEAE7uCBauWs2bPItJCw8HioqcRMTy5RRIbPDCmS6FHOHn9RMRLovEJUsoptGCIsKhkKOHn5+L4SEggAaOgZtYfX1Afz9QEKK8RzHf+5AZx4cUERKv09VFFR1vvFFtGh6mYFO3696bb6Z7ixQRA4DTNZcQO9njkb/lfJmxVkR/v89f22eMjQGnTuHtiTXIyiL/ZHdERFA14n/8Q7ODmptLM5pJi4gBJCKWMX3SuwJuion5gYiYOFKNFixD5ebwBT1uwwb6eahJdlaupAu/yUTEiiVt9I9OIsJlEWDhgnOTk0DshSaMhsVOB1ItghUrgGPHNA1ixWhwhqbmZiAnug9seFg3EREVRcJKFZmMucnraQ2amoActMEen+BxPIlb76WSEkNFhNhvTbd10GaAj12qAfqZBQVphoNFx4cUEVbgjTfo/oYbAAD/+79AYiLNhWvWuFnX5OfTouett/Tt5yLp6QGW9iu/Yh0sEVlZdK+KCHFRsfACESdOAFNT+EdbJd797tkzNN51F+28qAmZGKOVoklFxOiokp1prE03EREaShk7VRHhUsbaekS2VaM1vAyJiQt7nMjqqtaYM1lwtc0mKs226VIjQuDifWDhgnNtbUAub8Zwqmfz74oVNK+qCQlKlcrXJvB335iuTPjiAuBjGCOXJoeqxBZcJAIkIvKC2sFyPBdgmZk0hTgMiaIimltHRz1+/sUgRET8kH6WqoAAShNt9arVUkRYgd27KYtQeTl+/3sqTn399ZRtp7GRdpbVCpAAzV7XXEOrRAukeq2vp6BqALqIiPBw+vGqxcTELrPaYEGUBd2+SRIRs3HDDbRL9o9/aBo3bKCZ1OA0e+5obgbC+TCihs/rJiIAp8BZoSosuEAEAIyPI3mwEZcy5h8PIcjLo00Lh0LVIrjaBJw+TWmLs+xtulSaFQhLhHrNd0nHYx3UOTjPcxEBaLK6pqRQVWITWCJWxunn7y5wW1DMgiKiuRnID2oD84KVLyBgujSEivBAEBHwOiNERERPu24iE3AzHC4XEcEYW+/tjkhmYfduYPNmXOgNwBe+QHHT//gH5fx/6ikyH//P/zg95tprKZuMQxoEcyIyMwGgRNI6kJWlsUSIScPiImIoLB4XwrOxefPsp4aFkcZ08HbbsIHuTVZEDFAqVYugPqNEhGiw4AIRAMZONiIINop+XSBuDVWVlXT1M8HnoVaaHWrTzZUJcJNdxUVVWIem2klkox0Ryz1zJ3XJ0MQYWSMMFBE2G1la1MB7HUWEW0uEFcdHI0fapPd26V28l8Tmofgx60xTE5CWYkdAp37Zu4DLWEQAeMarvZDMzLlzZG7YsgXf+AblbP/FL6Y3226+GXj/+8kq4TAYRRExEwfLCurrgYKAZvCUFNoi1wGHWhFJSeQGYWFXFRw6hONBldi0mSE4eO7Tr7+eNn3U2PvKSnLQNKFLk97pXQVpaW5SeDo0WIfTb9UDAOI2LK6Q2MaN9D309CgNJgquFmM4srddVxHhUqQ6JIRMNiYQVgul90g7gmBDxCJrRAhSUugjcAiuLikxVER0dlLMRzZrJz+a+HjdXtutiOjtdar4aW4mJ4GRtvMIsY157fdVUkLfy9CQ0iAsEQYlg2luBtZmnaPvxWgRcfGiYW5di2GxImKeWcYlHqPkVuwv24zf/x742MemA5ME3/0ujbnHHtM0ZmSQad+Ei0Jn6uqAirAmMB1cmQTZ2ZrA9IAA+qysaokYHwevrsbOoUpcddX8HiIyBW/frjSEhwOrV5tyvDQ0ACtj9BcR6enk3aVe7y1ckbj/QCMAIOf6gkU9Xhiq1ELVK1fSLrMJRERTExAdPIag8926igjAzcayRQvOTdQoO8AeJrZgzE1wdWkpZaxSFai+iOJ3yWPKTvp8i6R4gZQUeutTU5oGwJRuozPR3g5k2L1rxRGhMmpW17g4cnszyBLR3AxUJhhnqVK9zl2Ki5ifxYoIi+fCtBC7dwNhYfjZO5UYHycXJmcKCsgi8fvfazLuAKYOltVSXw/k2vVJ7yrIzibhpWZjzMqyriWirg5sagrHsULN1joXBQX0Gbi4NB08qLnimYOGBmB5dOt0MItOiDSv6iIxPZ1mfJN9PvNhqq4R55CMnOWzVLufhVWrnDRDZCQ5Nh896r1OLpKmJmBjhrIBoLOISE11ut5btOBcULuyA+yF7HgrVlAyQfVnYnBwtdjcXnJRv6BZQXIybVSp+smCtSKamzXupF60RACaIcEYjT0DRMTICOn+sihjYmZsNkp0AsCStSJmFBGMsRcZYy+4ub0IQD974OXO7t3g69fj138MwbveNV0h3plPfILG3csvaxo3bKDddRPvjE1MAGeaRhA/dkaX9K4ClzSvVrZEnDoFAGgKLcfatfN7CGPk0vTWW5qL/bp1NKMaHATpTEMDUBDUShcwHXcRXWpFpKXRlpGDf4I1iOhqRHdUwaJjjqOjKYGKg+Fh+XJTxFw1NwNrE9voH50XiS4uzBa0Vg0NAUsvtWIyKMwrma1WrADGx+l3C2BaRBg0rzQ3k7dqSLf+ImLGgmIWEhFtbd6rESHIyyPvWZe4CAPcmYSlalmgMSICsHZc1WyWiB8C+F83tx8CuNn3XZNgZAQ4fhxncjahowP40IdmPvXmm2nX44knNI3CB8HE1ojmZiDbrvyKdbZEAE7B1adPW7Pa7KlTmGTBSNxYgJCQ+T/s+uuBS5c0C0NRXMIELiqC/n6yFqVNtunqygS4ERGiwWKLRM6B5IFGDKUtzpVJUFkJHDqkaaiooMCawUHPOugBnNPmZXlUGzUY4M509qymXo8wTVhoHmlspEXiWGKWV0T68uV0r+rLzEyyXBkoIkqzh8F6ew2xRADWrlrd1gbkBrSDx8ZSQTQvEBxM1nCHIZGXRy/m4E7he4RuSZ1oJ5eqmMVZaxeDP1Stnk1EfJRzvnOmm249vJw5cQKw2fB6/1qEhFAq15kICgLe/W5g2zaqOwaAfBBCQ51yM5oLvdO7CtxaImw2S/14BZNHT6GOF2Hj1gUoCECNn9i9W2nIz6ctZ4eVorE0kis/4i7pV2hO4KIZXCrQWYNzTYNI5mcRUOi5iDhzRnPBE6tFxRJmBOfOUXrrZUHtNAmK70gnUlPJmqrWqRTWKgtVrW5oUHaavSTAiooozExdIDLmJqenfjQ3A+tTFSuz0SLCJaWX+WlrA0rC2sC8/Nm5zdBks+nuESA8qJYOmsBSlZhIPx4LWbtnExHLdeuFxD3KjvAvD67GDTeQSJ6N976XLqhqsGxICF35TWyJcEjvqqM7U2wsrZf9Ic3r1PFTOIkKrF9g4uXkZNoNUkVEQAAFV5vIEtHQAMSiH8HDl3QXEfHxpMEd3JkAy1kiWl6n31fMmkKPnsfFUFVRQfcGujSplWYn2mgjIChI19d38T6w4BgRKZTDi72zgAoLo6m8ulrTWFg4vSOgI5zTGFkRq7+rCuBmkRgaSjWfLCYicpj3M5+VlNB3oyauMCjNa3MzrQdCzhgTMwNohkNgIKV8s1Dg/WwiIoIxtooxttrdTbceXs4cOYLJ2ATs787E+98/9+lbt5K18fnnNY0bNtBV36Qp5errgeURTZSdYelS3V6XMadaEaLgnNWCqwcHEX62DadQri7yFsLmzcDevZrsEGvWUGoVnU3KM9HQAOQx/TMzATRGHLK6JiXRJG8xS8TFA+ScnnaVZ5YIl+Dq7GxS4mplMf1RdxEvtenuygS4cXG3oIjoqBtBEi4gKM97C6iyMidXlYICmmzHx732GvOhtxcYGACKwowREVFRlFXWylWr21o5UifavP7ZlZSQ4UHVlgaleW1uBvKWcRqfOo+PmBgS3Q7jw6WMtbmZTUSkw31MhIiLkPiaw4fRunQ1goIYbrtt7tNDQih156uvanx0160jAWGgy8Fs1NUBpaHNuroyCRxqRVjVEqFcqXuSyxeV/nzLFrrQqqn2KivpQm+S4OqGBmB9kjEiAnAqOBcQYMkUnpO1dJVeutaz31hUlFNwNWNkjTDQEtHURF9L2Lk23RcAgBsXZgtWrR6p876rT2kpLQ7VvavCwmmzgI6IoNlMrri7eSFwfKGkpFhXRIyOAuPn+hE2OeR1kS6SxKgB+KmplIHPAEvE8qyLFNul8xzCmJvh4FJcxNzMJiKaOOfXcM6vdnO7xhsvzhi7kTFWzxhrYox91c3xrYyxS4yxY8rtG954XUswNgZUV2PPaCWuuGL+8Uw33EDXL9WULIpCmcjPXcA5LV5zpvRN7yoQtSIA0JZATIz1LBGKOAxbU76oh2/ZQveqS5PJxktDA7AqVhERBuw0u1SttmD2ndD2RpwPSQeLjPD4uVyCq5cvJ0uEumuhL83NQEHWOFi3/jUiADfuTC5O8OaHt3l/l760lLK+qbvMBYoVTGeXJqFZkkbbqXbSYtOTeUBystMi0UJVqzs6NOldvbzAFkNCFREGpHmdnCR3rVXxykJAbCbqiFsR4SfuTD6FMRYI4GcAbgJQCuAexlipm1N3c85XKrfv6NpJIzl5Epiawrazlbj++vk/7IYb6P6115SGZcvI4c9Efu6CCxeAkYvjiBvq0DUeQpCZSQGRw8NKQ1aW5SwRIwdOYRgRyL4qZ1GPz8ujSUypaUhiLibGFOOFc7rAFIW2korW0d1NIESEukZ2URXmJ76vEb3xnsVDCFyCqysqqMKqQZ9JUxOwPq2TviADRER0NLmrqJ9HSAi5Zlpopzm6r43+8eLnV1ZG96pB02XFqA9CRET36e+qInBbtdohpZd5aWsDMqFsrHl5gR0TQx+Fw5DQOc1rRwe5VBVHGOPuBrgRmX7kzvT/fPza60DWjhbO+QSApwDc4ePXtA5HjgAADmP1gkRERgbtAqlFxBgzXbCsoK6OdjkCuN0QS4RLGIQFRcTwwWrUogRr1y9uP4AxiotQRYQIrjaBJaK7mwRe1pT+mZkE6em00Lp4UWmwmCWirw/ImmrGZKZ3RLpLcLVLPk99aWoCVse10T8GiAjG3NSKsJA7gqgBYA/0bmaroiL6bFQRsXQpBYwaYIlISwMCO40TES47zSkplL59aMiQ/iyEtjYgDcp8J9LVeZHCQicRkZdHX5oapOdbhF7JYcaJCLeWiOFhze6muZktlcUPmfuc0QwA55x7mr0pHYDWd6QLgLv8MhsYY8cBnAHwJc55tZtzwBh7AMADAJCcnIyqqioPu+cZQ0NDHvWh8MUXER0ciwvBGRgZ2YmqqvnvWhQWFuC115Lx5pt7ERjIsSwxERm7d2P39u3gwcGL7pO3eemlVOSBfsVHBgYwoPN31tOzBMAqvPTScZw924/CwEAktLTgbS/3w9OxMBvlDTWox1bEDe9GVdXictMnJmagrS0fzz+/F7Gxk8hLSkL6c89h9xtvgOuc7UbLsWOxAFYiqqceF4rSUW3Ab/rixUQAZXj++YPIzR1G1vg4lvX3Y9drr8EeGrqo5/TleHCm/kgwPonzqI0N98prjowEAtiCZ59tRWRkO4KGhrAZQPPzz6MzPNzj518IAwNB6O/fjPjBAwCAfd3dGDdgjISHr0JtrR1VVccBACvCwhBQX4+j8+yLnuPBmX374pCNdgzFJuGI6tPoHVJT12PHjkFcdRUpiVXJyeAHDuCYju/1yJGVSImfBK8+g3bO0WbA5zw6moPe3my8+eYuBAZyJF+8iBIA+//5T4xmZLicb+R4cGbXrlyUsS5wFoCdNTWUCcWLREcX4u23E1BVRWno0+x2FI6PY9/f/47xpCSvvpY7tm1LA1AIe8s+2EJCsLumRvdUxGNjND7eeGMXgoI4Uvr7UQzgnRdewFhqqqnGg1s4525vAI4BOArgywCKAWRrbzM9br43AHcB+I3m/48AeMzpnBgAUcrfNwNonM9zV1ZWcqPZsWOHR4+3V1by3WHX8jvuWPhjn3qKc4DzgweVhr/9jRoOH/aoT97mC1/g/PNBj1Lfurt1f/2WFnrp3/5WaXj4YWoYHvbq63g6FmZkZITbwPhjid/26Gl27aK3/dJLSsOTT1LD0aMed9ETfvlLzgE7t4WF02AxgN276aN49VWl4Q9/oIampkU/p8/Ggxue/c4pzgF+9v+e8Npz5uVxfuedmobMTM4/9CGvPf98OXCAvoq6O/+D88BAzicnde8D5/RZFBdrGu6+m/P8/Hk/Xs/x4Myjj3K+G5v4+IarvP7ct9/OeVmZpuH++zlPS/P668xGairnX75Tmeh/8xtdX1vwi1/Qy585ozS8/jo17Nzp9nwjx4Mzd9/N+TPRH/XZ9/aDH9BH0d+vNLz2GjXs2uWT13PmC1/gPCyMc/v77uS8sFCX13RGjI/Tp5WGl16ihn37OOfmGA8ADvEZ1tsz+kBwzlcCuAdAFIAnADwMoAzAac55+0yPWwBdADI1/2cAcPAT4JwPcM6HlL+3AQhmjCV44bXNzcQEcPIk9o5V4tprF/5wswfLCurqgFWxLeRULAISdSQ9nUzuqjuT8G/q6tK9L4uiqQkB4OAFnvm7r15NXkwHDigNJhkvDQ1Adug5BIyNGurOBFi3VsSlYxSUnrDWe5/fihVOWV1FcLXOiPjL5DElaNYgq5mV3ZlaWoBc1obgwhyvP3dpKf2G1WzRBQX0u9HJjWd4mL6XihjjXFUAN7UARIMFgmfb2oDskDM+K+JYqFy6VC834ZLY1uaT13OmuZnCRlmHsTEzgJvxYZE5ZFZHas55Hef8m5zz1QBeBPAnAJ/30msfBFDAGMtljIUAuBvAC9oTGGMpTPGpYoytU/rb66XXNy81NWATEziC1aogWAhpafTD2LVLaTBpcHV9PVAcovi7u3ed8ykhIfR7dYiJACwTFzF4mJxJo9cUefQ8kZFAeblGROTlmSK4uqEB2JxuXHpXwE2RahdVYW4mGujzC8z33ue3fDld9FWXXbFatC3OnW6xTAfNthkSDyFISQEuXaLYGbVhcJD83k1OR9MEUvkZr1cjBmhYTE5qku2IFaNO2XdEetfCMGOqVQtc1oTCTcciIiLVfsYn8RDA9JBQ4yLENVgnEdHUpOR0MaBGhMBlOFhIZAJziAjGWDpj7IuMsT0APgwSEL/wxgtzzqcAPATgNQC1AJ7mnFczxj7FGPuUctqdAE4pMRGPArhbMa34N0razuaI5WpR2IWyZQsFy3IOUwZXj48Dra1A5lSLYQtEgIwPqmYQlgiLiIgLe8g/NeNqz4qIAVRO5MABZbyYJLi6oQFYE2+siAgNpcrVVrVEBHe2YiwwYvpK5QVWrKBxoqaRLi6mH3S7NwzU86epSQma7WgzVES4FJyz0E7iSEMXAsB9soAyOkOTEJkZNmVcZmbOfLIPcalanaA4U5h8kTg6Sn2OG/edJWLZMrrcqEMiLIx+UDqICM5JaJbkjNJ3YbDIVIeDmKstMH8As4gIxthOkPUhGMD9AO4D8DKAEMZYnDdenHO+jXNeyDnP45w/rLQ9zjl/XPn7p5zzMs75Cs75FZzzt73xuqbn1ClMsBAkbshfdFrrK68Eeno0RcTWrKEMKiapXN3UBNjtHPEDrTSTGERmpsYS4eLfZG7GTjSgC+kovyLK4+dat44y+ajZ9VauJDGr8+6yYGqK+lIarogIgyZ4wCmr65Il5H5nAUvE5CQQd6kVA0tzvGrpEwmZVA8mUTVKnWz0obkZKF42Qd+FwZYIwE2tCJOneeUc08LPB7+v4mKnDE0iA59OGZrEXJYw3E5fUliYLq/rjIumDAqinQmTi4iODiAUY4gY6fWZiAgJof0hB12Zna2LiOjuJqG0PNZYS5WLJSI0lK4zJh8fgtksEdkAlgL4JIDXARxSboeVe4mPmDx6CrW8GFdsWXwmJeEGpaburKw0VeXqujogAT0IHhsyhYjgHPTjTUmxjCUipK0ebcGF6iLGE9ato3vVpWnFCip4qHNKRkFbGwmJHLTSLBsZaUg/ACcRwZhl0ry2ttLnN5HuXStOTg5Vrz5+XGkQIkLnrCZNTcCaZOXHa6DIdLFEiB+kyXcSz58HkscVEeEDERYRQU+rWqwiI+nHpJMloqmJSnaEnjXOVQWgtx0Z6TQckpJMv0hsawNSoShjH4kIwE2a15wcXUSEEJmFocbGzERH09LDYXxYKK5qtsDqHM55rnJbprnlcs6NW/VdBkwdO4lTKMemTYt/jvx8mkDVReGqVXR/7Jin3fMKdXVALox1VQFIRAwPa+oAOJgmzE1CXwP6kz2LhxCUlQHh4Zrx4rLdrC/iopI00mbo+ABo3eOgGdLSLGGJaGrkyEUrAgu8+/kFBDjFUsfF0aJIR0vE0BAt2pcv8d0ieL4IEWG1qtUtLVSnhzPmM1ef0lKNJQKgFaOOlgij/d0FLrUALCIifFkjQiBEhOqonpMzXQXOh4jQnGwYKyIYc1Ok2h9EhMQgBgYQfr4D1awc691VzZgnjNHu8v79SkNeHm2HqNuHxlJfD6yNUyLfDLZEANYrODd1rhextj7Y871TiTgoiIxVqogoLQUCAw0XEdE9xhWaE6Sn0wSvZplxURXmpON4P5ZgANEV3v/8li+nqUS98BcX6yoi1KDZkDb6w0ARkZBAwkoVEcI/weTuTC0ttICaSkwlvxIfUFZGc/3UlNJQUKCriMhfZqf53GAR4bImtICIaG8HMgOUec7HloihIc3vJyeHBoxDyjPv09xMl7j4oXb6AfvwPc6Fy3CwwPgQSBFhNhTb70huOaKjPXuqdevo6YaGML19aCJLxOqliiXCwAWAi4gQkdYmj9/v2E5B1dGrvSMiABovR44oi+WwMFoYGiQ6GxqAhKU2BHZ1mEJEcK65pgl3JpOPEZHeNbLc+5/fihWUkUj93egsIsQuYvpUG81tbop26UVgIC0SVc0QHEw+7ybfSWxpATLQhcBs3wUcl5SQF63qnZKbS8F6Pk7zOjlJi+AVqecp6F9k/TGIlBTriYjOTqB0iWJx9bGIADQuTTqleW1upmER2NVOk7yBhXhdhoO0REgWy9RxilmI3bLItEwa1q2j6vFHjigNK1c6bR8aA+dKetfQFvr1RHkeGLxY3FoiRkcpytjEnN9DM27qVu+4MwEUez8+rvFhNij/P6Ckd83poh0pE4gIwClD0+ioxgfOnEwq6V3ZMt9YIgCnuIieHrrpgBARCYNthi8AgBlqRVjBEhF0GgGZvnNVKVKmJ1VfCqtza6vPXhMgAWGzAWVRxrqqCFyGQ1IS0N9vmkQn7ujqAvIjzpCVKs4ruXTcYpSIaGpSYv1NYKlKSnITE9HXpzF/m5d5iQjG2ArG2EPKbYWvO3U501t1EoOIQskNnu+ciGBZ1aVp5UraPtQ5FaMzZ88CAwNA1pTxriqpqbST6FJwzuQuTRMn6zGBYCy7JsdrzylqzKmic8UK+hz6+732GvOloQFYl2h8zAzgRkSIBpO7NAV1+u7zE6mnjcrQ1NxMbkQhZ9oMtWQKXHzeXbaezUdLC5DOu3zq7+4iIsRYFP5oPkIEzeYFG5t5R5CcDPT2ataEwuVNJ9G9GDo7gawgJb2rD+s4ZWSQ4VvvWhFmipkRMRHq/q4YHxcuGNan+TKniGCM/RuAvwJIUm5/YYz9q687drkydfQUqlGG9Rs8NxIlJtKc7ZBxBzDcpUlcUOIHWgyNhwBIQKSluSk4Z/Lg6pC2BnSG5CE00ntVevPzySikigix3XzypNdeYz6MjNDHXx5pvLsbYM2q1RMTwJK+VoyELaV0gV4mOpp+uqqIKCmhe51EhEORKBOICCtWre5pHUSkbdCnIsIl5l4nS8S0u5s5LBEiYZdLLQCTujRxTpaIFO67QnOCgAAKlVFFRHg4fWA+FBF9fbQ3lp8zRW/UBJaIyUna4wVgmeQMwPwsEf8CYD3n/Buc828AuALAJ3zbrcuX6I5TaAot99qYFkXEAND2YUCA4SKivh4IxBTCLxjv7w6QbrCaJSKupwG9cd6LhwBoaKxapalJKESnznERYgGQF9BKO2AG+zPHx5NFX9UMLtWjzEdbG6V3HU323e9LBFcDoO8oLExXEVG0bJIWACYREefOaRLKmNydyWbDtCr28SKxuJjmfACkKqKjdbFEREQA0X3tJKJ9IKQXgtWqVl+4QK6t8WO+KzSnRe80r8JSVbb0DP0YTCAiAM348DMRwQBoc23ZlDaJtzl/HjFjFzCcW+416+G6dbQePnsWNKsWFhqeoamuDigM6wSz2Qy3RABOWV2TkihVkYlTeI6PcWRONGEiO9/rz11ZScNjagq0MoqP1z0uQlxMUsbbyNbto8wx88WlNIQFRERjo5JC2YcifcUKep2REZACLSrSRUSMj9PvdWVCFwV9mUBEpKRQV1TvlJQUyh09PGxov2bizBkgxa7McT4OSncYFozRnK+DJSIvD2Ad7YZvQgBuSoeYXESI62HUwGndRERzsyaLl04ioiDEHJaqGatWm3R8aJmPiPg9gP2MsW8xxr4F4B0Av/Npry5Txg6S20hIpedB1QKRJtbBpckElogtGebwdwdIRHR1Kf6IItWbiUVE69vdCMcYQkvyvP7cq1dTzHB9PeiCv2KF7qJTiIglvcbHzAgcRER0NKVL9nEKQk9oarAjB20IL/WtJcJu1wTi65ShqaWFfqtlkW3UYPACALBerYiODiAd+lkiHGLuc3N1sUSYxd8dcFPE3OSLxK4uIAqDVAxWJxExNaXRDT6uFSFERLrNHCLCZTiYfP7QMqeI4Jz/CMBHAfQB6AfwUc75//m6Y5cj3W/Q1Tj12lKvPeeqVeT3r4qIlSvpl2pgZpm6OqByqfE1IgSZmbS7qcYwZWTQLGpSTu+mzy5+nfdFhAiuVl2ali+nKuc+LvyjpaGBvoLADpOKCMBNJK25OHviPMIwjvBi310cy8vp3kFEtLZSpXMfIkRmXlAb/WESSwSgGRIuq0Zz0d6ur4gANC5NwhLhoyyBdjtplLw8mCLzDuBmTbhkCWUUM6mI6OzUp9CcwG2GpslJn23UNDWR8A87q4gIg61VLu5MUVEUG+IPIoIx9mfO+RHO+aOc859wzo8yxv6sR+cuN4YO1qIfsai4PsVrzxkRQaEQDiICMCx15+goXcBKwlpJ3RiY313gkuY1Pd3UlohLR2kbJW2z9wVYURHNXQ4ZmkZHp7dudKChASjLH6dVuxQRi2K4lmJ6WI7vFlB5eUBoqEZElJTQCs7HxcTE06dNtJO1zEfVlheCi4hw8V8xF8ISwWNj6SLhQ1xERG4uzSk++mzOnCEdW5I+QJtlJhARERG0LlTfMmOmrhXR2QlkB/m+0JxAiAh1jPg4zWtjIwVzo72dMtD4+DcwF4mJdK8OB5OPDy3zcWcq0/7DGAsEUOmb7lzeBDXVoim4BGnp3g05EcHVdjsMz9DU2EgbUFm2Fprcg7yXXWixuIgIYYkwaTExW0MLbAhAWJH3L46BgaQzXTI06ejS1NAArE9pp8/fRCJiYEBTI8vkIsLWqiQG8OEOW2Ag6YZTp5QGndK8NjRQetfwc20k+A2OmQHcGB4sYInIDT4NpsMuc3Y2iU2XDE0+cmkS+x2lkeZwVRFYqWp1ZydQvtT3heYE8fHA0qWa/QfxnflQROTng34IJoiZCQqiz8CKBedmFBGMsa8xxgYBLGeMDSi3QQDnAfxTtx5eRiT21KI/ucTrKZnXraPUYY2NoMVPUpJhwdXiQpIwaB5XFZeETOnpFC2q5lszF2FnmtEbnumzxVNlJXD0qCI6S0tptaiT5aq3l24rYsyR3lXgUhrCJaeneZiYAMIu+F5EAOTSpFoiCgpoB00HEVFQACUFVY5PX2u+REZSqIyqGcTWokkXAR0dQE6wb2tECAID6ftyqRXho+BqISJyA8zhqiKwkojo6gIKo/SzRDBGVnCXWhE+yJI4MEAfu2qJMInIdFu12qTjQ8uMIoJz/j3OeTSAH3DOY5RbNOc8nnP+NR37eFkw1NGHBNv56XzrXmTtWro/dAj0a1250jBLhDBXRnQbXyNCkJhIO2UOlgjAlHERExNAwqUWDCZ5Px5CsHo17bg3NoLSdhYV6SY6xUWkIMg8gfeAm9IQKSnkKuFj///F0NYGZPIOTIZFAbGxPn2tsjL63Vy6BHIJyMrS+CT4hsZGxf2hrc00CwDAyTgVHEzmEpOKiPZ2INV2WhcRATjF3Avh5yNLRFMT7ewmjkhLxGLp7ARyQs6QD1Z0tC6vWViomToiIuj34wMRIVKIF+Rz08TMAG6qVrs0mJP5BFZLwaADzS/VAgBiN3hfRJSWkp/7oUNKw4oV5INgQEn1ujqgOGMIrOeCaRaIjJFucIiJAEwZF9HUBCxDM+y5vhNgq1fTvUNchE6WCCEi0ifbaCGmwy7YfHArIgBTTvItLUAWOjCRkuXTSrPAdHB1TY3SUFAwfZX2AUND9B0U5U2ZpkaEwMXDzaS1IjgHutqmEDtxTlcR0dJCmyAID6cflA8tETk5QODpDrLWCtcyg5lRRJjMbdZup0tfGvN9oTkthYX0k1azImdnk9r1MsJlqjj+AsXmmEREuBgeRIPdblif5oPnZZElXuH8LhIROTd5X0QEBVGWpoMHlYaVK2k29/GOoTvq6jTpXU1iiQCcakWYWETUHx5CMs4jssJ3lojSUrLMOGRoam/XJaNXQwON19j+VprcAwN9/przYUYRYUKXptZWEhGBub534yhTIubUuIj8fJ+KCLEAWJFwmjKGmVlEpKSYUmRevAhEDZ9FALfrltiiqIi+LjU/gw/TvDpUM8/KorTdJiApiVw11VoISUm0iDVZLZFz52h/MXFCn0JzAhFcrU4fWVk+tUQsCzSXpcqtO5PNhqDBQcP6NB/M8euSwHayFqMIQ9Ja3wzoNWvIz31qCtMZmnR2aeKcdMvaBHO5qgBOIkJMnCZ0Zzq3T0nvutZ3Aiw4mHSDaokQ2821tT57TUFdHS0AAtrNEzMDTJeGUHWlKAxgwp3mlhYgE50Izfe9iMjOps/FQUT09gL9/T55PSEiCkPa6A8ziwiTWiL0rBEhcIm591HBOc5JqKhBsyZZIAI0HDjX1Mswaa0IcdmLGdKn0JygqIju1bgIYYnwsqWmsZHeVriIGzPJGElKIoE/Pq5pABDio7nUW8xLRDDGNjPGPqr8ncgYM8/V3U+I6qzFmegin+28rl1LscJ1dSDJHxqqu4g4fZo2XUrDzFMjQpCZSbvMNhvos0lMNKUlYvAEfXahpb6zRADk0nTkiDJ/i+1m1WfFd9TXKwuOVnOJCMZovWWFqtVdjaNIxnmwbN+LiIAAslypwdX5ShV1H1kjxAIj09ZGf5hMRFy6RJvLAEybXUXPGhECsUB0CK7u7FT8m7zHhQv0HRQWwjSZdwQutSJMKiJoM40jvF9fS4SYOlQHiawsWjB4eRHtkN4VMI2IEONDrVelNIQYWNNrPsynTsQ3Afw/ACI2IhjAX3zZqcuNiQkgfbAWQxned2USrFlD9wcPgvxFysqAkyd99nruEBeQLFsrBWzFx+v6+rORlUUCQvVOMWvBOeEP4GMBVllJF+OWFtAkGx6uWSn6BpuNJviK3CHarjORiACcakUkJpKyMKGIGGlQxq1OC6jycidLBOBTEZGRAYR2t1GDCWpECFzCZFJSaOdGzQtsDoywRERH00s51IrgXGP+9Q5CZBbljNNkbpIFImAtERGHPgRMTugaExERQT9nB0sE4PW4iKYmZZpqa6N1yNKlXn3+xeIyHJQMb8F+YIl4D4DbAQwDAOf8DAB9wvUvE2oPjyAb7Qgo952IKCykidwhuFrngnNCRCQOtdIi2MdBnwvBCgXnpqaAqPMtGAlb6vOJzyG4OiCAsob52BLR1kaCevVS87m7AU4iQmTfMVlMBOcAb9cnvaugrIwWRj09IF80xnwmIhx2EdPSyGpoEqxStbq9HcgKPA0uxrBOFBW5ydDk5ToAYgFaEq0IaSkiFkxnJ5Abol96Vy2Fhb5N8+o2vatJ1iEuVauVhmCrWyIATHDOOQAOAIyxSN926fKjY3s9AsARt9F3IiIggHaXVRGxfDld3HScwOrrSciEnmkx3QJxxoJzJqKlBci1N2MkxfduYOXlZLA6elRpKC31uYgQu5TFoeaqESEQIkJ10U1NNd0Csb8fiB/RV0SIkJnqalBK4IwMn1oi1PSuJhsfM4oIky0SOzqAwogusLQ0XYOORZpXzuFTEREcDKRPmctVBZh5p9ls46OzE1ger1+hOS0izSvn8IklQsRUma1GBOBmuoiPBxizvjsTgKcZY78EEMsY+wSANwD82rfdury4uI8CVlOu9p2IAMil6dgxxQ1VVCLW0aWprg4oLuJgra2miocAZrBE9Paaqg5AfT2wDC1geb6NhwBog7e01ElEdHbSVo6PUN3d7G30h8mEZloaDQfVumzCqtUivSsXQRw64CAiAPIVUEvPeo/eXqCvz0IiQiwSVSdnc9DeDmQH6lcjQlBcTC6S586BhGZgoE9ERH4+ENhlPhERE0PzqrrTHB5Ou2omExFdXUDxEmMsEUVFFFzc0wOykoWFedUSIfY2zBh47yIyAwOB+HjrWyI45z8E8HcAzwIoAvANzvljvu7Y5QSvrYUNAQgsLvDp66xdSwLi1CkAFRXUqKNLU10dsDb7PPkJm2yBuGQJuUe6FJxT/VeMp77Ghhy0IaJCHwG2apWTiAB8Wo24vp42XyLPt5KDrFiEmQSXqtUpKaZzZxIiYiox1WcVzZ1JS6Pfj6/TvKqZmZZNKdWwcrz+Gp4gwmTURaJJd5o7OoAUuzEiAlCmkKAgmmN9ICLUXWZRAMgkMGaNgnOdnUBemDLJiSx0OiHSvDY0gD6wrCyfWCLykwZIrZhIRERFkWZyGA6Jida3RDDGPg+glnP+Zc75lzjn23Xo12UD58CSM7XoWZLnc/9eh+DqxESaIHQSEUNDtMOxRqR3NZklgrEZakWYyKXp/JEuhGAS4WW+t0QAJCLOnVPWyUJE+NClySUzk0l8VQUutSKEO5OJikUJERGQpV/AMWNkjVAtEQUF02lyvIjq777kDAUImWgBAEyHyZjZEjE+DnR3c8SNntZ9gS1EhBpcnZPjVRFhs5F2VTMzpeonpOeL2UWEzUbzW0bAGdrRCQvT9fUdRARAv3EvWiIaG+nSHnFBESYm2oiYSWRa3hIBIAbAa4yx3YyxzzDGzFH+0U/o7ATyJ2sxku1bVyaA1mVxcU5xETpXIi4T6V1NZokAzF9wbrxGn8xMglWr6P7oUeU1Q0N9KiLq6pRUkCZL7ypwW3BuctJnNREWQ0sLkBuoT6E5LWVlZIngHNMZmtTKYt6hoYEs/FncfAsAgYOHW3g4bS+aSER0dQFLcAkhkyO6WyLS06mmiFpuxssiorOTRFJhIWjhaTKRCZhfRHR3k5BIsumb3lWQnU1i3CG42ouWCDUzk8nSuwpchsNjj6H+i180rD/zYT7uTN/mnJcB+AyANAA7GWNv+LxnlwnHD0+hAI0IWe57EcEYWSMcRER1taaEpu8QXjDZdnMGzQJOIkLs0pnIEhHQpggwHWIigOmahEePglZvxcU+S/MqfKWLCrlpRYSw7Ku60oS1IlpbODLsHbrnxy8vp3iFc+cwLSK8HBfR2EjDIvh0GzWYcA5xCZMx2SLRiPSugoAANxmaTp/2Wq0IsfBULREmWyACboaDycaHuNwtHdG30JwgKIgubw6WiHPnvBabaNYaEQKX4VBRgVET1Tpxx0JSM5wHcBZAL4Ak33Tn8qNjRzNCMIn4zb4XEQCJiJMnlYJIy5fT1o36i/UddXV0EUkYaKErbUSEz19zoWRm0nw1MQGKgouKMo0loq8PSBpqhi0wWDc3hJgYmtD1yNAkXBwq0vuAwUFTiojwcMqs61JwzkRxERebehDGx3QXEaIe4alTmLaUeTkuQvV3F7vXJry4uoiIxERTWSKMKDSnpaTEyRLhxVoRasxMvp2e02QLRIAsEefPA3a70pCUROPDZjO0XwLxVUReNMYSAZDQdCg4B3hlM+/SJfqoVREREjKdEskkJCWZsj7lrMwnJuLTjLEqAG8CSADwCc75cm+8OGPsRsZYPWOsiTH2VTfHGWPsUeX4CcbYam+8rpkYPEAzatgq/USEzQYcP47pDE06uDTV1dG6MLDDfJmZBJmZdE1TdYOJ0ryKzEyjyTk+q2rujpUrNYXNS0tpATc87PXXEbuTJWHmtVQBTlWrhWnCJJaIqSmAdeqb3lXgkKEpMpIWIF4UEXa7JmamrY0+e539teeDEBFqmExioql2mo20RAD0/XV0KFOIl9O8NjTQvk8KztJOkAlFZnIy/U5VD8jERBrcJvF77+wEAmBDUO9ZQ8YHQJakpiZFV3kxzauYjlQRkZWla4rj+SBEponC7OZkPp9gNoDPcc7LOOff5Jx7ZSuSMRYI4GcAbgJQCuAexlip02k3AShQbg8A+IU3XttMBDYo2zIi6szHrF1L9wcPKq8ZFKSLiFAXAC3mqxEhEGle1TguExWcq68H8tAMlqevAFu1ilzbL12CTzM01dcrCVum2qjBpGPEoeCcydyZOjuBdLsxIiIpiYKK1QxNBQVedWdqbyfrqSoiTLjLDNCQGBvTZEIWO80mob0dKIlSNkYM2GkWl7mGBvhERBQWAqzDnK4qgJuCc6LYX0+PIf1xprMTyAk/D2a3G2aJKCwkB4nOTni14JywbpixRoQgKYlEpkk05byYUUQwxmKUPx8B0MEYi9PevPDa6wA0cc5bOOcTAJ4CcIfTOXcA+BMn3gHVqtA355gPuXQJSO6vxUBMOvmO6EB6Ok1khw6BzHklJT4XETYbTfClBZM0M5jYEgE4xUWYSEQsQ4tumZkEIrj6+HH4NENTXR25TgV1mrNatcBBRMTE0G64SUSEyMwEwJBdWIcMTXl5Xg2sVi1VJaAFgEktVW5rRVy4YJqtxY4OID/itCGZdwDl+4Pi0pSeTjvBXhQRBQWYXnCacJHoIiJEBi+TiIiuLmBVkjGF5gQOGZoyMiiY0wuWCOFSbXYRAVjLpSlolmNPALgVwGFQtWptvkUOwNOVYDoArTNkF4D18zgnHYCLEzJj7AGQtQLJycmoqqrysHueMTQ0NGcfTpxYgo2oQW9SJo7o2N9ly8qxc2c4qqoOoiQ5GUsOHsQ7Pnz97u4wjI1dgaWDVYDdjrrxcZw1+Ptxx+hoAIArsXNnCzIyOpA7NYWs06ex8803PXIhms9YmItjVemIQz+aGEeXjp/d6GgIgI14+ulG8Hd3YUtQEDpffRWtmd5NIXrkyFqkpY3i9J49SIqOxl41EMNcTE7m4syZLLz55k4EBgLrY2MxcOwYahfwnXhjPLjj1VdTqUZESCj2nDype4rc2NgCvP56Mnbs2INsxrDs7FnseuUV2MPDPX7uF1/MAJCPvgu7YG9vR+f69Wg14Rxy9mwsgJV45ZWj6O6+hIyBAeRPTmLPyy9jKirK7WN8NR7cUVe3Dim2FgwtWYJDBnx+ExMMAQFX4tVX25GW1oYrEhNxcf9+1HnYl4kJhra2K7FpUzua33oLeQB2t7fDZpLFuaCtLQLAOuzYUQ3GLiCqrQ1rAJzasQM9k5MA9B0PzlRXr8aNQbRlf7i7G4MG9KOvLxjAJrz0UiNCQk5jQ3w8+vbvR72Hfdm1qxSpqVHYv3MPrjx7Fq12O9pNNoecPbsUwAq89tpRnD1LKbKNHA/zgnNuyA3AXQB+o/n/IwAeczrnZQCbNf+/CaByrueurKzkRrNjx445z3n0xzY+hAg++PHP+b5DGr71Lc4Z43xggHP+P//DOcB5X5/PXm/bNnqJEz/aTn9UVfnstTwlLo7zT39a+ednP6P+nj7t0XPOZyzMxftyDlFfnnvO4+daKMnJnN93n/JPeTnnt93m1eefmuI8JITzL3+Zc37jjZyvXu3V5/cmP/0pfQ3d3UrDhg2cX3vtgp7DG+PBHV/7GufPsDu5vajIJ88/F7/4BX02bW2c8yefVH70J7zy3B//OOcJCZzzzk563scf98rzepvqaureU08pDX/6EzU0NMz4GF+NB2fsds5DQznvTFrF+c036/Ka7sjP5/yuu5R/rryS8y1bPH7OU6foY/7znznnDz7IeWysx8/pCy5coH7+5CdKQ3s7Nfz61+o5eo0Hd6Slcf7HDcoPuavLkD7Y7ZzHxHD+0ENKw4YNnF9zjcfPW17O+a23cs7r6+n9/eEPHj+ntzl+nLr2zDPTbUaOBwGAQ3yG9fZ8AqvfnE/bIugCoN3OzADgXB54PudYlq63OxCJEUSudQ4F8S1r1pB1/ehRTAdXnzzps9cTvog5dvPWiBC4rRVhcNXqqSkgpFPfGhFaHCpXl5R43Z2prY3iIB0KzZkUt1WrTeTOlB/SAWZQQKnDVCLSEHvJpam2VnGFEa4vJnRFANy4Mwn/BBMEV58/T77mcaP6V6vW4pKhyQvuTGJKKiuDaV1VAKrTFBhozpiIyUlKNJcVdIb8fgzKXMQYuTQ51IrwMCZCuFSr7pCAKV0irejONFtMRJgS+5DAGFuqiYfIAdWL8JSDAAoYY7mMsRAAdwN4wemcFwDcq2RpugLAJc65efIpesjYEZr5WJn+IgJQgqt1yNBUV0eTZ9SFVqokY+AFbC4cRITwCTU4hWdbG5BlUwSYQSKipoYWICgqooX++LjXnl8sKIoL7fRmTSwi3BacM0mK15YWIJPrXyNCIDI0eVtEcK4REa3mjplZupSmODNWre7oAIIxgYjB84bOwcXFtKCz2eC1WhG1tbT4LCqCqUVEQIBTGs+ICLqZYHx0d9NvLYWfIQERNJu3u29xKyLUvLgLx2GjyqQ1IgDSlIyZYs9h3sxmifgkKB6iWLkXt3+Csip5BOd8CsBDAF4DUAvgac55NWPsU4yxTymnbQPQAqAJwK8BPOjp65qFyUkgvFXZPhHRZjqRnEyL5UOHQKkS4+N9LiKKigDW2kI/XB1TlC4UtyLCYEuEyMw0sTSJchjqzKpVZA05dQr0RdrttGL1EiIYtyz+LIkTE+4QCdyKiL4+rxXM8oSu5nHET5w1TETExNDP++RJ0K5BbKxXRMSFC/QRO4gIEy4AAFoAOBinTCQi2tuBVBFOaLCImJhQDBA5OTSfeJhKu6aGdGVEBExbrVrgUrU6IcEUlghx3YsfM6bQnJbCwumMbMjOpgHjwcpaJGZQRURAgCk3M4OCaDnmFyKCc/4TznkugC9xzpdxznOV2wrO+U+98eKc822c80LOeR7n/GGl7XHO+ePK35xz/hnleAXn/NDsz2gd6uuBQlsNRpek0AVXZ9TK1YyRNcLHIkJ1VTFpZiZBZiYtWEZGQLM9Y4aLiLo6yswUoHN6V4HI0HT0KJStPmiqAXlOTQ1ds5b0mXuXGZgeEmrSLmF/NniRODAAhPcpCzED8+NXVGimkrw8r4hNYalSRURamilrRAiSk92ICBOsCoyuESFwyNDkpTSvNTXK8168SD8GE4sIl6rEJhMR0QPGFZoTFBWRVaS5GdPzmQcZmlRrtxAR6elkMjQhJitiPidzxkRwzh9jjJUzxt7PGLtX3PTonD9z/DhQhmrYivV1ZRKsXUvFV/r7QSLi5EmPzIUzcfEi7boUFcHUNSIEDmleg4LoF22wu0p9PZAf0IKgIn3TuwqWLQOio30nIqqrFV9msZAw8RgJDqYhoepKl5yNxtDaamx6V0FFBQ2NiQl4Lc2rwy5iW5upLVWAkyUiLIx+PCaxRBSEKULTQBEhppC6OnhFRExN0ZgrLcX0QtOEheYELpaIxERTiYiQ3jOG79I7pHkVgtCDuIi6Opq34+Jganc3wHpVq+cTWP1NAI8pt6tBdSNu93G//J5jRzlKUYPwNWWGvL6Iizh8GMCKFbT17kUXFYFwVVmROwD09lrCEgE4uTQZbIloqp1Ehr3DsM8uIICGyLFjIJ+VlBSviQi7nXaJysow7api8kWiQ9VqkwTOOtSI8HL63YVQUUGLuro6kIhoa6MGD6itJTeVzEyYPvAecBNrb5KCcx0dQOkS4y0RcXH0kdTWguoAeFgrorWVRKuDiDDxIlGICLV0SEKCKcZHZycQHzWOgN4ewy0RBQV039AAr1giVG8I8TwmHx9+ZYkAcCeAawGc5Zx/FMAKAKE+7dVlwOn9XYjGEALLjbFECBFx6BCmg6uPH/f66wgRURFlflcVwI2ISE01XEQM13YgEHZDBdiqVTQ8bDbQVqKXRERbG+nX0lLQaiAlBfBCXQFf4qArTWKJaGkBMkVJnYwMw/rhkqFpakrzY1octbW0AAiwKcUqTT6HpKTQIsBmUxoSE02xKmhvBwoiTgOhoYa40GopKVGEZnAwjVcPRITIzGQlETE2BgwOKg0mcWfq6gJWpShWd4NFRHQ0XXrr60GxVTExHlsiiotB81FXl6nHh9+5MwEY5ZzbAUwpVazPw/NCc5c1nANTJ7Qzn/4sXUrX+IMHlT4EBPgkLuLUKSAyEkgdU0SEyS0RYoPOwRJhoDvTxYtATK9xmZkEq1YBw8PkAudNEeGQmrGlxfTjA5hBRBg867e2UnpXJCYaKsIKC2ld6M0MTWpmpq4uMl2Z3FKVkkLdVNeFomq1wXR0AJmBp6erABtIcTF9r5zD4zSvYg5RUwCHh09bCE2I26rVg4NezXi3GDo7gfI4ZWIzWEQA3kvz2tNDThDFxaCJ22YzvYi4dImEphWYj4g4xBiLBWVHOgzgCIADvuyUv3P2LJA+YKyIADTB1eHh9Iv1gYiorlY0Spv5a0QAtEmXnOwkIs6d89glY7HU11NQNQDDRQSgiYvo7aWbhwhLlWqJsIiIOH9e8fuPiiK/dxNYIgrCOg11ZQJIQJSUKFOJF0TE4CD9Fq2Q3lXgtlaEwSJzeJh+rilTxtaIEJSUUDze+fPwiojIyKDda7S20vMZLJJmw8UD0iS1Ijo7gcIoRUSYYIwUFZEFgXPQon+R7kwuQdWAqUWEEJkm2HeYF/MJrH6Qc35RyZh0PYD7FLcmySI5fhwoRQ0mYhOnJxADWLuWxP358/BZhiY1aLa1FViyhEwgJschzWtqKs1iBi0ShYiwB4cYujtUWkoLRG8HV1dX09uKjbSGqwow/TWcPQtarJjAiVV1ZzJBQGlFhWKJSE8nVe6BiBAis7wc1hURInBWdYLXH7GJGztiDhHhUFPEw1oRtbWavTgLxMy4WCJMICLGx6k/OSHmsUSUlVGmxHPn4JElQiRmcCg0Z2IRYZIwu3kzW7G51c43AHEAgpS/JYtEZGbSu8icMy5xES0tGkdNz+npoQmgvBzTriom3iESZGWZp+BcfT2Qx1rAcnPJ5cwgQkLoe/SFiCgrw3QxIQtYIlyqVhucTsNup7VT0liH4ZYIgEREVxfQfymAFnQeiIiTJ6efE62tVGPGBO9xNtxaIiYnyUfBIGjtxBF50RwioqKC7lURschaESIxgxQRniHmsnR2hnaL4uMN64tACM1Tp0CL/r4+YGhowc9z6hQlZsjKgqVEhFUyNM22KvnfWW4/9H3X/JfjxzjKWA2CVxiTmUmwejWt6R2Cq0+d8trzq0XEhCXC5JO7IDOT1rScw/CCc3V1QElIC5hBNSK0rFpFIoJn59CFxkMR4ZCZqcUa7m6AmyFhsCXizBkgbOISwiYGTbHAdphKPEzzevIkeYzl5IBcXjIyDK2kOx/EItFMtSI6OoA49CFgYtwUIiIpiW6qiAAW5a7S0aFJzNDfT0LN5HNIYiJddx1iIgBDRYTYNEuYUArNmWCzz0FECAvrIqwRJ0/ScwUEgMZYUpKpk3eYJMxu3sxWbO7qWW7X6NlJf+PM4W4s4ZcMjYcAyIe0uFgJrhZXfi+6NKkiopRbxt8doHXY0JCycZiaSo0GiYj6eiDbbo6A41Wr6Dp3+lwQkJ/vsYhoa6OKpKWlmBYRJnifc+EiIgy2RLS2ajIzmcSdCdDERTQ3L9qVx2EBYJGNiKgoujlYIgBDnZzb24HsAONrRGipqNDsMgOLiosQ15iSElhmI0JUJXaxRBg4PoSIWDJkfKE5QVIS6SsHEbFAock5zUNieYO2NlNbIQA/cmcSMMYiGGNfZ4z9Svm/gDF2q++75p+MjQGhzcYHVQtEcDXPzKI0al4WETExQEbQWXrjJp/cBQ6bHqJEsQHuTDYb0NPYj6jJi6ZYXLsEV3soIlwsVSHGxn3Ml4QEWgioVauFJcIHxRrng1lqRAjS0ykro5qhaWhoUQskzuk5hCixiogAnGpFmMQSsTzB+BoRWioqaA6wpy2+VoS4XKnuboAlxohDrL1It2sCS0R4v/GF5rSUlzsJzQVaIs6epYQCVppDIiPJUOI3IgLA7wFMANio/N8F4Ls+65GfU10NFNnNIyLWrqUf2ukzzOvB1cLfnbVaZ5cZmBYRatXq5GRDLBHt7UDGhOIKYoLPbvly0lOqiGhq8ihrlfCcUy0R2dnk825yAgKcyockJ5Pi6+83pD8kIsxjiWBME1wtxu0iXJocFgBjYyTkTZ7eVeBWRBhsiSgzQaE5LRUVSo3TrhDq0yJExLFjNCSWLIGlRIRD1eqgIBISBoqIri4S/gFnzWOJAEhEVFcDPCWVPqcFWiIcYqpsNnq8Ca6ls8GY4cbtBTEfEZHHOX8EwCQAcM5HARjvMGdRTpygzEy22DhT5LJ2Ca4+ccIrWUQ4p0WiQyViC0zuwPRmrrrpYVDVarOkdxVER5MXkyoiJic9Ss149CgNidhYWMrdDZiharVBs35LC1AW00kCTLjfGYwQEXzZ4tO8OiwAxOLBInOI2URERweQF3aaVigmGiOAJi5iEXPJ8ePAypXKP62tNJnExnqjez7FQUQAhlet7uwECtOGgIEB04mIoSGg43QgxUMt0BLhMIecPk3XLAvMISZI+Ddv5iMiJhhj4QA4ADDG8gAYWxXFwhw/DlQEVCOgvMwUwUsrVtDa49Ah0C9tYMCjypCC8+dpF1ENmmXM9L6IgpQUiht2SPNqgDtTXZ1GRJhk4lu9GjhyBF7J0HTsmGYB0NJimvc4H8xUcK6lBSgK76BOmcSSU1FBid46AnPpt++piLDYRoSDiAgNJb9Og8aHKNKbFXiaBG9IiCH9cKa0lIbGYkXEyAjQ2EjXMACWcFURuBURBrszLU8wT3pXgUtw9QItESdO0OU7IQGWmkNMUFpm3sxHRHwTwKsAMhljfwXwJoCv+LRXfszxYxzlzPj0roKICPqhOgRXi6u3B7jkd09Lo6JcFiAgwGnTw0BLRGloC+1kRkfr/vruWLOGPpcLcZ6JiMFB8oZauRIUwd7XZylLhMOQMNgS0doKZDFz1IgQiKnkeH0YmW0WKSJSU5VskxZaAAAkIi5e1FSdTUoybKe5u5s8OZJMUmhOEBlJP3lVRHR10U7xPDl1isKQrCoiBgcpsQQAU4iI4hjzFJoTlCkJLNW4iEVYItSgagsl7/AbdybGWACApQDeC+B+AE8CWMM5r/J5z/wQzoEzx85jia3fFPEQAjW4ukyR/V6Ii3AImhU1IiyESPMKYLpEsc5Vq+vqgNIwc31269bR/YHmeFrdLVJEnDxJv4dVqzC9QDTR+5yLtDRaJI6MwFBLxMgILRKTJoyvVq3FIX5mkWlejxzRWKra2mgH3SSuOHMhakU4pPE0SESIzdulw+YSEYAmdmYRtSKOH6f7FStAj21rs4yIcMnAIwoSGsDoKL30sjDzWSKWLKFpTbVEnD497+vw1BRVM3cIqg4IMNVmy0wkJ9N0YVCujgUxq4jgnNsBPMQ57+Wcv8w5f4lzbmxtdgvT1QWkXTJPULVgzRraCG7riyG17yVLxNKlysXUQjtEAoeCcwZVra6rM096V8Hq1TQPHzwIjzI0HT1K9ytXwjKpGbU4pHmNi6MPxYCto7Y2gMGOJQPmEhFRUTQ8Dh/GokTEyAgtAETMFlpbaW4ysODiQnAREQb6J4jNkPB+c4qIxkZgPDWHGhbg0nTsGBloc3JAvmPj45aZQ9wWnLtwwZCq5iLLXGag+UQE4JShyWabt1dAXR0NCdUS0dpKc2RwsM/66i2SkkgEXbxodE/mZj4z8nbG2JcYY5mMsThx83nP/JDjxymoGoCpRMTatXR/8CA0W0OeIYKq2eQEqSeLTO6CzEzqts0GQwrO9fcDvecmET/cYSoRERVFQ/fAAdAqsaFhUc9z7BitvTMyYElLhEPV6sBA2kk0YJHY0gIk4gICpyZMt8NWWakREefOLaja7PHj9NurrFQaLLYR4VK12qDxAZAlIhRjCLrYa0oRYbcDjZM51LAAEXH8OC0Q1RoigGXmELciYnKSfJx0RmyWJU2eJh8zk7jOCsrLqSipLX1hBecOHqR7sb6xUtydlapWz0dEfAzAZwDsAnBYuR3yZaf8FSEi+JIlpjLLl5eTp4Caoam+niT8IrHb6b2uWAG6KHBOCwkLkZVFOwFnz8IQEVFfTwXEAuw2010Y166lCZoXFpEvzcDAgp/j2DFyZWIMNLlbJKuKwCwF51paNIXmTGSJAEgAnDkDXIxXfvvC4jQPDh+mewdLhEXSuwIziIjeXkN2mjs6gPJYc6V3FYjaMwfOLKxWhN1OXrcO8RCAZRaJLiLCwKrVQkQsHT1jmmrVWioqaDnSMrWwgnMHD5IeKixUGiy0EWGlqtVzigjOea6bm7lWNRbhxAlgdVgNWJk5MjMJQkNJO6iWiKkpsgUukuZm2nRcuRLTbgwmWwjPhUOtCCH4dMzQ5JCZyWSf3bp1dK07v3RxwdVTU2TsckjNaLL3OBcuIsIl3Yo+tLQAhaHmKTSnRVgRTo0uPM3roUP0kaalgQLve3sttREhdhIdRMTkJL0XnWlvB1YmmlNE5OXR3sH+owurFVFfT5v2IkZLFREWEZouO80GVq0WIiLikrkKzQnERsL+7oVZIg4dojkoIAAU+NHdbZnrjJWqVlvDwdRPOH4cKLVXm8qVSbB2Lf3obKXa5N2L49gxul+1CtO7jxZaAABOtSKSkmgm0tESUVcHFASaU0QI8/CRkWL6Y4EiQviqOqR3Ndl7nIslS6iqqEvVap1paQFWxJun0JwWYWl6+9zCRcThw7QAYEzzuPx873fSRwQH07rQDLUiOjqAElFoLiND99efDcZokXjwIBaU5vXAAbp3EBGpqZbJABgW5pT1V4gIAywRXV2UIyPQZIXmBEVFZFHYdyKSOjoPS8TEBK23VFcmMa4sYomQIkLiwsgI0N9wAUsmLphSRGzcSNaDUxOF5NvkgYg4epSKS5aXgxYAERHT9jmLkKXd9DCganVdHVAZ20KrEZPtDlVU0BCp6syjz2aBVisHkWm3W8rMLGDMTZpXgywRRRGdtCqJj9f99WdDuBLsrVlKWRbm6c40POwUVN3URPcW24gwQ8E5zmnNlR9mTksEQAu9kycBW2bOvF1V9u+n8SXK1VhxDnEwXhooIjo7gcwMTpOZCUVEQABtKBw8iHmneT1xgoSEKiIsFjOTkEDXGH+JiZB4gVOngCJeS/+YUERs2kT3ew8EAyUlHouI0lJyk0JzM/1wTeS+NR+WLKGdIqMKzqnpXXNyTFNATBASQgLgncPBtLBbhIgIC1MWAN3dNNtbZHLX4lC1OjmZdgqGh3V7fc5pXZ4T0EGmMxP+xiorlVirBWRoOn6ctKUaVC0eJ0XEgunvp82hzAAlaDYmRtfXnw9r15KLY3doDm2LzyOF54ED9Dg1WZfVRYTBMRHFyf1U1MSEIgKg7/r4ccCeMb+Cc26DqgHLjJHAQBISfmGJYIxtYoxFKn9/mDH2I8aYNUoPmwizZmYS5OTQRW/vXtBWswe1Io4enQ6YQ0uL5S7+ApdaETpZIiYnad2UbTOvm8/ateRywouKFywiDhyggMigIFiqAJAzRhecO3eOXH1TJsxVaE7L+vX0GQ2nzl9EvPMO3asLgKYmWnFFRfmmkz7CQUQY5PMu5q+kSSW9qwmFpvie68ZyKCXXHLUiRkfpeqq6Mk1O0krYIgtEgYOIiI4mq7NBMRGlseYrNKdl7Vraa7oQoVgi5khQcPAg/eSyxUq1tZX8Ty3kEWGVqtXzsUT8AsAIY2wFqFJ1O4A/+bRXfsjx48DK4Brw6GjT+aUCdG3ZtAl4+22QiDh9mraxFkh3N02Mq1ZheqvUggtEwKlWhI4ioqWFNuMSBs0rwK64gjbdz8cVU6L3eRYAmpyknekNG5QGiwbeA9NDgnMYkk5D6K/YQXPViNCyeTPdtwbk0Q7iPMbJ3r00HNQEds3NloqHEAgRwTkMs0SITdtYExaaE6Sn08/n0AVlxTdHXMSBAzSMhPUcnZ1kurKyiGDMkKrVw8N0mS+INGeNCIEQmk2TWWRam2Ntsm8fiUxVM4v0riYU0TNhlarV8xERU5xzDuAOAD/hnP8EgLkSCVuAEyeANRE1YKWlph3ImzbR/N2brlRnWYRLkygitmoV6Ao6MmLahfBcZGVpLBGpqbRAnJz0+evW1QGx6EfocL9pF9dXXkn3J8aLaItongGRx4/TTqIqIhobySRhkawqWtLSaHhfugRDLBEtLUAQJhHad8a0ImL5ctpkPXIpj1Z+c/gzc04iQl0gAmSJsOAckpJCY31wELQLGhlpmIgwY6E5AWO0SHyzOYca5phLdu2a3vQCMB0zY9K5ciaSkqjIq3pJMaBqtdgkywoyt4jIziaNdaxPEZqzzCPnztE1VFyjAFjW3c1fLBGDjLGvAfgwgJcZY4EAzF/yz0RwTiKiYNKcmZkEYlLeN6RkaFqES5PI775iBSybmUmQmUnX/NFRTE+uOiwSzZzeVZCZSRP7ju6FZWjat4/uHUREbq7i22QtHNK8uiR+9z0tLUA6zoBxblp3pqAg+q7faptfhqbmZvoI1QXi6ChZRS1qiQCc4iIMEBERYXYEdJtXRACU2GNnayY4Y/MSEcuXU6w+gOmCl2qUtTUQU4Y6JETVah0RIiLVrgTem6h+lRbGyDVyR/PctSJ27aL7rVuVBot6RPiTO9MHAIwD+BfO+VkA6QB+4NNe+Rnt7UDApT4sGTlrahGxciUFvL5Zm0Yz9CIsEfv3A8XFFJhsZVcVYHpd1tUFXQvO1dUBa5aaW0QAwJYtwLOnlAv3POMi9u2jj1L16GtsBAoKfNNBH+NQtdqAnHwtLcDqRHMWmtOyZQvwZpsyjucQEXv30r0qIiy8EWEGEdHRAaxMvwA2NWVqEXH11cAkQjAaN3utiMlJcrl12GVubKR4GfGBWwS3Vat7e3XtgxARceNn6JofHq7r6y+Eq68GdnXMbYnYuZOMfqtXKw1nz5I50GIiMymJ6rhOTJg7/9GsvVOsDn/hnP+Ic74bADjnHZxzj2IiGGNxjLHtjLFG5X7pDOe1McZOMsaOMcYsWyX72DGgBObNzCQICSE/wr1vM4qLWKCI4JxExBVXKA3NzbSFYEFXFcCpVoTYodFLRMSZP5vElVcCDT1xmIpPmpeI4BzYvZsWiIwpDRYWEQ66MjSUlLPOlohV8crF1KSWCIBExGmkwxYcOqeIePNNWkup06QFa0QIxCLRaEuEWmjOhLF4gspK0gFngnNmFRH795ML4VVXaRobGiiXsEndhGfCrYjQ2Z1JxLBHDZiz0JyWa68FLiCR5pFZLBFVVXSNCRb+MsJSpZautgZifPT3m9vxZ1YRwTm3gYKql3j5db8K4E3OeQGAN5X/Z+JqzvlKzvmaWc4xNUeOAOXMvJmZtGzaRHENk6XLKS+t3T7vx7a20hyoioiWFlqJh4T4prM+xqFWhFgx+jjNK+e0Hi8ObaG8/yZMySjYsoXuL8TPL0NTWxtdtNQFwNmzFNlnwQUi4EZX6uzE2tICFEea3xKxbh0QFByAnujcWUUE58AbbwDXXadJ3WnRGhGAOSwR7e1ASYx5a0QIgoNpPqkeyZlVRGzbRukvr7tO0yhEhMVwKyL6+ihDlU50dlI/zFpoTsvy5UBcHMOF8KwZLRHt7UB1NXDDDZpGi4oIYdy+eNHc66f52EnGAJxkjP2WMfaouHn4uncA+KPy9x8BvNvD5zM1hw8Dm+NqqOiaiXcMAZrIp6aAprAKMgHOs/gPQLtEAPkuAqAFgwUv/gKREbGzE7pVrT5/Hrh4EciZNP8OfVERrYtq+fxExM6ddK+KiMZGujf5+5yJyEgyPqhVq3VMpzE2Rq+bE9gJxMaaOv1peDjFRdRPzp7mtaaGNLrDArGpid5fXJzP++lt4uIoJsRFRMyRntJbjI7SfLIs1PwiAqDv/cRADvgstSK2baOMX0vEtub4OIkOiy0QATcekAkJAOcIHhrSrQ+dnYqByqSF5rQEBADXXAM0jGeDzyAiXnyR7m+7TdPY0ECWYhNvtLhDjA9LWyIUXgbwnwB2ATisuXlCMue8GwCU+6QZzuMAXmeMHWaMPeDhaxrGkSPAytAaskIEmNu/bcsWuvBV9SrB1QtwaXrnHdJJ5eVKg8VFRGgo7dJ0dIC2v3SoWi3W4gkXm0y/Q88YmZiruovJBDWHKX7nTjKuqMY4i4sIwCnzr46WCFGANXWyw/QbEwBwyy3A0cE82JuaZ1xEb99O99dfr2msraUgK4u5qgA01ScnO4mIsTHdChIKf/dM1kXzl8ljBm6/HWhFLpjN5nan+fRpyu52882axpYWspZbUERERZHAVvcdlIrzwZcu6daHzk4gO8NG6t3kIgIA7rgDaBzPwmST+83NF1+koeBwSWlooAaTr72cmXZnMrclYs6UKJzzPzLGwgFkcc7nl4IFAGPsDQDuZq3/WED/NnHOzzDGkgBsZ4zVcc53zfB6DwB4AACSk5NRVVW1gJfxPkNDQ6iqqkJPTwjOnt2IjMjjOFu+AnUG92s+FBevwm/eycKnAbS88AI65ulSs337auTn27FnzzEEjo5iy/nzaAHQYYH3PBOxsatx/PgUqqpOoDI6GhPV1Ti5wPcjxsJ8eOGFVIQhC+EXOtEaFIR2k392y5Yl4eAQZWg68uSTGKiocHse58Arr1yB0tJB7NpVTY99801kBAVhd2vrjDtLZiciYjnq6gJRVXUUBZOTSDp9Gnvn+M4WMh5mYt++OADLEXqhAb0ZSxc8JvUmKSkCR5CHgJFh7H3uOUy6sSz8/vcrkZsbhJaWQ2o89cbjx9G7fj3qTf7+ZiIyshI1NROoqjqJlN5eFAN458UXMabJguON8eCOQ4eWAliBwLMnML50Kfbt3u311/A2g6mZQDdw4pln0KeatIlnnskAkI/k5AOoqhoBAMTv2YMKAIcHBjBowTGyZMl6nDhxCVVVdVh6+jRWAJjs7tZt/dLWthnrs08ANhsahodxxuSfYWxsIPYH5CKk9yx2v/IKbJpA8IsXg/HWWxvwvvd1oaqqRW1fe+wYRrKzUW3y9+bM6GgAgCtx7hw3fD07K5zzWW8AbgNQD6BV+X8lgBfmetwcz1kPIFX5OxVA/Twe8y0AX5rP81dWVnKj2bFjB+ec8xdf5DwGFzkHOP/+943t1Dz5z//kPCCAc1t2Lucf+MC8HjM2xnlICOdf+YrScPw4vee//c13HdWBO+/kvLhY+ee22zhfsWLBzyHGwnz43Oc4rww7RZ/dX/+64NfSm54ezvNYM/X3N7+Z8bwTJ9yc8t73cl5U5PtO+pB77+U8K0v551vfojc5MTHrYxYyHmbi0UfppWxx8Zx/6lMeP5+vsds5/2jSS9TpvXtdjnd20qH/+i9NY18fNT7yiH4d9TK33ML5qlXKPy++SO/nwAGHc7wxHtzx61/Ty41suo7z9et98hre5uEv9HAO8Evf+pHLsZUrOV+zxqnxkUfoTfb16dNBL7N+PefXX6/8c/gw5wA/6fAj8B0XlWXJHz5Lr8ufe06X1/WU/171NOcAnzp01KH9Bz+gt1FdrWmcnOQ8OJjzr35V1z56i4gIzu+6q8PobnAAh/gM6+352He+BWAdgIuK6DgGwNOUMS8AuE/5+z4A/3Q+gTEWyRiLFn8DeBeAUx6+ru4cOQKUWiAzk5ZrriEL8bnkinnXijhwgGqOOeT/ByztzgSQG2VHh+KBkZqqizvTlanWcfOJjwfSN2ZjnIXOWivipZfo3sEVwcKZmQRpaeQJYLdj2olVh+DZlhYgPnwEAX29lnBnYgwofQ+lWOx/xzV+5pln6P4DH9A01lpr3nSHqFoNQPeq1R0d5MER1mvuGhFa3vdAPC4gAY0vOY6Rkycpy+G99zo9oKGBPtelbhM8mh6HqtUJCQD0c2cS7m65oeYuNOdM5T3kunb4yQa1jXPgN7+heiMO00VbG+UFtqC7G0CXFLO7M823YrXzqPY0Muz7AK5njDUCuF75H4yxNMbYNuWcZAB7GGPHARwA8DLn/FUPX1d3Dh8GrkmxRmYmwYYNVC/iJK+gSXp8fM7H7NhBCwU1aFYsKC364xVkZVFKwb4+0CR74QKpJR9RVwdULlEy0pg8JkJw062BqOeFGD02c3D1yy9T3m7Vi8Nup6BZPxARk5NKOIiOBedaWoANGebPzKTljs/lYhRhaPyH416Q3Q788pdUtdhhONQo82ZJiX6d9DIpKRQmY7NBdxHR3q4khzjdZer0rlqKioBzscWYOFE3XckZwCOPUPzAPfc4PcCimZkEDgXFDBIRaVwJvLeIiLjmAbouHnu6QQ2v+vvfacnx4INOJ1s0M5MgOZnctMzMfETEKcbYBwEEMsYKGGOPAXjbkxflnPdyzq/lnBco931K+xnO+c3K3y2c8xXKrYxz/rAnr2kUR44AG5fW0KrcIvUSQkMpwPrV0xV09RM7grOwYwewapVmQ6i+nial6GjfdtbHuE3zqm4tepfRUbrwFwc20ha/RXbXbrsNqEMxxo+5Hyft7VQg6o47NI1t/7+98w6Pqkof/+ckoQYIJbQQSgKhJiGE3kGUooJgBXV31bWta1kLq6ur7q76U1fXhq66a8HdVfALilgRC0EgIDVAgAQSCCUgHUIICSnn98eZO5nJTCAhUzKT9/M888zMOffeOZN5c+55z9tyzBfu08cnY/QW/qpavXMn9IsMLCUirmcoe5r0pnDdFqd9iS++MNPFAw9UOGHbNjNvdu7s03F6knbtzBR69Cj2RaIvlYheHfJMlr0AsUQARAzpSezZDF591bxftgz+9z+4++7yP6GdjIyAKyLmSNu2RhzKyjBZSRo1IiwvzyefbdWIaF283+wAWvNXLScsIpz8FtE03Ludf/zDyPl995kUsNOnVzg4QKuZW1x3HQwadMzfwzgnVVEi7gH6YKpWfwScBO7z5qCChUOHzD9qb73V7KaFhvp7SFXmssvgm/2J5s15MjSdOWMqEY8d69C4fXvA/uM64qREOJUo9jw7dhizbHRRYO3Q9+kDx9rH0+xwttvMM//9r/lev/qVQ2N6evnJAYyTEuGjqtVaGyWid5PaX2iuIs2G9KFrYTqzZpn3JSXwt78ZPeHqqyscvG2bmUMCaN6siFOtiKZNTc0cHyoRia1qf6G5ikSP60lbDvHcH49x111w5ZXGK/aJJyoceOiQedjTAQYebds6KJkAkZE+tUQoBU1P7TcDqVe7d7wdCU/uwZAW25k50+zNFhTAf/7jZqrIyDCbcbbMV4HG/ffDNdfs8/cwzklVlIjLtNaPaa0H2h5/BqZ4e2DBwPr15rn98S0B48pkcfnlsIM4SsIanDcuYvly4/FkVyK0NluLQaBEWMajnBwqrBg9j5XetcWRHQHjymTReXIiIWgyPtni1F5WBrNnG9lwKr69xXZcgP1fVMRJr7R28rysRBw6ZG6aMWG2VUAA7TK3v7gPHdjPy0+e4JNP4M47zTz5/PMmtbQT27YFtCsTVFAilPJZwbnSUrOB1bNpYNSIcET1Mtne7hybyVtvGRfIb75xUwrFmkMqyQgXCLgrOOdLJaJ9ewgJgEJzFVHduxOnM3n7Lc0jjxi38b593Ry4aZMxUQRgiuhAoSpKxJ+q2CZUYP16aMIpGh7cE3CLpa5doXuvMHY17HVeS8QXXxivA7sSceQIHD8eFEpEq1amqJivlIhGnKH+L3sDyhIBMOx3ZgZPeXWjU/u8eaZcyO0Vq7xs2WJ20GtxRe6qYC0S9+/H7DQ3aOB1dyYr/WlUqa3cbCBVhLftGo9pvYWrr4Z334U//xmuvbbCcQUFZis9wObNiviravWBA8bKEyiF5pzoaZSIp2/MoKDA1IZwOx1a1swAt0SA/5SIjh0JiEJzLvTogTpxgtunHuLZZyvJ31JWZtYuAaxkBgKVKhFKqUm2+IcOjpWqlVKzAfflJAUn1q2DS6Jt28sBeDOcNg1WnU6gdGPlSoTWRom4+GLj0gmUB1UHgRKhlNlBz8nBOOTWq+dQotizZGTAiCjbCjHALBERiZ0patCU4vWbWL7ctBUVwZNPmnu8yyIxPT3gXZnArN9bt7aJhOVX7CMlomX+noCJh7Bj+83ffzCdTz81BSqfesrNRmFmpplcgskSAT5TInbbanF10DZXiEBSIrp0Mf9YGRk0bHiOTeT0dLPLEyC+/O5wV7Xa50pEbm7gKRGWYnAuL4mcHMjPN5YIwWucyxKxH1gLFOJcqfpzYIL3hxb4rF8PF7cPXLeNGTNgo04k9Jf9Dk6bzmzZYv5XncrMB5ESAeaetmsXJl+iF9O8ZmTA8La2zEwBZokgJISw5EQGNdjIjBnw7bdGccjMNK4qTsVCS0vNlw0CJQJ8X7XaUiIaHd4dMMka7HTqBOHh1N+xhWnToEI9sXLS0sxzgC8AmjQxlkxfKxFW7cbIolxo2dKkNgoUQkNNNp3zJfTYvNnsUASwq4qLJaJVK58oEVobJaJL1Fkjj4GkZEL5vHAuJcLqC/A5pLZTqRKhtd6otf4A6Ab8H7BKa/2B1vpTrfVxn40wQMnLCyMnBwY23Gx8fQKwXkJ8POR3sWn8lbg0ffihWSC6KBH16wd0VhVHunSxWSKgworRc1jr6n5NbDUiAswSARCalMiAepsoKdZMnAiffw6vvVahNgQY/6aiooB2Q3DESSTatPGJJaJDlCZk757A+x8LCTEbKlu2nPu4DRvMCjwA/w8q4lIrwoeWiGanAie9qxPx8caPqTLKyowlIsDnkBYtjHHbyZ0pPx+n/LZe4NgxkxClR4RNMAPNEhEZacZ8LiVi82ajYAbJZlVtpSoxEROBNGARgFIqSSn1uTcHFQzs2GFSm8YWpJubZoBmGEm8wSgR+75xVSJKSuCDD8wi0Z7/H4wS0a1bwH7ninTpAidPwokTeE2J2LXLTOpxIVkBld7Vib59Cc0/yY4f9vD55+Yef889bo4LksxMFh06VLBE+ECJGNDxIBQWBp4lAszCb/Nm7Ene3bF+vYmUDKnKLap246JEnDpVpdo7NWH3bjONhP0SOIXmnOjf35hTKlO4MjPN33HAAN+Oy8MoVWHfwcphe8y7aT2tGhGxDQOr0JwTiYnnVjQ3bDCbty4R+YInudCK1V28NaBgYft2I7gt9gV2YM/1D7bnGC3Z/qmrEvHllyaA77e/rdARJJmZLFwyNHkhJsLamI3KD7zMTHZsZuMmOzcxefI5dATrywa4v7tFVJRZBJSUUCHxu3fYuRP6t8oxbwJRiejf3/yNrJVMRcrKzOKgXz/fjstL+KNq9e7dtsy/+wLUEmEpB+vWue9fvdo8Dxrkm/F4EXdVq031Su9h1YiIVoFVaM6JxERTkNKd1UZrE3AVBPJR27nQitXCecjIaEa/TkcJOXggoJWI5i0Ux6ITCc/aRFZWeXtZGfzlLybo+LLLHE4oLDSViAMwBqQynJSIDh2MWcJNPYSaYK2rmx4KrBoRTliuBefaHbL6Y2ONs3gQEBVl7lm//ILZViwpMdnJvMCZM2YB0Cvc5q8SaO5MUH5jtxaCFcnKMgGRycm+G5MX8YcSsWcPdO141sTnBKIlwlIgz6VENG1qz+QUyLirWu1tJcLS39uUBLAlIinJKBDuXCP37jU7nEOH+nxYdQ2/VKyuC2zd2owr42y79wGsRAC0H59AH9K58/Yyu9L/zjtmLfjMMxVq1GzbZhz8gyiYyapv4JTm9cABj37Gli0Q17GQkH17A9cSYd3UK1scWqxZE1Q7RL6sWm0FVXcLzTEvAlGJSEw0MVOVycnateY5iCwRx4/bPJh8oERobSwRCa1sC8RAtERERJjNFEsWKrJ6NQwcGBTubm4tEZUkMvEUe/eauizN8vebG7hLKfAAYNgw87xihWvfqlXmecgQ342njlLditVzgDzgD14cU8Czbx8cOdKAEc2DQ4kIH55EE06zd8kOpk+HF16Au+6CceNMWXYnrADsIFIiWrQw62MnJcLDLk3p6TC2806zAghUSwSYSXvlysr93X/5xWyTBrsS4aUMTTtscfdRxbtN1p2mTb3yOV6lQQOjIPz8s/v+pUtN/ZAAnzctrDSvhw7hEyXi+HFjyOkeHoA1IhwZONDISMW55MwZs4MVJHOIpURojU8tEVFREHIg11ZxLgCVsU6djIJs5RR3ZOVKk9DGbQU6wZOcV3K01gUOFasH2F4X+mJwgYp1b+xdstlEt1l3kUDFps2/dM0qPv8c/vhHGD4cFixwM/ds2mT+eQN1N90NSjmkefVCwbmSEpOZaWhk4GZmsjN0qLkBWlvmFVmzxjwHyQIAKlStthK/e8kSYbkUtjiZE5jxEBaDBpld5hI3JYeWLoWRI4MmMYNTrQgfLBKt9K4x9QKwRoQjY8cai2/FVK9Llxo3ljFj/DIsT9O2LZw9a7xkadXKNPpAibDXiAhU+VAKRoyAZctcFc1ly4wS6uQmIXiD8yoRSqkBSqlPlVLrlVKbrIcvBheorFoF9eqVEflL4OexBoyLSrNmXNZqFYcOmTk9JaWSTdBNm0xEbViYr0fpVexpXp1WjJ4hO9vcRPo0CNAaEY5Y5uOVK933r15tFodB4qoCZnM5NNQ37kw7dthqHubmBKYrk8Xo0aYqdUU5+eUXk5hh9Gj/jMsLOCkRLVoYYfGiJcJK7xqlbZaIQHRnAlPBFOD7753bv/3WbFSNGuX7MXkBpymjYUNKGjXyrRIRiPEQFiNGmO9gz8GOmYjXrYOJE/02rLpEVWxYHwKzgauAyQ4PoRJWrYLucXmEbEkPDpN8SIipCrVqFS1aGJ2iUr1o06agcmWysJQI3bSZKc3tQSXCigvrfHaHcVEJxPSuFn36mJR6qZWETa1caf4n7OXNA5/QULNQzM3F7CSGhHjNnSkrC7p1tTm9B7Il4uKLzUbD1187t//0k3kOViUiJMTIiA+UiFaFuabIXPPmXvssr9Kli7HKfvedc/u33xoFIpAK6J2DilWriyMivKpElJUZl+uAt0SAsVYBLF5c3vbVV+Z5sixTfUFVlIjDWuvPtda7tNa7rYfXRxagFBcbK/2ozluNY2owKBFgdpg3bTp3VqLcXLOdEoR+iF26QF4enDipPJ7m1VIiWh0P4MxMFqGh5gZfcfcQzM7z8uUmmCbIsJcPCQkxpgkvWiL6dTxi/paBrERERBifyIpKxCefGFNLkGRmgvJFoq8Kzu3ebdbXjY7Z0rsGsiX8kktgyRIj72B8SrdtgwkT/DsuD1LReFnSrJlXlYjDh43lOzYyz6xRAlmJ6NXLKJqffFLe9sUXxkob4IUIA4WqKBFPKqXeUUrNUEpdaT28PrIAZdMmk+V0eLMNpiGYlIiyssqzZUB5MMjgwb4Zkw9xqRXhQUtEerrJABW6M4BrRDgycaJZ7WZnO7cvW2ZS1FxyiX/G5UWcRMJLBefOnDFuCP1aBnB6V0cuvdRMmLt2mfd5eabM+fTpQeUOWb++MT74Uono1AlUoO8yg8nccfp0+SLxvfeMUnT11f4dlwepqER42xJh1Yjo1ijAA+/ByML115tNq+xsExD0zTdw1VWBrTwHEFVRIm4GkjCVqy1Xpsu9OKaAJiYG/vc/SAq1hY0EizZsKQZW6jR3rF5tApmSknwyJF/ilObVqURxzdmyBZJ7nDYTYBDkPWfSJPO8aJFz++LFJjPPyJG+H5OXcRIJp8TvnsOKVe/ZMMe8CGRLBJgFolLw7rvm/fz5Zgfmhhv8Oy4v4FIrwotKxK5dtvkqUAvNOTJypKk59MwzRjuaNQumTLFV0gsOIiONAdNXSoRVI6JjSBAoEQB33GHuK3fcAbfdZv6Y993n71HVGaqiRPS1ZWX6jdb6ZtvjFq+PLEBp2dLcAyN/yTI3+UBMweiOVq2Mq427nMwWP/9sFIiGDX02LF9hrdd27qR827myNKbVoLgYtm+Hke1smZmCodJ3t27QtaspaW6htXk/cmRQxUNYREXBsWNmDewtS4SVmakLOeZFoFsiOneGqVPh1VdNauinnjKW2yC0ZPpaiYjtUmbmqEBfIIaEwEsvmWD7Ll2MH84zz/h7VB4lNNQoEr5SIqyYmfZlQaJEREWZvPM//GA2ql58MaiUzNpOVZSIVUqp4Ck/7COa7NwZPFYIi7Fjy9PrVaS01Lg6BVHqTkdatDCPrCzMpHXmDJw4UePrZmSYP2f/8AzTEAyWCIBrrzUTulWU7+efjbY0fbp/x+UlXGpF2BO/ew6rRkTrM7tNTEGgBsw68sILZqGYmGi2SN94IyjdENq2raBEHDvmPr1tDTlxwtSJ6N36sJlYAt0SASb+Yf58uOkm47bSp4+/R+RxHI2XxRERcOqUUZi8gBUz0zQvSJQIgLvvNhucq1bBPff4ezR1iqooESOANKVUpi2962ZJ8Xoezp6l0d69wRMPYTF+vPFbdldpdsMGE6RlVZEMQuLiHJQI8IhL08aN5rl7WYZZPAV6YLXFzTebRfQrr5j3//iHKSB2zTV+HZa3cBKJNm2MknmuJAQXQFaWMQg2PJAT+FYIi65dTb7oRx81SmcQurpBuSVCa8oLznmhKrEVXtKjSRAtEMH4uL//ftDeXxyNl8UREeaFl6pW795tpg+1P9dsRASLZXjYsKC0YtZ2qhK9Jsl2q0tmJiGlpcGnRFx0kdk1XLzYZFZx5JtvzCI4CINmLeLibMUxHWtF1HBXLC3NuHNGHskwjszB4goWFwc33ggvv2xM8/PnwxNPGEUiCHFbtfrgQZPu1kNkZdni7nfvLg/SCQb69QuquiHuaNfOJBjKz4emjlWrLVnxEJYSEfCF5uoYbduWhxvalYgjR0w1aQ9jKREBn95VqBVUpWL1bncPXwwuYNm82TwHmxLRooVxV7LyMDuyaBH071++yxaExMWZ2OeiVp61RPTpAyE7MoMjHsKRV14xLn3vvQdXXAGPPebvEXkNpxqE1sLQw8HVO3bYakTk5AR+UHUdw6lWhKMS4WEsJaKd5e8eDO5MdQC3lggvxUXYp49giJkR/E5V3JmE6rJ5M2VhYcG3KATj675uHWzdWt52/LjZRrGy8gQp3boZd4SdhTYlooa1IrQ2loh+fctM4GCwxENYtGxp4mQOHYLPPjO5LoOUFi2MRcnuzgQeDa4uLDQhAwnRx42/dLC4M9URfKlERERA+PFcE7HrYUuH4B3atjXej6dPe1eJOH3aeEmJJULwFKJEeIPNmyno1MmkOw02brjB5HD/4IPytv/7P1NDIsgrRFrhCtv3NjKrxhpaIg4cMPeJEZ33Gh/6YFMioLz4WpCjHGsQVkz87gGys43SmdDMZgQWS0RA4aREREaaN15SImJiMBpnVJRRJIRaj2PVam8qEVZmpi7RJUYYRYkQaogoEd5g82ZOB+tNvk0bUyRq9myzrVFWBq+/brKrDBjg79F5FUuJ2LEDjxScs4Kq+zfJNC+CUYmoQ3ToYCvk5Lgi8BCZNhHp0SDHvBBLREDhpES0amXeeFOJ2LNH0lwGEI77DsVWWngvKBE5OeY5rtlBc+8WJUKoIaJEeJqTJ2HPHk7Hxvp7JN7j4YfNAunRR+Gf/zQllx9+OChTMzrSooW5/9szNNXQnSktzTx3K7Gldw1G97c6RKdOZu1G/fom64kHLREZNhGJLhVLRCDSqpUxCvzyC8ZC3aKFx5UIrUWJCFQclQhdr55JQOFFS0Sn0CDL3iX4DVEiPM2WLQDBrUQMGwZ33QWvvWZyMo8fH7T5/yvSrZtnLRFdukCj3Rlm0WntYAsBSefOxhJRWorHC85lZJgY2Qa5O03Gp5YtPXZtwfuEhLipFeFhJeKXX0zsTEznMuPOJEpEwODiARkZ6TUlol49iCwSJULwDFVJ8SpUh/79Yf16Tnggc0+tZtYsGDrU5Cy86SZzl6wDxMWZensM6WCCGsrKLvi7p6WZAt9kZBhXpiC35AQ7nTub+mH790PHtm096s5kiQg7d5raCiIrAYdL1WoPLxKtzEw9Wxw0heZEiQgYHHMxdO+OV5WIjh0h5IAoEYJn8MvKTyl1jVJqi1KqTClVqSO9UmqirchdllLqEV+O8YJp0AD69aM0PNzfI/EuISGmDsCddwZPbYMqEBdnNvnORkaZLecL3E08fdoUcO7bF+PwLq5MAY8VprB7N2ZV4CFLhNYOSkR2tlEihIDDRYnwsCXCUiK61ttjXogSETBYHpD2fQcvKRH29K65ucYkUQeSXgjexV/bx+nAlcBPlR2glAoF3gAmAb2BGUqp3r4ZniC4xwquPhBSszSv6elmcTige57Zupag6oDHSYnwoDvTL7+YrK494srMSjGYXSWDGF8pEVFle82Ljh09en3BuzhNGZGRXqlY7VRorn37OuNBIHgPv0iQ1nqb1jrzPIcNArK01ju11meBucAV3h+dIFROt27meVcNa0WsW2eeJTNT8GBt/NqViBMn4OzZGl/XCqru23o/FBWJJSJAadfOLBLLyih3Zyor89j1d+0yn9HgF7FEBCJOMTNesEQUFRkPXKkRIXiS2hwT0QHY6/B+HzC4soOVUrcDtwO0bduWlJQUrw7ufOTn5/t9DILnyc8PA0bwdXoZY4DtP/zAfislX6XnuMrCF1/0oHnzVhxfuYD2wOq8PApEXgKeiIhhpKYeIbP7cXoAKxcupKiCy0B154bPP48CulOy/XMANp46xXGRlYAjPz+K0tLufPZZKoknT9KttJTlX35JfkiIR+4V69f3pVWrEPalptKuUSOWp6VJ7EwAERbWi8zMpuTn57MzL4/Y06f56dtvKWvQwCPX37evETCYM2e2UbBjB/mxsWyVeaTWU9vXkl5TIpRS3wPt3HQ9prVeWJVLuGnTlR2stf4X8C+AAQMG6DFjxlRlmF4jJSUFf49B8A6RkXCiwWCoV4/uDRvS/Ty/sztZuPtuk+Sqd2gIhIYyaPr0oK7oXFeIi4Pi4ih6jBoFL7/M0NhYk2zBgerODQsWQHg4jOnUGIC+V14p1ogAJC/PJLTr2HEY3YbugjfeYESPHqQcOOCRe8Xx4zB8OESfKYOYGMaMHVvzQQs+44svYOVKCA9vQuygQfDOO4zq08ekZfMA339vnidO7EXjN47TOCmJNrJGqfXU9rWk19yZtNYXa63j3TyqokCAsTw4OnVGA0Ge8kgIBHr1gq0ZIcbneM+eap+fnw/btsHAgRhfla5dRYEIEjp3dgisBo9kaLIn79qZbXyYxU0lILHWgvv2UR7Q6qG4iKIiMxXFxSE1IgKUDh3gzBk4fTqsvCChB12a7NWqW+aZm5C4MwkeoDZH1awB4pRSMUqp+sB04HM/j0kQiI+3BUbbq4tVj/XrjSu0XYmQeIigoXNnIxK6TcXE7xeOPXnXzp1mcVivXo2vKfgeK8557148rkTs3GkSNXTrhigRAYq1pj98uL4xd4PHlYiQEOiApHcVPIdfYiKUUtOAWUBr4CulVJrWeoJSKgp4R2t9qda6RCl1N/AtEAq8p7Xe4o/xVpfvv4c33ohj/nzn9meegYgI+Oor+OYb1/P+8Q+TIfbTT+HHH137X3/dPH/0EaSmOvc1aGDOB3j//fLAXYuICPP5AG++aa+JZ6dNG3jiCfP6lVdsVZkd6NQJ/vhH8/r55203Qgfi4uC++8zrv/7V9d4YH2+ywYIpdJ2X59w/YIApNwHwwAOu8ajDh8OMGeZGec89uDBuHEybZootPfSQa/+ll5rHiRPw5z+79k+bZq5x8CA89ZRr/4wZZgy7d5u/3cmTsGJvJ3ofXMITd5uxDxhg0ra+9przubm5cURGmr/B5s3wpz+Z9gXzSxm/bQcp9S+jyw7zN1yzBj74wPXz//hH8xssXw5z57r2P/GE+Q2//x4++8y1X2TPvPa27K1ZY3YTf/+3tvwT+OxfB6nfxln2cnOd54ZzyV5JiZG53/4Wij7NZldJV16/2/mYc8kemO9uyd7bb7v233efyB54X/Zeesks4mbPhkPrW/M0kLrwMNzUAqiZ7G3dat5//ckZbjx8mC82duLbuz07773wgmu/yJ557QnZ+8mWq/Kdd2LJ7XyIP4NdifDEvPfpp9C4Mbz1eC73AN9s6sCk601/bb/n1mXZq/VorYPu0b9/f+1PXn9d62bNzupWrbTT48AB0//cc9qlr1UrrU+dMv2PP+6+3+L++137OnUq77/tNtf+3r3L+2fMcO0fNKi8f/Jk1/6LLirvv+gi1/4pU8r7Bw1y7Z8xo7y/d2/X/ttuK+/v1Mm1//77TV9Zmfu/zeOPm/5Tp9z3P/+86T9wwH3/66+b/h073PfPnm36N2zQOiJCa9D6+fp/1iWE6DYti/X8+aZ/2TLXc5s1O6sXLTL9ixZpXb++1iEhWvdvnqU16HvC39XLl5v++fPdf/6GDaZ/9mz3/Tt2lMueu36RPd/IXtOmRjYimpXp0zTS/2x4v4vsVZwbziV7zZub6/3f/2l9tkVr/UGD21yOOZfstWqlnWTPXb/Inu9kLyTE/P9HtTyjNegFA57WS5YsqbHsPfuskZMBEdu1Bv27Jh/oVq08O++56xfZ85zstWhhfsNGjYp1jxYHzZtZszwme2Fh5nFX+GytQT967Q57f22/59Zl2bPmB38CrNWVrLf9vuD3xsPfSoTWteOHF7zD0aPmP+ebK/9lXuzefc7jK8pCbKzWV12ltV640Jy/apX3Biv4lA0bzE86b57WOibG+U5uozpzw0cfmeulr8wzL557zmNjFXzP6NFajxhhe9Okidb33eeRe8VddxmFs+y7742cyP0n4CgoMD/db3+brXVxsXnz5JMeu37nzlrfeKPW+qmnzLXPnPHYtQXvURvWkudSImpzTIQg1EpatoSoKNh80uZ3XI24iF9+Mf7LgwdjAisAeksNxWDBqeBcVJRJzF4D0tMhLAy6h+00DVJoLqCJjnZwS/FgwbmsLBMPofZKjYhApVEjc285cqSB+adv0cJjMRElJSagv3NnjAC2bg0NG3rk2kLdRpQIQbgAEhIgNde2YqyGErFihXkeORKzQuzSBc5TZ0IIHJo3Nz/n7t2YirA1VCI2bzZB1fX22pQISe0a0HTsaOp82QvOeUiJ2LHDIahaKQmaDVCiomxKBHi0anVuLpSWOigRUs1c8BCiRAjCBRAfD0t32ibiaigRy5ebDaDkZIwSER/vnQEKfkEphzSvHlIi4uOB7GzTIJaIgCY62uwKHzyIx5SIs2eNvNnTu7ZrZyI2hYCjQwc4etSW7tuDVaut6aNrV0SJEDyKKBGCcAHEx8Pxs+GUNG9VbSVi8GCor4pNeldRIoKOLl0gJwezrZiXB6dPX9B1Tp0y10lIwPjAtWxpTB1CwGKt3ey1IjygROTkGMtGt26YBaK4MgUsLpYIDysRsbGIEiF4FFEiBOECSEw0z6eaV71WRH4+bNgAI0Zg/A+Ki0WJCEI6dzYLO92uvWm4QGuElRIyIQGzChArRMBjFZyz14o4csTk0KwBVlpaqRER+HToAMeO1ae0FI8rEfXqQcfmp0x+clEiBA8hSoQgXADx8cZjIDe06krEzz8bv9QRIygPqhYlIujo1s0YIE42rpkSsXmzeY6Px1giRIkIeFwsEUVFhJ45U6Nr7thhnrt11WYukgViwBIVBWVlyri7tWrlESUTzPTRpQuE7rdF9YuMCB5ClAhBuADq14d+/SDjTCfbtvP5J/ply4zP/NChGCUiNNRWilgIJuLizHPO2SjzogZKRHg4dIkuMTImQdUBT2Sk2XxwrFpd78SJGl0zKwuaNYPWIUdNpUOxRAQsVjz8/v0YYSkshIKCGl83O9shHgJEiRA8hl8qVgc9hw8Tnp1tfJgd6dXL2BR/+QUOHXI9r08fs7Dcv9+9GdPyodm3D44dc+4LCSnf1d6925gsHQkLK08lumuXcbh2pEGD8gVtdrarH3ejRuWrox07zM3KkfDw8kVORoZr+cumTSEmxrzeutVEFzrSvHn5zS893Za+xIGWLY0vgNblW7SOREaabZzSUtfSoABt25pHcTFs2+ba3769uakXFpoSmBXp0MHsDBUU2P0HpsbC3rUNoOSU2erp2tX4LO3c6fynyc6G5GQWL27GqKQ8InbnmDRNHTuWf1ZsLDRpAsePu5YmBbO93bixydaRm+va36OH+Q0PH3a/aBXZM699IHvxZZAAHNh6giSAzExznE32XOaGSmSvYJWRsZAtpWbMHTrApk2un9+pk/kObmQPMFuQzZoZ80hOjmu/yJ557QPZUyUljGsNIelA53zAQYm4QNnLyoqie9dS1I8/mLaysnI58cK854TInnntIdnretrMHadWYOYTMOPav/+CZU9rCNu+lZFxJbBypenLz3d2fQuQe64TdUX2ajuVFZAI5Iffi8298IIp5lLxsX+/6X/iCff9VgnDBx5w329x222ufU2alPdPn+7a3759ef9ll7n2d+9e3j9qlGu/4980Odm1f8yY8v64ONf+yy8v72/XzrXfsShXeLhr/+23m76yMvd/mwcfNP15ee77//IX05+b677/xRdNf0aG+/633zb9a9a47//b30z/jz+67c/76AsdEqL1/6773P35KSnm/A8/dN+/dq3pf+st9/2ZmSJ7tVX2hg+vmez94Q/m+c033fd/9NE5ZU9/8YXp/1xkr9bJHuhN/+//1Uj2unXT+tfT/DTviex5T/a6di3/G9RA9o4c0Xo/QXjPrSOyV9uLzYklwhtMmUJ6QQHxFf3drcwq110Hffu6nmcVf/nNb2D48Mqvf+edMHGic1uYw095//1wzTXurw3w6KNwyy3O/U2alL9+6ilXzdgxK8wLL0BFE3xkZPnr1183uwOOtGtX/vrdd83ugyNWxCHAhx+W78JYdOlS/vqTT3DB2i1s2NB9f69e5rlFC/f9CQnmOSrKfX+/fua5a1d7//798Pw9e3iV+811wexMVTg/PT2d7JP9KSuDHjcMgCs+ghtuML/RddeZg6wdq5Ej3X++5Q8/frz7/vY2//spU9z7zovsGXwke7//vdmAfijrTrObBnbZS09Pd54b3Mje8ePw21vhlpvh8ha2+JnKZGPgQPPsRvYA6N/fPA8Y4L5fZM/gI9l79VXYug3e/utBuOuuckvEBchecZc4cl6F6Vc1hJtugtmzzcOqPeOFec8JkT2Dh2SvtAyuu1Zz5ZWK60ftg/vuMzJZA9nbuROe5F3+8nAhg1a/Dmlp8M47AXnPdaKuyF5tpzLtIpAffrdE6NqhPQrepaxM65h2BWbX4KmnKj1uyZIl+je/0bplS61LSrTW69ebc+bN89lYBd8yaZLWSUla6yFDtL74Yqe+qswN331nROSHH7TW991ndgrLyrwxVMHHPPKI1mFhWpccNzu4WdaO7wVgbeLOnq21vucerZs2FTkJcCIjC/XNN+vyH/d//6vR9ebMMZfZvFmbuWjwYI+MU/ANtWEtyTksERJYLQgXiFIwbFwjDoREoa1E3G4oK4NFi8yGRmgoFdLuCMFIXJxxodcXWHDOEpGEBIy/cPfuRuCEgMcqOHeooAk0aEC9ir701cByNe/VC+N3HxMjchLgREYWGRd8y9JQw6rVUiNC8CaiRAhCDRg3DrLKYinYVLkSsX17Uw4ehEmTbA3r15uALcscLAQd3bubGN2CiChbqpXqkZZmvBFat8YEZnfv7vExCv7BWsPt2augdWvq1yA7U0aGee7Zk3IlQghoIiOLzJTRvLkJ3q5hrYjsbDOXNG6kRYkQPI4oEYJQAy66CLLpis6qXIn44Yc21K8PkyfbGtavh6Qkm1lCCEYs/fBQWHsT4FAxDuM8rF1rc/ktKjKZRUSJCBosV/OcHKB16xqleN22zbiUN2uqRYkIElq1OmssEaGhJkNSDZUIK3Egx4+bTEeiRAgeRJQIQagBnTtDfpuuNMnb7zafd0kJ/PhjGy67zBZ7XVZmylYnJ/t+sILPsJSIvcW24Ltffqnyufn5ZnE4YABmBVBWJkpEEGGt83ftwigRNXBnysiwuTIdPmzmH1EiAp42bYo4ftwWJ+2BqtVSI0LwJqJECEIN6TCuJwD7l2S69C1eDMeONeDGG20NWVnm7mBljhCCkk6dTEHCHadtBeeq4dK0YYPJ8TdgAOX506UoYdDQtKlZG+7cSY0sEVobZdMeDwHOGXWEgKRNG2O13LMHIyjuagxUkcJCU+JAlAjBW4gSIQg1ZOCvTSq7Nf9xLajz0kvGx/Xyy20N69ebZ7FEBDWhocZ4sP6w7YbtrphRJaxda57796e8UJ3EzwQVsbHllogLjYk4cMDUL7PHQ4BYIoKAtm0dlIi2bWukROzaZZRNUSIEbyFKhCDUkOixcZQSyp5FW52KIa9fDz/8AFdeuY/69W2N69aZKpdWDm0haImPh592WVG0e6p83tq1JoNP27YYS0SbNs71CoSAJybGZolo147QwkLXHP9VwCkzk1WRV5SIgKdt2yLAFMGmTRs4ePCCr+WSmSkszDaxCIJnECVCEGpKgwac6dCVqLxtvPSSaSopMfWJWraEyZMdUnyuX2/K2der55+xCj4jPh7S9zRDR0RU2xIxYIDtjZXeVQgqYmONXlna2laMrhoxMxZWZia7O1NkpHMBMyEgadWqiLAwB0vEsWNQXHxB17IMmd27Y7SS6GhJ6CF4FFEiBMEDhA/szeAmW3niCZgzB373O1izBt56C5o0sZkntDZKhLgy1QmsgqwFkZ2qbIk4edLoDXYlIjNT4iGCkJgYs9FwOMwWeH8BtUS2bYNmzWyFiSUzU9AQGmrW+rt3U241OHz4gq6VkWHSRLdqhbmgxMwIHibs/IcEB8XFxezbt4/CaqZavFAiIiLYts3VR16o3TRs2JDo6GjqVdNSoHr1osOXX9K9WzHXX2/OfeghuOYaSEmxHbR9O5w4YcvdKQQ7Vi3Bo407El5FJeLnn83zwIEYWTl0SCwRQUhsrHneU9yednBBSsTWrdC7t6223K5dsjkRRHSy9h3atDENhw6ZXL7VJDPTFjMDxuXt4os9NURBAOqQErFv3z6aNm1Kly5dUD6o6Hnq1CmaNm3q9c8RPIfWmqNHj7Jv3z5iqrur17s3qqSEtf/LIOVoAp07u9lAXr7cPA8f7pHxCrWbLl1MTcG9dKLTnp+rdM6yZaa+1NChQMYO0yhKRNBhTS878tszCKqtRGgNmzbBlVcCpaVml/mqqzw9TMFPdO4MS5dSbom4wLiIjAyYOhU4e9ZkiBNLhOBh6ow7U2FhIa1atfKJAiEEJkopWrVqdWHWKpv/Sf1Naxk/vhIPlBUrjF1Z3FPqBCEhxhqxJb8THD3qto5IRZYtMxvKTZtSnt5VlIigo2NH47ay7VArysLCqq1EHDhgRCoxEbM4LC6WBWIQ0amTSc1a0tLBElFNjh41XlA9e2JisrQ22okgeJA6o0QAokAI5+WCZaR7d+OgvGZN5cesWAHDhtn8D4S6wIABsHp/1dK8FhXBqlUwcqStYds2s9Ls2tW7gxR8Tr16ZqG4K0dxtmXLagdWb9pknhMTkfSuQUjnzsbAdKDswi0RVlB1jx7YAiwQRVPwOHVKiRAErxESYlsxrnbff+iQ2VkWV6Y6xcCBsL2ok3lznriItWuNImFXIrZsgW7dTEpgIeiw0ryebdmy2paIzZvNc0ICokQEIZ1sU8buY03N//8FKBFW9q6ePSlPASyWCMHDiBLhI+6//35eeeUV+/sJEyZw66232t8/+OCDvGTlB60iKSkppKamemqI5OTk8NFHH1Xa//DDDxMfH098fDwff/yxS/8999xDEzcpBtesWUNoaCjz58+3t91yyy20adOGeCv61Ma8efPo06cPISEhrLWqbtl49tln6datGz169ODbb78FoKCggMsuu4yePXvSp08fHnnkkWp9Z48ycKDZIiwqcu1bvNg8jxvn2zEJfmXAANhD1ZSIZcvM84gRtoYtW6BPH+8NTvArXbuaAvZnW7WqthKxaZNxiWrRAqNEKCULxCDC+in37FUXXHAuIwPq17cZH3bvNhtd0dEeHacgiBLhI4YNG2Zf8JeVlXHkyBG2bNli709NTWV4NXepPalElJSUnFOJ+Oqrr1i/fj1paWn8/PPPvPDCC+Tl5dn7165dywk3lVdLS0t5+OGHmTBhglP7TTfdxKJFi1yOj4+P59NPP2XUqFFO7Vu3bmXu3Lls2bKFRYsWcdddd1FaWgrAQw89REZGBhs2bGDFihV888031f36nmHQIOObbFWlduSbb0yuPcmgUqfo1QtONO5AGeq87kzLlpnjW7cGCgtNpShRIoKWXr3gyBE41aT1BSkRVgphsrONRiEWq6DBKiptT/N6ge5M3bvbykLk5JjsTvaqp4LgGfyiRCilrlFKbVFKlSmlBpzjuByl1GalVJpSam1lxwUCw4cPty/4t2zZQnx8PE2bNuX48eMUFRWxbds2+vXrx7p16xg9ejT9+/dnwoQJHLDdXF577TV69+5NYmIi06dPJycnh7feeouXX36ZpKQkli1bxk033cSdd97JyJEj6d69O19++SVggspvvvlmEhIS6NevH0uWLAFg9uzZXHPNNUyePJnx48fzyCOPsGzZMpKSknj55Zedxr9161ZGjx5NWFgY4eHh9O3b164ElJaWMnPmTP7+97+7fO9Zs2Zx1VVX0cZKVWdj1KhRtGzZ0uX4Xr160cNN4PHChQuZPn06DRo0ICYmhm7durF69WoaN27M2LFjAahfvz7Jycns27evWr+Nxxg1yuwIWlYHi9JS+PZbmDDB7AYJdYbQUEjsX48j9dqf0xJRVGSysYwZY2vIzISyMlEighiraP1B1dZoE2fPVum8s2dNuExioq0hK8u4vQlBQ3i4qR1or1p9gZYIe3pXqREheAl/pXhNB64E3q7CsWO11kc8+eF/+AOkpXnyipCUBA7eSi5ERUURFhbGnj17SE1NZejQoeTm5rJy5UoiIiJITExEKcU999zDwoULad26NR9//DGPPfYY7733Hs899xy7du2iQYMGnDhxgubNm3PnnXfSpEkTHnroIQDeffddcnJyWLp0KdnZ2YwdO5asrCzeeOMNADZv3kxGRgbjx49nuy3zy8qVK9m0aRMtW7YkJSWFF1980a58ONK3b1/++te/8sADD1BQUMCSJUvo3bs3AK+//jpTpkyhffv2Tufk5uayYMECfvzxR9acK+C4CuTm5jJkyBD7++joaHJzc52OOXHiBF988QX33XdfjT7rgomMhMGD4euv4ckn7c3Ntm0zqTImTfLPuAS/Mno0ZC/rRMudeyqdcJcuhdOn4bLLbA2WldL2PyYEH5YSsac4iiFgdputLehzkJlpDJ5OSsSVV3prmIKfsNzd6NwWNmyo1rlnzxoD1bXX2hpychz8JAXBc/hFidBab4O6ly3JskakpqbywAMPkJubS2pqKhEREQwbNozMzEzS09O55JJLALPDby3MExMTueGGG5g6dSpTp06t9DOuvfZaQkJCiIuLIzY2loyMDJYvX84999wDQM+ePencubNdibjkkkvcWgQqMn78eNasWcOwYcNo3bo1Q4cOJSwsjP379zNv3jxS7BXVyvnDH/7A888/T2hoaDX/Uq5orV3aHOWnpKSEGTNmcO+99xJrVXLyB5deahSIw4dtfinQbtEiUzBg8mT/jUvwG+PGwZ6nO5GwfT2uEUOGL7+ERo3gootsDVu3GjOGpHcNWjp2NNNCdoFNcfjllyopERs3mueEBExBwiNHxBIRhMTFwU8/AQNtlgitq5zZLzvbGMB79sSURt+3TywRgleo7cXmNLBYKaWBt7XW/6rsQKXU7cDtAG3btnVZ1EZERHDq1CkAnnrKO4O1XR4wCsApxwYgOTmZlJQUNm7cSOfOnWnevDl///vfadq0Kb/61a/Iz8+nZ8+e/PDDDxWue4q5c+eyYsUKvv76a/7617+yevVqioqKqFevnv1ziouLKSoqsr8vLS2loKCA4uJiCgoKnNpPnz5NYWGh0/kFBQWUlJS4jNvi3nvv5d577wVMYHSHDh1YsWIFO3bsoKstDWVBQQGxsbFs3LiRNWvWcN111wFw9OhRvvrqK4qLi7n88ssByM/Pp6yszO3nWWO0+lq3bk1WVpb9fU5OjtNvetddd9G5c2d++9vfVjr+qlJYWOhWKaoKTdq0YYDWZD77LAemTCHkzBmG/fgjB0aPJnPduhqNSwhMzp5V7AntTINfFrD0hx/IP3PGSb60hvnzB9O3bwE//2zS7vRZupTGHTqwZuVKP41a8AUdOvQn/VgHADYvXszR06fPe85nn3WjYcP2HDy4nMIVGQwA0gsLOXKBc5ZQu8jPzyclJYWwsM7s3duFjOP59CwpYfkXX1DSrFmVrrFsWSQQT37+WlbOz2JoaSmZhYUcEBkJOCx5qLVorb3yAL7HuC1VfFzhcEwKMOAc14iyPbcBNgKjqvLZ/fv31xXZunWrS5s3ycvLc2nbsGGDjomJ0ePGjbO3JScn67Zt2+rDhw/roqIi3bVrV52amqq11vrs2bM6PT1dl5aW6l27dtnb2rRpo48fP65ffPFF/cQTT9iv9Zvf/EZPmjRJl5aW6qysLN2hQwd95swZ/Y9//EPfcsstWmutMzMzdadOnXRhYaF+//339e9//3v7+WvXrtWjRo1y+31KSkr0kSNHtNZab9y4Uffp00cXFxe7HBceHu72/N/85jd63rx5Tm27du3Sffr0cXv86NGj9Zo1a+zv09PTdWJioi4sLNQ7d+7UMTExuqSkRGut9WOPPaavvPJKXVpa6vZa1aVGslJWpnW/flp37651UZHWL72kNWi9bJlHxiYEJv/o/Y6Rg+xsvWTJEqe+1FTT9d57Do1xcVpfdZVPxyj4nhtu0DqxVZYRgLfeqtI5w4ZpPWKE7c3cuebcTZu8N0jBp1jzw4cfmp92z98/Mi+qcV/6f//PnJKXp7VeutS8WbzYOwMWvErF+4U/ANbqStbbXovy1FpfrLWOd/NYWI1r7Lc9HwIWAIO8NV5fkJCQwJEjR5x8+xMSEoiIiCAyMpL69eszf/58Hn74Yfr27UtSUhKpqamUlpZy44032gOj77//fpo3b87kyZNZsGCBPbAaoEePHowePZpJkybx1ltv0bBhQ3smo4SEBK677jpmz55NAzeZPBITEwkLC6Nv374ugdXFxcWMHDmS3r17c/vtt/O///2PsLALN2TNmDGDoUOHkpmZSXR0NO+++y4ACxYsIDo6mpUrV3LZZZfZszr16dOHa6+9lt69ezNx4kTeeOMNQkND2bdvH8888wxbt24lOTmZpKQk3nnnnQseV41Rypi6tm+H8ePh0Uc5NnCg1Ieo43QeZ9xN9vyY5dL3n/8YV6arr7Y1WJmZJB4i6OnVC7Yc7YxWqkoZmkpKjHv8ACsdSZZNnvzpwil4hbg487z7TPWrVm/aZNLENm2K1IgQvEtl2oUvHpzDEgGEA00dXqcCE6ty3dpqifA27nb7herjEVn529+0rldP62HD9PIFC2p+PSGg2b82V2vQn13yutPOUn6+1i1aaH399Q4Hr1ljdg7lfzno+fRT81OfbdlG69tvP+/xGzea4z/80NZw001aR0V5d5CCT7Hmh+PHbRbKBzabFx9/XOVr9Oql9RVX2N787W/m/DNnPD1UwQfUWUvEuVBKTVNK7QOGAl8ppb61tUcppb62HdYWWK6U2gisBr7SWrsWFhCE2sjjj8OZM7BiBcXNm/t7NIKfaZ/cnsLQxuxfuoMzZ8oTDcyaBcePw913Oxxsxc707+/bQQo+x8rQlNe0gwl+PQ9WkjsnS4S1ZS0EFc2bm4R/mw7bsh7u31+l886cMRm8+va1NeTkQLt20LChN4Yp1HH8lZ1pAcY9qWL7fuBS2+udQN+KxwiVM3v2bH8PQXDEA1mphCBBKUpjutExK4vPPoti0iSTwOvvfzdpXYcOdTh23TpTiliyqQQ9XbtCWFgZv9TrSKu9u857fGoqtGzpkIwpK8shL7AQbMTFQdqelqaQYBWViPR0U2LGSYkQVybBS0jlK0EQBB8Q3jeOpPAdzJ7dhX/+E664AgoK4LnnKhy4fr2pbF7HUmDXRerVg9jY0+w40/G8Fc0Bli836f5DQoD8fJMWVtK7Bi1xcbAjS0GHDlChLlJlWCmA7UrEzp1GWxUELyBKhCAIgi+Ii6ND0U66dznO739vCl5+9BHExzscc/YsbN4srkx1iJ4989hwtKOp+ZCfX+lxhw6ZfA32mmE7dphnUSKClrg4ozuUtouqlhLRtCnExGDmkz17RIkQvIYoEYIgCL4gPh5VUsK/Z37BqlXGy8Cl0HB6urnxJyf7Y4SCH+jR4xTbCzuZN+ewRqxYYZ7tSkRGhnm2AiuEoMMKdznVtHqWiMREm7UqJ8f4NokSIXgJUSIEQRB8QWIiAM1yshk8GNq0cXPM+vXmWSwRdYYePU6xF1ul6j17Kj1u6VITG2vXL7dtMytFsUQELT16mOeDYR1MTITJVlkpWhslwu7KlJ1tnkWJELyEKBE+RCnFr371K/v7kpISWrduba/gPHv2bO52SNOycOFCpk6dan//7LPP0s3hhvHFF18wZcoUp/4PP/yQv/zlLyilyMoqz0n/8ssvo5Ri7dq1AHTp0oUjR47Y+1NSUrj88svRWhMZGcnx48cBOHDgAEopli9fbj+2devWHD161P7+Qs6pCq+88goFBQXVOudcfPbZZ2zdutVj1xOEatGjB9SrR5OdOys/Zt06iIiQm34dokuXAg43sCkR57BEfPstjBplYmwBo0R07erQIAQbvXqZ/BzZhVEmgOrkyXMev2sX5OW5USJE0RS8hCgRPiQ8PJz09HTOnDkDwHfffUeHDh0qPX7YsGGsXLnS/n7lypU0a9aMQ7aiM6mpqQx3KGK2ePFixo8fD5gidnPnzrX3zZ8/n95VKF6llGLw4MH2z01NTaVfv36kpqYCkJmZSWRkJK1atarROVXBk0pESUmJKBGCf6lfH3r2JPxcSsTPPxsrhARV1xlCQzVdhkVRhqpUidizx3gv2WpvGjIyoGdP3wxS8AsNGpifOP2YbZ1wHpem1avN88CBtobsbAgPh7ZtvTdIoU4jSoSPmTRpEl999RUAc+bMYcaMGZUe27p1ayIiIuwWhdzcXK666ir74jw1NZVhw4YBkJeXx9mzZ2ndujUAU6dOZeFCUxx8586dRERE2PvOx/Dhw50+44EHHnBSEKzPvJBzXnjhBQYOHEhiYiJPPvkkAKdPn+ayyy6jb9++xMfH8/HHH/Paa6+xf/9+xo4dy9ixYwFo0qQJDz74IMnJyYwbN47Dhw8DkJaWxpAhQ0hMTGTatGl2i8iYMWN49NFHGT16NM8//zyff/45M2fOJCkpiWxrh0YQfEliYuVKxIkTJtp61ChfjkioBYwdX48DtOfMdvdKxLffmme7ElFSYqKsJR4i6ElMhNW5NiXiPGleV62CRo0gIcHWkJ1tqpnLpoTgJeqsEjFmjOvjn/80fQUF7vutMgxHjrj2VZXp06czd+5cCgsL2bRpE4MHDz7n8cOGDSM1NZXMzEzi4uIYMmQIqamplJSUsGnTJgbathy+//57xo0bZz+vWbNmdOzYkfT0dObMmcN1113ncu2xY8eSlJREUlISt956q8tnAqxevZqpU6ey17ZDVtH6UZ1zFi9ezI4dO1i9ejVpaWmsW7eOn376iUWLFhEVFcXGjRtJT09n4sSJ3HvvvURFRbFkyRKWLFkCGGUjOTmZ9evXM3r0aP76178C8Otf/5rnn3+eTZs2kZCQYG8HOHHiBEuXLuWxxx5jypQpvPDCC6SlpdFV3EUEf5CYSMPDh80kUpHly41T8+jRvh+X4Fcuvhj20ImTm3a77f/yS4iOBrsxedcuE4AvloigJyEB1h+qmiXi55+NFSLMqgCWlSWukYJXqbNKhL9ITEwkJyeHOXPmcOmll573eGuHPzU1laFDhzJo0CB+/vlnNmzYQI8ePWhoq0K5aNEiJk2a5HSupbB89tlnTJs2zeXaS5YsIS0tjbS0NN555x17+6BBg9iwYQOnT5+muLiYJk2aEBsbS1ZWVqWWiKqcs3jxYhYvXky/fv1ITk4mIyODHTt2kJCQwPfff8/DDz/MsmXLiIiIcPu3CAkJsStDN954I8uXL+fkyZOcOHGC0baF129+8xt++ukn+znulCdB8BvW/45DvJCdpUuNy9N5NhaE4KNfP9hXP5bQPa5WqmPH4Jtv4LrrHDaUJTNTnSExEQ5gq1p9DiWiqMjkZbBPH2VlUiNC8Dp+qVhdG0hJqbyvceNz90dGnrv/fEyZMoWHHnqIlJSU8wYbDxs2jFmzZlFaWsptt91G06ZNKSwsJCUlxckisHr1at58802ncydPnszMmTMZMGAAzZo1q/L4GjduTLdu3XjvvfdItqUCGTJkCF9//TWHDh2ih5UyoprnaK3505/+xB133OFy/rp16/j666/505/+xPjx43niiSfOO05VBRNteHj4eY8RBJ8xcCCl9esTunQpOCRNAGDJEhg0yPgjCHWK0FCo3yOWlpvncubkWRpF1Lf3zZsHxcVwww0OJ2zbZp7FEhH0JCVBIY0407gljc6hRGzYYIxTdiVi/36jWYgSIXgRsUT4gVtuuYUnnniCBLvjYuX07t2b/fv3s2zZMvr16wdAUlISb731lt0isGXLFnr27EloaKjTuY0aNeL555/nscceq/YYhw8fziuvvMLQoUMBGDp0KK+++ipDhgypdPF+vnMmTJjAe++9R76toFJubi6HDh1i//79NG7cmBtvvJGHHnqI9bY0l02bNuXUqVP265eVlTF//nwAPvroI0aMGEFERAQtWrRg2bJlAPz3v/+1WyUqUvF6guBzGjQgr08fY3VwZO9ek5mpCtZJITiJm9iVUMr4/t1ylyat4V//Mm5MSUkOB2/bBu3aQfPmvh6m4GM6dDCubIfqdThnTIS1sTlypK1BMjMJPkCUCD8QHR3Nfffd57Zv9uzZREdH2x+5ubkMHjyYyMhI6tWrB5jF+c6dO+1KxDfffMPEiRPdXm/69Ol2y0B1GD58ODt37rQrBMnJyezbt8+tK1NVzxk/fjzXX389Q4cOJSEhgauvvppTp06xefNmBg0aRFJSEs888wx//vOfAbj99tuZNGmSPbA6PDycLVu20L9/f3788Ue7teKDDz5g5syZJCYmkpaWVqkVY/r06bzwwgv069dPAqsFv3Gib18TQG1LAADAp5+a56uu8suYBP/T8zKzY/zT+9n2cgCffWZcVGbOrBAbu22bWCHqEMOGwa6icxec+/FHEz9hrz9jpXgXS4TgTbTWQffo37+/rsjWrVtd2rxJXl6ezz7r4osv1vv37/fZ5/mL8PBwn3yOp2VlyZIlHr2eENise/11rUHrDz4obxw+XOuEBP8NSvAb9vkhN1dr0Hfxuv7gA63z8rTu3l3rHj20Li52OKGkROvwcK3vvdcfwxW8jLv7xcsva/0Ot+iStu3dnlNYqHWjRlrfd59D48yZWtevb+RFCFhqw/oBWKsrWW+LJSII+O6772jfvr2/hyEIQhXI690bYmLg/fdNw8aNsGIFXH+9fwcm+Jf27dGNGjEyKpvbbzcuTFlZJmtgmGP0YnY2nD7tUFFMCHaGDYNcOhBy6KAJkKnAypVw5gxcdJFD47Zt0L27CbgRBC8hSoQQMFixFIIQ0CgFv/+9cWJeuBDuv99Uqb7zTn+PTPAnSqFiY5makM2MGcaV/euvKywMwSidUCFIQghmkpLglwZdULoM9u1z6f/iC5PYzSndfEaGZO8SvE6dzc4kCILgN+680xSesTI0vfOOBMkK0K0bDbdv5/1F5zgmLc2YJuxFI4Rgp359aDM4Bn6CsuxdhMTE2Pu0hvnzYfx4sCdhLCw06V3PUcxWEDyBWCIEQRB8TXi4ydD00ktmG/G3v/X3iITaQJ8+phJ1UVHlx2zcaIKqbTWChLpB3yu6ALA7ZZdT+9q1sGdPhZwMWVmmToRYIgQvI0qEIAiCP2jZ0rgyXX65v0ci1BYSEqC0tLyYnDs2bJB4iDrI6Bs7UkIou350ViL+9z+oVw+mTHFolDoigo8QJUIQBEEQagNW7aDNm93379tnagVIVfM6R8s2YRxt1JHj63fZDVXHjxuvyGuuMXsSdiwlwk1hWEHwJKJE+JgFCxaglCLDYacpJSWFyz24G+np67lj48aN9noPkydPJi8vz6l/z549NGnShBdffNHl3ClTphAfH29//9NPP5GcnExYWJi9mJzFxIkTad68ucv3+eGHH0hOTiYpKYkRI0aQZcuJ/cILL5CUlERSUhLx8fGEhoZy7NgxT31tQRAE79G9u9lWTk93379ypXkeMsR3YxJqDfV7xNC+aBevvWbeP/kknDoFDz9c4cCMDOjcGRo39vkYhbqFKBE+Zs6cOYwYMYK5c+d67JqlpaUeu1ZVufXWW3nuuefYvHkz06ZN44UXXnDqv//++5k0aZLLeZ9++ilNmjRxauvUqROzZ8/mejcpLmfOnMl///tfl/bf/e53fPjhh6SlpXH99dfz9NNP249PS0sjLS2NZ599ltGjR9PSaYtGEAShllKvnnFBqcwSsWqViYUQd6Y6SYvkGHo22MWjj8LVV8OsWSbRW2JihQO3bZN4CMEniBLhQ/Lz81mxYgXvvvuuixKRl5fHtGnT6N27N3feeSdlZWUALF68mKFDh5KcnMw111xjT3PapUsX/va3vzFixAjmzZvHokWL6NmzJyNGjOBTq/otcPr0aW655RYGDhxIv379WLhwIWAUj5kzZzJw4EASExN5++23AWPFGDNmDFdffTU9e/bkhhtuQFvlUx3IzMxk1KhRAFxyySV88skn9r7PPvuM2NhY+vTp4/L9X3rpJXtFaosuXbqQmJhISIirOI4bN46mTZu6tCul7NaPkydPEhUV5XLMnDlzmCHZKQRBCCQSEsrTuFZk5Uro39+k6xHqHjExtCz6hSmXnOGrr+Dmm8HF2F9WBpmZEg8h+IS6meL1D38wafI8SVISvPLKOQ/57LPPmDhxIt27d6dly5asX7+e5ORkAFavXs3WrVvp3LkzEydO5NNPP2XMmDE8/fTTfP/994SHh/P888/z0ksv8cQTTwDQsGFDli9fTmFhIXFxcfz4449069aN6667zv6ZzzzzDBdddBHvvfceJ06cYNCgQVx88cV8+OGHREREsGbNGoqKihg+fDjjx48HYMOGDWzZsoWoqCiGDx/OihUrGDFihNN3iY+P5/PPP+eKK65g3rx57N27FzBKy/PPP893333n4sr0+OOP8+CDD9LYAybWd955h0svvZRGjRrRrFkzVq1a5dRfUFDAokWLeP3112v8WYIgCD5j8GD46CPYvdu4pFgUFMD69XDPPf4bm+BfunYF4JPns8rjZyqyc6epPCcpgAUfIJYIHzJnzhymT58OwPTp05kzZ469b9CgQcTGxhIaGsqMGTNYvnw5q1atYuvWrQwfPpykpCQ++OADdu/ebT/HUhYyMjKIiYkhLi4OpRQ33nij/ZjFixfz3HPPkZSUxJgxYygsLGTPnj0sXryY//znPyQlJTF48GCOHj3Kjh077GOJjo4mJCSEpKQkcnJyXL7Le++9xxtvvEH//v05deoU9W07Y08++ST333+/i8tSWloaWVlZTJs2zSN/y5dffpmvv/6affv2cfPNN/PAAw849X/xxRcMHz5cXJkEQQgsRo82zz/95NyekmJSv15yic+HJNQSLMXACpx2x4YN5rlfP++PR6jz1E1LxHksBt7g6NGj/Pjjj6Snp6OUorS0FKUUf//73wHjnuOIUgqtNZdccomTsuFIeHi40/Hu0FrzySef0KNClgatNbNmzWLChAlO7SkpKTRo0MD+PjQ0lJKSEpfr9uzZk8WLFwOwfft2vvrqKwB+/vln5s+fzx//+EdOnDhBSEgIDRs2JDQ0lHXr1tGlSxdKSko4dOgQY8aMISUlxe24z8Xhw4fZuHEjg20ZSq677jomTpzodMzcuXPFlUkQhMAjIQFatDB1RH71q/L2r782gbI2N1KhDtK9O4SEwNatlR+TlgahoeCQvEQQvIVYInzE/Pnz+fWvf83u3bvJyclh7969xMTEsHz5csC4M+3atYuysjI+/vhjRowYwZAhQ1ixYoU981BBQQHbt293uXbPnj3ZtWsX2dnZAE5Kx4QJE5g1a5Y9rmGDbZdiwoQJvPnmmxQXFwNGETh9+nSVv8+hQ4cAKCsr4+mnn+bOO+8EYNmyZeTk5JCTk8Mf/vAHHn30Ue6++25+97vfsX//fnJycli+fDndu3e/IAUCoEWLFpw8edL+t/juu+/o5RBEdvLkSZYuXcoVV1xxQdcXBEHwGyEhMHKkUSIstIavvoJx46TIXF2mUSOIjT23ErFhg7FYiJwIPkCUCB8xZ84cF1eeq666io8++giAoUOH8sgjjxAfH09MTAzTpk2jdevWzJ49mxkzZpCYmMiQIUOcUsNaNGzYkH/9619cdtlljBgxgs4OfrSPP/44xcXFJCYmEh8fz+OPPw6Y7Eq9e/cmOTmZ+Ph47rjjDrcWh3N9n+7du9OzZ0+ioqK4+eabL+TPAsCaNWuIjo5m3rx53HHHHU4B2SNHjuSaa67hhx9+IDo6mm+//ZawsDD+/e9/c9VVV9G3b1/++9//OmWHWrBgAePHj3ey1AiCIAQM48aZqsPWptGGDZCTA5dd5tdhCbWAXr3Ob4kQVybBRyh3mXe8/qFKvQBMBs4C2cDNWusTbo6bCLwKhALvaK2fq8r1BwwYoNeuXevUtm3bNqfdam9z6tQpt1mFhNqPp2XFynglCCDyIDjjVh5yc6FjR3jsMXjqKbj1VvjwQzhwAJo398cwBR9x3vnhkUfgpZdMoH1YBY/0gwehXTvTf//9Xh2n4Btqw/1CKbVOaz3AXZ+/LBHfAfFa60RgO/CnigcopUKBN4BJQG9ghlJK0g0IgiAIwU2HDjBlCrz2Grz/vilLfNttokAIxlWpuNhYqiqSmmqeBw3y7ZiEOotflAit9WKtteU7swqIdnPYICBLa71Ta30WmAuIk7sgCIIQ/Lz4IigFt9xirBK21N5CHcdyVVqzxrVv2TJo0AAGuN00FgSPUxuyM90CfOymvQOw1+H9PmBwZRdRSt0O3A7Qtm1bl6DdiIgITp06VdOxVpnS0lKffp7gOQoLCy846Nsd+fn5Hr2eENiIPAiOnEseGv7zn0Skp3Ns8GCK09N9OzDBL5x3figtZUTjxhycP58dHTs6dSV//TVlPXqQtnKldwcp+Izafr/wmhKhlPoeaOem6zGt9ULbMY8BJcCH7i7hpq3SAA6t9b+Af4GJiajoQ7Zt2zafxihITETg0rBhQ/p5MDCtNvg0CrUHkQfBEZEHwZEqycPw4XTYvZsOjsfl5xsXpz/9SeQpiKjt84PXlAit9cXn6ldK/Qa4HBin3Ud37wMc1exoYL/nRigIgiAIghBgDB0KTz8Np06BtVm5dCmUlpr0wILgI/wSE2HLuvQwMEVrXVDJYWuAOKVUjFKqPjAd+NxXYxQEQRAEQah1DB0KZWWwalV52//9nwm8tyqeC4IP8Fd2pteBpsB3Sqk0pdRbAEqpKKXU1wC2wOu7gW+BbcD/aa23+Gm8HkEpxa8cKpCWlJTQunVrLr/8cgBmz57N3Xffbe9fuHAhU6dOtb9/9tln6datm/39F198wZQpU5z6P/zwQ/7yl7+glLIXqQN4+eWXUUphpb7t0qULR44csfenpKRw+eWXo7UmMjKS48ePA3DgwAGUUvaieACtW7fm6NGjbr/jFVdcwdChQ53abrrpJubPn3/+P1AV8fT1BEEQBCFgGDnSFJ5buNC8LyyEzz6DadNMYLUg+Ah/ZWfqprXuqLVOsj3utLXv11pf6nDc11rr7lrrrlrrZ/wxVk8SHh5Oeno6Z86cAUyl5Q4dOlR6/LBhw1jpECC1cuVKmjVrZq8WnZqayvDhw+39ixcvZvz48QAkJCQwd+5ce9/8+fPp3fv8GXKVUgwePNj+uampqfTr149UW+q4zMxMIiMjadWqlcu5J06cYP369Zw4cYJdu3ad97OqQmlpqUeuIwiCIAhBQXg4XHopfPwxnDljlIm8PLjuOn+PTKhjSMVqHzNp0iS++uorwFR9njFjRqXHtm7dmoiICLtFITc3l6uuusq+oE9NTWXYsGEA5OXlcfbsWVq3bg3A1KlTWWjbpdi5cycRERH2vvMxfPhwp8944IEHnJQK6zMr8sknnzB58mSmT5/upMAAfP/994wcOZLu3bvz5ZdfAkZBmDlzJgMHDiQxMZG3334bMFaRsWPHcv3115OQkIDWmrvvvpvevXtz2WWX2ZUogHXr1jF69Gj69+/PhAkTOHDgAADZ2dlMnDiR/v37M3LkSHul75tuuol7772XYcOGERsbKxYNQRAEIfC49144cgTuvtsUJezVy1Q6FwQfUneViDFjXB///KfpKyhw3z97tuk/csS1r4pYC+zCwkI2bdrE4MGVZq0FjDUiNTWVzMxM4uLiGDJkCKmpqZSUlLBp0yYGDhwImEX6OIcJpFmzZnTs2JH09HTmzJnDdW52KMaOHUtSUhJJSUnceuutLp8JsHr1aqZOncrevSbbbkXrhyOWUjRjxgzmzJnj1JeTk8PSpUv56quvuPPOOyksLOTdd98lIiKCNWvWsGbNGv7973/bLRirV6/mmWeeYevWrSxYsIDMzEw2b97Mv//9b/vYiouLueeee5g/fz7r1q3jlltu4bHHHgPg9ttvZ9asWaxbt44XX3yRu+66yz6WAwcOsHz5cr788kseeeSRc/79BUEQBKHWMWoU/PrX8N57sGcPvP22awVrQfAyInE+JjExkZycHObMmcOll1563uMtq0BpaSlDhw5l0KBB/O1vf2PDhg306NGDhg0bArBo0SJuvvlmp3MtheXbb7/lhx9+4P3333fqX7JkCZGRkYDZ/X/xxRcBGDRoEBs2bOD06dMUFxfTpEkTYmNjycrKIjU1lQcffNBlnAcPHiQrK4sRI0aglCIsLIz09HTi4+MBuPbaawkJCSEuLo7Y2FgyMjJYvHgxmzZtslsDTp48yY4dO6hfvz6DBg0iJiYGgJ9++okZM2YQGhpKVFQUF110EWBcq9LT07nkkksAY9lo3749+fn5pKamcs0119jHV1RUZH89depUQkJC6N27NwcPHjzvbyAIgiAItY733oPp0yEmBnr29PdohDpI3VUizlW8o3Hjc/dHRp67/zxMmTKFhx56iJSUlEoDlC2GDRvGrFmzKC0t5bbbbqNp06b2YmiOFoHVq1fz5ptvOp07efJkZs6cyYABA2jWrFmVx9e4cWO6devGe++9R3JyMgBDhgzh66+/5tChQ/To0cPlnI8//pjjx4/bF/55eXnMnTuXp59+GjCxFo4opdBaM2vWLCZMmODUl5KSQnh4uMvxFdFa06dPH6e4EeuzmzdvTlpamtvv18Ah8Mx9dmFBEARBqOWEhsKkSf4ehVCHqbvuTH7klltu4YknniAhIeG8x/bu3Zv9+/ezbNkyewG0pKQk3nrrLXtswpYtW+jZsyehoaFO5zZq1Ijnn3/e7uJTHYYPH84rr7xiz7Q0dOhQXn31VYYMGeJ2QT9nzhwWLVpETk4OOTk5rFu3zikuYt68eZSVlZGdnc3OnTvp0aMHEyZM4M0336S4uBiA7du3c/r0aZdrjxo1irlz51JaWsqBAwdYsmQJAD169ODw4cN2JaK4uJgtW7bQrFkzYmJimDdvHmAUhY0bN1b7byAIgiAIgiC4R5QIPxAdHc19993ntm/27NlER0fbH7m5uQwePJjIyEjq1asHmAX9zp077UrEN998w8SJE91eb/r06XZrQnUYPnw4O3futCsRycnJ7Nu3z21QdU5ODnv27GHIkCH2tpiYGJo1a8bPP/8MmAX/6NGjmTRpEm+99RYNGzbk1ltvpXfv3iQnJxMfH88dd9xBSUmJy/WnTZtGXFwcCQkJ/O53v2O0LQ92/fr1mT9/Pg8//DB9+/YlKSnJHi/x4Ycf8u6779K3b1/69OljDzIXBEEQBEEQao4KRneOAQMGaKsegsW2bdvo1auXz8Zw6tQpmlqVJL3MJZdcwn/+8x/at2/vk88LdjwtK7W9bL3gW0QeBEdEHgRHRB4ER2qDPCil1mmtB7jrq7sxEUHEd9995+8hCIIgCIIgCHUIcWcSBEEQBEEQBKFa1CklIhhdtwTPIjIiCIIgCIJwfuqMEtGwYUOOHj0qi0ShUrTWHD161F57QxAEQRAEQXBPnYmJiI6OZt++fRw+fNgnn1dYWCiL0QCkYcOGREdH+3sYgiAIgiAItZo6o0TUq1fPXgjNF6SkpNjrOgiCWFwZIQAACztJREFUIAiCIAhCMFFn3JkEQRAEQRAEQfAMokQIgiAIgiAIglAtRIkQBEEQBEEQBKFaBGXFaqXUYWC3n4cRCRzx8xiE2oHIguCIyIPgiMiD4IjIg+BIbZCHzlrr1u46glKJqA0opdZWViZcqFuILAiOiDwIjog8CI6IPAiO1HZ5EHcmQRAEQRAEQRCqhSgRgiAIgiAIgiBUC1EivMe//D0AodYgsiA4IvIgOCLyIDgi8iA4UqvlQWIiBEEQBEEQBEGoFmKJEARBEARBEAShWogSIQiCIAiCIAhCtRAlQhAEQRAEQRCEaiFKRIChlGpue5bfTkApFaOUamh7rfw9HsG/KKXiHOYIkYc6ivXbK6WSlVJ9HNuEuotSarBSaoLttchDHUYpNVIpdUtNryML0QBAKVVfKfUnpdQO4G0ArXWZn4cl+AmlVFOl1ONKqbXAbOBdpVRDLVkS6iRKqSZKqaeUUiuB94E3lVKtRB7qLlprrZTqDqwE7rTa/DsqwR8opRoqpV5QSv0I/ANoAyIPdRWlVKRS6jvgZaC9UqpJTa4nSkQtxdpdBtBanwWigNeBUKVUgu0Y2UmoIzjKAxCLuRHcobUeDUQDNd5REAKHCvIQAYQC92itRwDdgBv8MjDBL1SQB4vhwH9t/Qm+HZHgTyqsHwqBB4FXtNYjtNb/9d/IBF/jZm6YBPyotR6gtX5Ga51fk+uLElHLUEpNVkr9H7BMKfV7pVSsretJzK7zLuBy63A/DFHwIRXk4W6lVAcgE3hCa73Odtj/gIm24+V/OohxMz901lrnaq0f1VqvVUqFApuB7bbjZY4IYtzJg0N3K+CA7THKdrzMD0GMG3mIs3V9AnS1HTNRKdXKb4MUfIIbWehq6xoFnLYd8yul1IiafI5MKLUIpdRo4EbgU+BWoAfwAIDW+pjW+iSQCgyytYlLUxBTiTw8orUu1Fofdzi0A/ANiEwEM5XIw0xbX4htt3mnrf02pVRXcVkIXs4jD82BvhiXhd1AtFKqMSDyEKRUIg8P2rrfAP5hc3m8GViolEryxzgF73OutSRmDTlaKbUAmAD8SSl1r21+qDaiRNQCHHYLM4DHtdZztdYbga+AiAq7R5uBUqXUxRXOFYKEc8jDl0BzSx6UUvVsx10MrPf9SAVfUIX5IdSmPGYA3bXWw4ENwG+VUu38M2rBW1RBHsKAM8AxIB+IBK7HzB/d/TBkwYucRx7ClVJhWusU4HZggtb6OmApcJ1Sqq1fBi14hXPIwtdAM1v/PqA3ME9rfSNmo6EHxv2x2ogS4UNsAbG/tbmlRNjalLVbqLU+qLXebnNJALgISNNalzm0HQJ+Bgba3jf15XcQPEcN5SFMa12slLoeyNJa/2w7v75fvoxQY2ogD6W244qBs7a+xRjl8njFzxECgwuUh41a6xLMbz8I4/r4K2Abxg86U1yaApMazA8ltuPe0Vrn2foWAuMwiqYQYFyALIwFNtn6t2I2o7vZ+tZi4upOXchYZDLxIpZWqJQKU0rdBqwBRmN2gz5QSkXasmgox4ndtiioB3QEsqw223MecASYqZTaDUyQm0Jg4GF5KLF1TwLSlVKPKJOtaagPv5JQAzwsD9qmWGqlVAxwJfA95UqFUMvxkDxk25rXAu8AF2mtB9hed1VKNReXx8DA0/ODw3VjgGswGw0lCLUeD8nCDltbLvAScJVSKhm4D2gBbLqQscni00sopRIdtMISzI7gJK31r4GHMFrfJOt4NxN7EsY1YWGF6z4D/BWTynGq1nqe3BRqP56WB2V84FsBUzA+ro2A32qtl3r7uwg1x0vzQxel1FxgAdAAeF1iIgIDD8rDAlv/Qa31u1rrXbb+tcCjWusTXv0igkfwxvyglGqnlPoI+AwIA96Q+aH240FZ+Mx2vRCt9SrgEeAPQGvgPq11gaWsVAdRIjyMUmq4UmoFkKaUus6h61uHCb0RUATsBfsu4lil1AfKVigK+DXwhlLqIqXUPKXUVbb2WVrrTlrrB7XWG3zwlYQa4CV5+AQTEHUaGK217qO1flIb30ehFuMleZivlLpMa50F/EVrnaS1vl9rvd9HX0u4QLx4v7jCdv1Q2zk5WusDvvhOwoXjxfnhcq31L8BftdZ9bfODyEMtxltzA2bjEa31N1rrX2ut77bdOy6odogSRdQzKGX80ZRSQzG7gPHA1VrrMcoEPpY6HBuFyaZzkdb6qDJ+7VdgdoteAdpiigSFAKuB+cBcx2sItRuRB8ERkQfBEZEHwRGRB8Ei0GRBlIgLRCnVQ2ud6aa9njYBr42BX4BobQtmchCOR4G2Wuv7bO0NtSkIY12jBcZn8VOt9RGffCGhRog8CI6IPAiOiDwIjog8CBaBLgvizlQNlFKJSqlXlFLpwEPKTUCzNhlS0FoXYLIo3WE7t57tR28MdMbkbG6ulJpq/ehKqVCbcBzXWv9LJoDajciD4IjIg+CIyIPgiMiDYBFMsiBKRBVRSjXCVAZugglquU3bAliUIdThWCt//1vALVAuEJho+tswpqYfgIlKqWa2Y0q1mIYCApEHwRGRB8ERkQfBEZEHwSLYZEHcmdxg+5FvwaS9ekVrnW9rfwNYpbX+r1KqDSYO5XCFc1s7timlDgDJGN+2XOAeTP7mD4CFWmtJwVjLEXkQHBF5EBwReRAcEXkQLOqELGit5VHhAbyAya/8GabCo9U+HkgDUjDBKv/BZMcBUw0yFaMVRtja6gEHgFJM8EsnINTf308eIg/yEHmQh8iDPEQe5CGyUJNHnbVE2PzFtFJqIHA9sBz4Qmt9VinVGaiPyb3bQmv9V4fzngV+0lp/o5T6I9ATU7chHijSWn9vOy4G+H/ASUw+5s2+/H5C9RB5EBwReRAcEXkQHBF5ECzquizUSSXC4UcfBbwBfIkp+12ktb7f4bhrgEswuZVzbW1h2lYtWCkVDTwLvKe1XuLr7yF4BpEHwRGRB8ERkQfBEZEHwUJkoQ4FViulGiul7lSmYuOttoCVZOAtrfWfgMeAsUqp0Q6nZQJngBG2a4RYP7qNnkBTTOQ8yk2EvVA7EXkQHBF5EBwReRAcEXkQLEQWnAmYgdYEpVQ7jIY4BvgvxufsSmAoUAKgtT6O8Vu71+HUPbZHou2YMqVUiFLqT0qpdcBTwByMcKBdy40LtRCRB8ERkQfBEZEHwRGRB8FCZMGVOuHOpEyEfKLW2tLybgJ6A1uA32utB9na2wMbtNbtHM4dgBGGE8A6rfUHSqmJwCGt9XqffhHBI4g8CI6IPAiOiDwIjog8CBYiC67UCUsEUAisVkop2/tNwGCt9QdAV5t2idb6ALBRKWWZnLoDs4EJQBywy3bcokD+0QWRB8EJkQfBEZEHwRGRB8FCZKECdUKJ0DYcmu4DPrW9/hq4H0Ap1RLYa3uAMS29CXTSWk/SWv/koyELXkTkQXBE5EFwRORBcETkQbAQWXClTigRFlprrUwUfDtMrl2AvwAopb7EVP0L1Vrvth2/V2v9hta6yB/jFbyLyIPgiMiD4IjIg+CIyINgIbJQTpi/B+AH+gGbgV1KqVuBfcCjwHVARqCbloRqI/IgOCLyIDgi8iA4IvIgWIgsUEcCqx1RSq0AYoEcYD8mb+8mvw5K8BsiD4IjIg+CIyIPgiMiD4KFyIKhTikRyuTzfRIT1PK/YDQtCVVH5EFwRORBcETkQXBE5EGwEFkop04pEYIgCIIgCIIg1Jw6FVgtCIIgCIIgCELNESVCEARBEARBEIRqIUqEIAiCIAiCIAjVQpQIQRAEQRAEQRCqhSgRgiAIgiAIgiBUC1EiBEEQBEEQBEGoFqJECIIgCIIgCIJQLf4/Brj8NE+3p5QAAAAASUVORK5CYII=\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "figure(figsize=(13,6))\n", "plot(time_westport, etap_westport, 'b', label='Westport %s' % station_westport)\n", @@ -123,7 +90,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -137,22 +104,9 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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eegpKSuCv/irmPVVGRBgMBoPhyuWrX4WCgkAj8Q1vkATa737XuXkZnKenB379a3jHO0Rc+pOeDm9/Ozz4IFy65Mz8DO7gv/9bvFNf+Yr8npIiIW9VVfD4487OLcIYEWEwGAyGK5OGBtixA/78zyExcWRcKRnbu1fCmwxXJi+8AF1d8N73hn78He+ACxdkDRmuTDo6JMn+fe+D3NyR8Xe8A/LzRWDEMEZEGAyG2GdoCH7yE/joR+GRR5yejcEt/PrXcv+e9wQ/9u53Q1wcPPxwVKdkcBFPPCEeh+uuC/34DTdILs0VEPtuGIPf/EZypz75ycDxxET40z+FbdukWEOMYkSEwWCIbbSWJLePfAQeeADe8hb4n/9xelYGN/Cb30hJ14KC4MfmzIFrroHHHov+vAzOozU88QT65lv4/v8m8973wh//OOqY9HTYutWIiCuZ3/0OSkoYLisPfuzuu2UdBS2c2MGICIPBENv87//Cr34F//zPUsP7zW+Weu9Hjjg9M4OTNDXJGrjnnrGPuesuOHAA2tqiNi2DS6iuhuZmftN5O//v/8Gjj8Jb3zrivPLxxjfKOjp2zIlZGpzkxAn09u38PuGdJKcoNm2C1la/x8vKYPFi+MMfHJtipDEiwmAwxC4DA/DFL8LVV0uJxsREqbaSng6f/azTszM4ybPPyv0b3zj2MW96k9ybneYrj+3bAfjCSzfxV38Fp0/D5s1S2TUgj/rGG+Xe9BW58njkEdTwMF888nbe/37Jo37HO/wKMiklnu8XXojZctFGRBgMhtjlgQdka+hzn5P4dpAwlb/4CwlTaW52dn4G53jmGVi4kOHlK3j6aUl9GBgYdcyKFZCT4zMoDVcQL7/MucS5XJi7lC9/GZKT4d/+DY4fF+emj9WrpRrPq686NlWDM3T+37O0spBb/3oVP/0pfOc70vg+oDL0TTdBf3/Mrg8jIgwGQ+zyve9BaSncfnvg+J/+qdz/7GdRn5LBBQwNwXPPMXTLG7jjTsVtt8Hb3iaRbkNDfscpJUm1RkRccVx64WW2DVzL3/+DIi1Nxm68Ea66SgruaG0dmJQE69fDK684NleDAwwNEbftebYl3so/fk4BUsRrxYpRBZm2bpUNrG3bHJlmpDEiwmAwxCaNjbIt9IEPiDHoT2Eh3HKLiAifNWC4YjhyBM6f57HuG3n6afjGN+DrX5ceUd/4xqhjt26V/ImWlujP0+AMJ0+S0lbPa/HX8uEPjwwrJfUZamul+q+Pq6+WUsB9fVGfqsEZTj21nxkD50i+4xZmz5axuDj4f/9P1sbhw9aBs2bBunVGRBgMBoOnePBBuX/nO0M//q53jSTXGq4srPj1Lzx9LW9+M/zlX0qu/R13wL/+q/QY82GX9zTeiCuG4R2yPoauupbMzMDH3vY2ERMBPcSuukpCVg4ciNocDc5S873nAVj/9zcHjL/rXSImfvtbv8Hrr5dwphgUmUZEGAyG2OR3v5NMyKKi0I/fdpvcP/VU1KZkcAm7dtGVMY/Xu4r4138dGf67v4POTvj97/2OLSuTRPw9e6I+TYMzHH9oF5dIZt1H1gU9Nns2bNgAzz3nN7hhg9wbEXHFMPTyKzQnF7PkmtyA8ZwcqRodUIvBFpk+90TsYESEITY4ckTiEEx3WQPAqVOwb5+U6ByLBQvEQDQi4opD79rFTn0tN92kWL16ZPz662HJEulL6CM+HtaskfVkuCIY2vEy+9jAHW9LDvn4LbfIxvKFC9ZAQQFkZsKhQ1Gbo8E52lo1K86/Qteqq0M+fvPNcrro6LAGbJEZEAMXGxgRYfA+v/qVXOT/+q8lwc00EjNMpHwnSML1jh1w8WLk52RwBydOoBobefbiNXzgA4EPKSV9Cbdtkyo8Ptatg4MHR2VdG2KSwUFy2g/SmreZWbNCH3LrrbIUfGHuSkF5uRERVwi7ftVIDqeZfcdVIR+/+WZJtfOtj8JCqQpoRITB4DLq6iTTbcsW+flNb5IA55decnpmBid5+mnIzmaofB1f/apoif/+b7/63TY33ih1PV97zZFpGhzA8igcTt7I3XcHP2y3hggIV1m/XoRmTU3k52dwlPOvVpGiL5F81doxj7nmGmk5E9AaYs0aeP11IzSvAI7/QSpxzX9baBGxeTNkZMDzz1sDSok3wogIg8Fl3HefnM0feEDiEH79a3Et/8M/mKo7VypaiwV4yy18/M/j+MxnRF/+zd+E6C939dVygt+505GpGqKP3i9x69k3lzNjRvDj5eUwd660kfCxfr3cm5CmmKf6t7I+Ft8ztohIThbNsHu33+CaNZKRX18f0fkZnGVwEFIOvkZfQhqqbFXIYxITRWju2uU3uGGDhF3HWNM5IyIM3uXVV+VK/8UvQl6ejGVkwKc/LTvLAVuJhiuGxkY4fpyqnOv48Y9lOdgOq//4D6is9Dt21ixpFmVExBVD944D1LKU6++aGfLxuDgJV3n2WT/PVUmJNBQzibMxz8WdB+klhdK7l1/2uM2bZWPZ53goL5f7gwcjOj+Dsxw8CCv7D3Bh8RpISBjzuI0bJY/apxnWrJHFcvRoFGYZPYyIMHiX730PZs6Ej30scPxDH4LcXPjudx2ZlsFhrO2fr26/hoULRWMqJd1mk5Phv/5r1PFbtkijqMHBqE/VEH2G9x3gAGt9xblCceutcPKk3/U+IUGERIwZAIZgZtQdoHlmGQkpYxuIAJs2QXe336ZESYmcaKqqIj9Jg2O88vIw5RwiZfOayx63YYNoBl+aTGmp3MfYOcSICIM3uXgRHnpIijJnZAQ+lpws408+6Vc+w3DFsGsXg2kz+MXBVXz2s7IcQEJUPvQh+PnPxUD0cc01Yg3EYPk9wyjOn2dWRyNt2WvHrPwLsiRgVKpMaWnMGQCGQLouaJZ0H6R76Zpxj920Se59IU2pqZJAa0RETFP/XCMz6SJjy5rLHhdUkGnpUolzirFziBERBm/yhz+IkHj/+0M//u53S2OXP/4xuvMyOM+uXVRlXkXGzHjuvTfwofvuk3LdAX0ATI33K4ah/bItmLBx7Hh3kOt9ZuYoEbFypXSt7uqK3AQNjnLgiePM5hzpm8vGPXbZMnGEB6TJlJRAdXXkJmhwnL7XDgKg1q657HELFkhAhE9EJCZCcTFUVER0ftHGiAiDN/ntb2XX59prQz9+1VWSYP3QQ9Gdl8FZLl5EHz7M42eu4u67JYzdn9JSOY8HiIilS8WbZXqMxDzHnxChuODONZc9Li5OdpqDRASYneYYpvlJ2SXOv6103GPj4mDVqlE24fLlIiJMUY+Y5MQJyDt9kGFl/fMvg1JSjyFAZK5caTwRBoPjXLoktdPuukvO5KFQSnoAvPCClPA0XBkcOoQaHubl/g285z3BDysFd98t9bt9jYDi4mDtWuOJuALo2n6A48xj05vnjXvs5s1STKW72xqwRUSMGQGGES7tl/9txqaVEzp+1SpZIz7NUFIiHvJjxyI0Q4OTvPIKrOEglwpLJHxtHFatEk3pM0FKS6GhQap4xQhGRBi8x0svScmDO+64/HFveIOEHpgeAFcOlhBomLWOm24Kfchb3yo51AElPE0zsSuC1JpDVKesIT9//GM3b5bqTD5tuXgxJCUZERHDpDZU0JU0W+JQJsCqVXD2rF+O1XKropPxVsUktohIHiep2qa0VASEr+rvypWiOGMo5M2ICIP3eOIJiVO54QYeewzuuUf6y507N+q4m26SXeYAa9EQy+h9+zmrsim7bcGY1ffWr5fopR07/AbXrZPdoRg6uRtGMTTEvM4quosuH4ZgY1fsfP11ayAhQYxEIyJikpMnobDnKJ0LVorLcgLYES1HjlgDtogw55GYpGrnGfJpI379mgkdbxdk8oW8xaA304gIg/d4/nm47jp+9MtU7rpL2kV897uiGS5e9DsuM1OKNfvaRhpind6X97NXr+OOO8c2AhISpPpOgIiwLUafNWCINU7vbiSFPpLKV0zo+AUL5BQSULQrBmOaDcKB/ZpSKohbNX4+hI0tInxrZP58mDHDeCJikOFhGDpo/aPt68U4lJTIvU9ELFsmF6AYSq52VEQopX6qlDqllAp55VZK3aCU6lRKHbRuX4j2HA0uo6MDKiroWHUdn/gEvPGN0lvs4YclGuW//3vU8Vu2SGZTX58DkzVElb4+kusrOMA63vjGyx+6datc+H15EcXF4rUyBmLM0vSkFPTPuWFi8e5KSR/CIBHR2BhTMc0GoXr7SWZzjsxrJ7Y+QMpG5+T47T0oNZJcbYgpmpqgqNe6PpROTGimp8OiRX6XlaQkERJGRISNnwGXafkDwA6t9Rrr9i9RmJPBzViNxH54dAvx8fCTn8j38s474c1vhq99bVRY09VXi4AwXURjn4oK4ocGOFu0jpycyx+6davcv/yyNZCaKjHvRkTELJ2vyP926V0T80QAlJWNSpxdsSLmYpoNwrmXZX2krZ+4iADRDDU1fgMlJcYTEYMcPAgrqGQofQbk5U34eaWlozRDSQnU1oZ9fk7hqIjQWm8HOsY90GCw2bkTnZjIV57byIc/LCEHNv/yL9DZCT/9qd/xV18t96++GtVpGqLP4G4p0Trzusv3AAAp3xkf79coCkyoSoyjqio5lTCfjAWzJvycsjLpV9nSYg0UF8t9XV34J2hwFH10crvMNsXFo2zC5cuhtdV4q2KMgwdhJZWoFSsmnDMDohlqavxqdixZIhWahocjMs9o47QnYiJcrZQ6pJR6Uik1uW+3IfbYuZO2nPV0DaXxl38Z+FB5ufQN+/Wv/Qbz8iA/X8oqGGKaM88e4AIzWPmmxeMem5oqmiGgNcTKlXK2NyWBYw6tYfbJo5zOntwu8+rVcu9Lrl5srS0jImKKc+cg9+xRLqVkwrzxy//6U1wsSdmdndbAkiVy39QUzikaHObgQViVUElc6cQ9mSBtiPr7/ar+Ll0q0RExUgZ4jPolrmE/UKi17lZK3QE8DCwLdaBS6mPAxwByc3PZtm1btOYYku7ubsfnEGvE9fezZfduHkm8j02bztLWdpi2tsBjNm1ayHe/u5Rf/OI18vN7AVi5eDEzXnqJ12Lo/2HWVzB5r+yhjtXEJbzCtm3jC4G8vBJeeWU2L764C6UgVylWDAyw+4EH6CksjMKM3U0srbHTpxK5baCS/TlvndTf1N2dAGzh8cfrmTGjFYBrsrI4u3Mn1THy2TiJW9bYwYOzWEUNHXPzqXnppUk9t78/G1jFb36zj+XLu5hx7hzrgcN//CNnT52KyHwNEyOc66vylRJyBo9Tn5xM66TOIZnAGh566CBr154nq7ubcuDgQw9xfs2asMzNUbTWjt6AIuDIBI9tArLHO279+vXaaV588UWnpxB77NihNeg387C+//7Qhxw7pjVo/eUv+w1+5SsyeO5cNGYZFcz6CuZ8Urb+7cyPTPj4b31LlkVbmzWwd68M/N//RWaCHiOW1thTP2rRGnT9p7476efm5Gj94Q/7DVx7rdbXXx+2uV3JuGWNfec7WjeTr7vf9r5JP/fIETltPPCANXDqlAx885vhnaRh0oRrfZ05o/VV7JL/6yOPTOq5jY3ytB/+0BpoaJCBH/0oLHOLBsBePYa97epwJqXUPKUk+EwptQkJvzrr7KwMjmE1jduXeDVvfnPoQ/LypPlwQGsIW+37YhIMMcfp08zqP0P/0omHq6xbJ/e+kCa7Hp/Ji4g5Tr0klZnybp5cKAKEKLazdKkJZ4oxag71UkAraeUhAx0uy5IlEiLvS67OzpZGNA0N4Z2kwTEOHZKkakCKK0yC/HxITPRrOBc04G2cLvH6a+AVYLlSqk0p9WGl1MeVUh+3Dnk7cEQpdQj4FvBuSxUZrkD0/v20xy9kzRtyyMwc+7hbb5UiTt3d1oBd09lUaIpZzu6UE3z6xomLiDVr5OLvExHp6VBUZEREDNJ/SNZHytrJi4iSkhAi4tgx6O0N0+wMTtO5Xww6VTx5EZGSAoWFfiJCKcmdMSIiZrBFhE5OlpqtkyA+XpaDb98hIUGuM0ZETB+t9Xu01vO11ola64Va659orb+vtf6+9fj/aK1LtdblWuurtNa7nJyvwVn6X93PnqF13Hnn5Y+75RbJjd2+3RqYN0+KeRsREbMce04M/wW3TlxEpKfLyT2gv9zKlTFVw9sgJLXUcjFxFuPW/g3B8uVw+rRfT5GlS+XeGIkxw3C1VV7Jrr41SZYuHWUTGhERUxw9CuVJlajiYlEFk2TJklHOyxjyZro6nMlg8HHxIkmN1Rxg7biNxLZsgeRkv0bVSsm2sxERMUvv3qN0kcHKNyyc1PPGrOEdI+X3DNLFPqezls65SydVmtFm+XK593kjbBERI0bAlc6pUzCvy3IjLJu8JwJkY7mx0W/AFhEmcCImOHoUSuMqJx3KZGOLTN9yWLJk1IB3MSLC4A0OHUJpzfH563xVFsciNVVKvQa0higvF2vRlO+MSZIaKmlKXUHGjMkZiatWiWbo77cGli2DS5dipvyeQb72S6ljePHSKT0/SETYJTyNiIgJKipgGbX0ZebAzJlTeo1Fi0SM+FpDLF4s4W4nT4ZvogZH0BpqK/qZ39c0LU9Vd7esEd/AhQtw1vspvkZEGDzB0B4JXM++dd2Ejr/qKti3z884XLNGfjGdRGMOrWFex1E68ybXAwDEEzE46BfPbHaZY46KA/0U0TSlpFkQAzE+3i9cJSsLZs82ayRGsEXEVL0QIJ4I8GsNYe90mZAmz3PiBGR2NhGnh6e8Rux9B985JIY2IoyIMHiCjhcOcIq5rL59wfgHA5s3Sz+XQ4esAZNcHbO0V3Yyf7gdtWpqIgL88iLsi0RAC1qDlzn2chPxDJO5fmqeiIQEKCgYZQ8GBcEbvEpFBRSrWpJKpy4i7Fxbn4iwB4yI8DyVleLJBEY2mSZJ0N5UkKrwLkZEGDyB3refA6xly9aJhatcdZXcW1VhJSYhOdmUeY1B6h6VyjtztkxeRCxfDnFxfnkRCxdCUlJM7BAZhIuH5H8Zt3zqRmJQnmxQpqTBqzQc6mK+Po4KgyfClxdhDxgR4XmOHp2+iCgqkuuM75QR5LryLkZEGNxPfz9Z7RU0zlrLgok5Ili4EObP98uLSEiQXWYTzhRznN0hlZmKbp980ltKihiIvmURHy8GovFExARag6qz/pdTNABANpYD7MGiImhthaGhac3P4CxaQ1+FZdlNQ0TMmyfnEp+ISEmBBQuuXBExMOCXIOJtjh6FVUm16BkzYO7cKb1GUpLYJM3N1kBqqlSK8w14FyMiDK5HV9eQqAfQZasn/BylpOlcgONhxQojImKQ4YqjXFIppJQUTen5y5aN0gwxVH7vSufkSZjfU0dfyswpGwAgQvPUKan0BIiIGByE48fDMk+DM5w8CdkXrJCSaYhMpaRXRMDGclFRTBiJk+aBB8RAnjUL/v7vPV/p7uhRKEurE0/VFKq72RQUQEuL30BhYUysDyMiDK7n5AsSazL3htJJPW/1atEMvuTqkhLZGerrC/MMDU6S1X6Uk1klU6rfDSIi6ur8qu3ZAx6/+BkknnkZtfTlT628q42dJ+vbaS4slPsYCEe4kqmogEVY/9Txyv6Nw6JFo8q85ueLt+pK4pln4H3vk7J37343/Od/wle+4vSspsXRo7B4uG5aIhOMiDAYHOP4C0cZIo7Su5dP6nllZeJV9ZVmLCkRw9CEqsQMp0/Dov4qegtLpvway5bJDvOJE9bA0qVS5rW9PTyTNDhGVZXEMycsn54BEFRsJ4Zimq9kqqpgMQ0MZ86WnfNpENQroqBARMSVshnR3w9/9mdynX36afj5z+Gee+DLX/asmDpzBs6dHiC7uyksIiJgORQWiqrweK8IIyIMrmf49Qoa45awvDxlUs8rK5P7w4etAbtRjAlpihkqDvRTSDOJpVOr3w0hCjKZCk0xQ03FAEU0kbp66vHuEKLYTkGB3BsR4WlqamBZfANqyaJpv9aiRXDuHHR2WgMFBWJYnz497df2BL/+tXwfvv51SEsTz9/Xvy5G8j//s9OzmxKVlVBIM/HDg2EREQMDfq1DCgqkl4jH14cREQbXk3W8gpPZpcRNcrUuXw6JiX55EXajGCMiYobWHVK+c86mqZ/gxxQRJi/C85w70EQCQ6hl0zMA5syBGTP8dppTUyE3NybCEa5kqqthWUIjapqhTBCizGt+vtwHxLDEMD/+sVx0b7ttZKywED7wAcmTOH/esalNlYDKTNNIvIeRfQffcrBDIj1+DjEiwuBqLl3op6CvloGlky/fmZQknlWfJyI9Xb7JRkTEDOf2yAl+1hR7AIAsicREPxFhl3k1ngjPM1wTHgNAqRBlXouKjCfC49RVD7FgoGna+RAQosxrkNUYw1RXw86d8Kd/Gpx79PGPy477L37hzNymwdGjUJo0vfKuNmOKCI+vDyMiDK6m9vEaEhgifdPkkqptVq/2ExEgqqKyMjyTMzjOULWc4Kez05yQIDaETzPEx4cotWLwGt3dkHlm+uVdbYJEhFkjnqavD/qb2kkYHhhxI0yDIJvQ9kR4NB9gUvzqV9II4f3vD35s7VrYsAF+9rOoT2u61NbC+ll1sgGZmzut1zKeCIPBAY4/J5WZ8m+bmogoK5Nz+Llz1oBd5vVKSXaLYbSG1GN19CbNhOzsab1WUJnXRYuMgehxamokFGEgJUNKTk4Tu/qOLw+yqEgsgivpXNLTA//2b/DRj8Jzzzk9m2lRXw+LsFRhGDwRc+eKA7OtzRqYPVtyAzy+0zwhnngCrrlGmjOF4p3vhP37PWcw19VBSXytbEJMo7obSN7+zJl+yyEzU2IkPfaZjMaICIOr6d0vlZlyr5tcZSYbO7n6yBFroKRELoS+M73Bq7S0QMFAHd3zpn+CD6rqakJVPI9deWeocMm01weIiOjt9UuMLCqSxFlfWa8Yp69P4t3/8R/hwQfh1lvhoYecntWUqa72K+8aBk+EUhIJ6XM8KHVllHk9cQL27YM77hj7mLe9Te7/8IfozCkMDA3JJSC/v27a4ZA2AWVelZIBIyIMhsiR1lDBibQlqNTJVWayKbUcGL4IJpM0GzMcPiw7zSoMoSrLlomB6KvqWlQkVTN83cUMXqOyEopoIrG4KCyvFxSucqX1ivi3f4MdOyR05fhxuOoqSZr1aO5QTY2ITB0XNxJrMk3y80ftTwU1B4hBnnoKgOeS7uDee+H++0NULV26VHb0PCQiWltheGCQ2Z2NYQmHhNjsFWFEhMG19PTAwgsVdOZPLZQJ5KSemurXK8I+GdTXT3+CBkepODTIIhrJWBseEQF+2tL0AfA8VZWaRaqJ+MVFYXm9oJjmK2mNnDkj5Trf9S74kz+RMB3bC/Gv/+rs3KZITQ2sTGlA2YUUwkCAJwKuDE/Ec89xceY8bv3Uah58ED70Ifjc50Icd+edsGuXJCt5gLo6WEgb8UMDsGRJWF4zP9+ICIMhary+t59l1BK/euoiIi5ODESfiFi4UErxGE+E5zm+u4VEBkkpDU/SLPhVVrmSDMQY5XhFB+n64sj/cprYIsJnE15Jnoif/Uy8cv7WYV4e/Pmfi2fCg96ImhpYntQYlnwIm/x8OHbMLyyyoEC8Nn19YXsPtzG4bQdPdm/lzjsV58/Dhz8sTqtXXhl14M03w+AgbN/uxDQnjeTMhC/cDWQ5nDkjG6SAnEPOnYOurrC8vhMYEWFwLc3PSmWmOVsmX97Vn+JiuWAAUnln8WLjiYgBLh0OT+k9kIt/XJyfPWhEhKcZGoLBuib5JUwiIjMTMjL8dhLT0yV5Ntbzq7SGH/0Irr0WVq0KfOxv/1a+OD/8oTNzmwY1NZA/0BBWEbFwodjJvrwZu0LTsWNhew9X0dJCwrEWdugtfPvbsj/3zW9KnYsvf3nUsddeC8nJnknIr6+H4oTwiwjwO4csXCj3Hl4fRkQYXEvnbnEfzNmyYlqvs3y5lGbs77cGliwxngiPMzgISS3hExGJiXI+93kicnPlgmdEhCdpbIQFg03yS5hEhJ0HGRCOEBS/EoPs3CkW90c/GvzYvHkSpvKLX8iX0iOcPw9dp3rI7D0RNgMRRjSDT1cGua9ii0vPvwxA6i1bfB9jejr85V/C44/7NXoFiSu+9lp4/vnoT3QK1NXBmlmNIpLtf+w0CdKUCxaMGvAeRkQYXIuuEhGhiqdXGWH5ctmZ9NV4X7pUthmCsr8MXqGxEYqG6hhIShNDJgwUFfmJiLg40wfAw1RVSVI1MBJ2FAaCRERQJm0M8oc/SM7APfeEfvzee2Xr/emnozuvaVBT47c+whzOBH6aIca7Vrf+ZiddZHD7P6wOGL/vPtmD+clPRj3hxhtFWfhqrruX+nooSW4cCYEOA3l5cu/TDLYnwsPnECMiDK5Ea8hor+Fc+gKJIZgGy63qsL68iCVLJLnr1KnpTdLgGHYPgP6C6Zd3tQlqDWF6RXiW2loxEodnzJQ4pDBxRXoiHnsMbrpp7PPwHXdIEfzf/z6685oGNTXhj3eHEDZhjDecU3t2cyhxI1tuSAgYz8qSasD/93+j2qhce63cByVMuAutRUQU6sawrg9bRPiqABpPhMEQGZqbYfFgNT0Li6f9WsXWS/jyIkyFJs9ji4iEkvCU3gO5Vhw75pcDGeCauEIYGoqJ5mm1tbA0sZm4RUVhE5kgNuGpU1IO2Ddw9qxfpmSMUV0tH+Zdd419TGKiWIyPP+6ZtVNTA0tU+BrN2WRnyw68TzOkpclgDHoiejoHWHjuML0r1xMfH/z4O98pxnKAXti0SfISX345avOcCqdOSR2BnIvhFRHp6aK3fSIiNdXzeVVGRBhcyeuvQzE1JKycWpM5fzIzpWFtgCcCTF6Eh6mtGmIJ9SSvDJ+IKCqSHSifAVBUJAaihytnTIp//3f5smRmwn/9l6fD/WprYWlCU9jyIWzsEPegnWYP7yReliefBKDvljv58Y/hG98YIxLlrrskpGnv3qhOb6rU1kL5jEYx8sPQzdzGbjgXYBPGaJnXfb+sJIU+5t2xLuTjd90lUXABDqr0dFi71vUioq4OkrlExoXjYRURIN6IgNPFggWePn8YEWFwJbWvnmUOHWRumr4nAiSkySciiook5t14IjzLucNtJNMftiZAMHKtCCrz6vE63hPipz+FT38abrgBtm6Fv/1b5j/+uNOzmjK1NZqFA00RExE+m9COX4lBIxGA7dsZLlrELR8u5KMfhb/+a1i/XrR1ALffLufUxx5zZJqTpaEBSpIb5EsfRk8VhNAMMdpw7vjj+wFY+o61IR+fMQO2bAlRjOnaa2H3bhgYiPAMp059PRRinffDLCIWLPDzREAI1ektjIgwuJJzr4rFn1wWHhFRXOwnIpKT5UxvPBGeRdeGrzKTjW1vXnG9Is6cgU99Cq6/Hh5+GB59FG6+maXf+Y4nw7kuXYKulnOkDnaFNakaQpRoDCrHE0NoDTt3ciRzKzt3ws9/Di+9JH/qvfeOclTNng0bNsCLLzo23clQXw+FQ+Et72oTZBMuXOjpneYx2b+fnrh0UlePXfjk1lslqsBX8hYkpKm3V1rKu5T6eliiwp8zA+KJCBARxhNhMISfoUorgWH59MOZQBrOnT7tF5liV2gyeI6LF2HWmfCLiAULICHhCuwV8aUvyRfjO9+ReOW4OPFMDA+HKPbufmQXsUl+CbMnYsEC2bj2iQg7MTIWPRHV1XD6ND84upW774b3vx+uu04aiT36KGzbNur4G2+E115zfX5IZyecPavJ6Q5vvLuN3XBuaMgayMuTGDBfIo336e6GvJMHOJ1XTsiECItbbpH7gKqu69fL/b59kZvgNKmrg3VZkRURvvShhQtFZflq0HsLIyIMrqOnB2adqGYoLjFsRkBQR2LTK8Kz1NVJUvVQYvKIERcG4uNlpzmgV0RKSmyLiJ4e6Ub8zndCqV9n+IICTtx2m9T/P3HCselNhdpav1CEMIuI5GSpKOwTEWlpMGdObHoiduwA4IWBrXz1qyPDn/iEfDX8xwAJhRsYcH28e309zKaDpP7uiIiIBQukZcaZM9ZAUEke7/PKLk0pR4grX33Z49auFSdVgIhYtkxinVwsIurroSyjUb7w8+eH9bWD1od9DTt+PKzvEy0cFRFKqZ8qpU4ppY6M8bhSSn1LKVWnlHpdKRU6g8cQUxw9Csuo4eL8JbI1HAZsERHQK+LsWek6ZPAUdmWmgfwlsmseRhYt8hMRSokRGssi4ne/k63Zj30s6KG2d7xDjMIf/MCBiU0du7wrEHYRAbLTHNQrIgY9EfrV1zgXN5tFbyxmmV/ESkqK5EY884ycq31s2SLna5eHNAXEu4c53A0uU8YzhkTE0RdOkMV55ly38rLHxcfLsti5028wLk7UhctFxNL4RlkfYb7GBK0Pj/eKcNoT8TPgtss8fjuwzLp9DPheFOZkcJjXX4flVBNXEp58CAghIuwKTSakyXP4yruuCF8ok01Qa4iCgtgWET//uewMXndd0EO9CxfK7vIDD3iqUlNtLaxIbZLdzqyssL9+UIh7jPaK6Hn5AHuH1/GePwlOPP7gB8W2+u1v/QYzMmDjRm+JCDvJJYzYG9c+IzGow5j3Of9yBQBpG0rHOVLyqGtqJJzYx/r1cOiQK7ucd3aKl2BBf2TC3YKWg8d7RTgqIrTW24GOyxzyFuDnWngVyFRKhde3ZHAdVRVDLKWOtPLwiYisLKlcaUSE96mtHmapqidhefhFRH6+hKf6ekXEckfijg7JlH3728euUPOe94gFsH9/dOc2DWprYUVKk+wihrnyDoTIg4zFNdLfT3LtYQ6qdbzpTcEPz5snefi/+c0ofXnjjbBnj6vLItfXQ2l65D0RvuiUGAxnUkdFRASEQI6B3V9u1y6/wfXrXZtcbZsEWZ2NEfFkBjmmbE+EERERYQHgv8XTZo0ZYpizB1tJoY+4FeFJqrZZvNhPRNg7DLG8yxyjdFQcJ1X3jgjBMBJU9j9IVcQQTz4p2Z9vecvYx9xzjzQT+81vojevaSI5EU0RMQBAbMLOTknwB8QI6OhwfULxpKioIGF4gL7SdWM6c971LtGXr7/uN3jddbKmdu+OyjSnQn09rJrRPJLPEmbmzZN7n5GYmSkxYDEiIs6dg9yOo/SmzZ5Qj43166VfRECqjIuTq+vrYQYXSO7uiIgnIuT6SE317EZEeALOI0eobaSQfnWl1MeQkCdyc3PZFlQ6Irp0d3c7Pgev0vd6JwAHLl6kM4yf4YwZKzlyJINt2+QCd+3MmZx6+WVqPfh/muz6UoODqOFhhpOSIjepKNFfJaeA17u76Qjz/66jIxNYwyOPHGTNmvPMu3iREuDVhx7ikr2jGCOs/PGPyczKYtfFiyFK7Vhr7PXXWV1eTspvf8vuO++M/iQnyaVLcRw7dh3ZSY20JS6hLgLf7QsXcoEV/P73r5Gf30tudzcrgNceeoheW4V6nNRfP8tmYKh89pjnmezsJOAavvOdBv7kTyRJJKG/ny1Aw29+Q8tlqvbYOHGdPHr0KhYO13Bx7lz2vPRSRN5j1qxr2LfvNNu21QKwefZsLhw4QKUHrzWj2b8/k01UcCa3iPoJfn7Llq3lqac0d9xxUAaGh9mSmsqJRx6hLkJiH6a2vp59toAiugGo6OnhdAT+Z1lZ17Bnzxm2bZMqlJvmzKH7wAGOenF9aK0dvQFFwJExHvsB8B6/36uB+eO95vr167XTvPjii05PwZP09Wn9F+pbWoPWx4+H9bX//u+1TkrSemjIGli3Tuvbbw/re0SLSa2vH/9Y66wsrRMStL73Xq0vXozYvCLNmTNav5/7ZX1UVYX99aur5aV/bgdRPvOMDGzbFvb3cpShIa1nz9b6gx/UWsvfvWeP1sPDI4f41tg3vymfQV1d1Kc5WQ4d0noW52S+X/taRN7j+efl5V94wRp48UUZeO65iLyfE1Tecp/uZIZ+/eDQZY9bs0br664bNVhcrPVb3jKh94n2dbKvT+u4OK2PzV+n9W23Rex9Vq/W+s1v9hvYujXEB+VN/vM/hnUHmbrnQx+f8HM++Umt09O1Hhz0G7z2WvlcIshU1teHP6z1B2Y9LN/p3bvDPymt9dq1Wt95p9/ADTfI5+FSgL16DHvb7eFMjwAfsKo0XQV0aq29WQfLMCHq62GxrmMgJUPqCIaRxYulFLPPjRjrlXdAwlA+8hGphvGxj0k5z6BOUd6hpsav8k4E4pnt8NSgZmKxljhbUQEdHegbbuQv/kLasWzcKM2hfGE6NrYHwgMdrAPWR4R2OMeMafZoOEIoEl7fz5GENZSWXd5EuP12iXXv7PQb3LRJ+kW48BzT1CT1+Wd3NUfk/GEzf/6o6KWgDmPepeHl42RxntR1l6/M5M/69XJeqanxGywrg8OHXbdO6uthbYR6RNjEUsM5p0u8/hp4BViulGpTSn1YKfVxpdTHrUOeABqAOuBHwJ87NFVDlKiqgiXUM1CwNOxJkUEVmmwR4bKTWNg4fx7+8i9h82Z46ilpJvblL8ODD8If/+j07KZETQ0sopHBnDyJMw4zaWmQne2nGWJVRFhhCA+duZ5vfxvuuw++/nV44QXpAxDAkiWiMp58MvrznCQB5V0jZCQGFVOxRUSsrJGhIfJOH+JMwbpxq1vedpsU2AkoyLR5s/QWcaGoqq+HNC6S0n02oiIiL29U2X/bSIyBa03PXquu7wSSqm1CpkCUlck1ymXGc309rEhplGpjEciZAVkfQRXejh3z60DnHZyuzvQerfV8rXWi1nqh1vonWuvva62/bz2utdb3aa2XaK3LtNZ7nZyvIfJUVUn5zsSS8CfN2iLCV5CpqEgqRATUnosh/uM/5G/77nclORbg7/4OiovhX//Vkxe0mhpYTCNxSyOzQwSjyv6np0tpr1gxEG1eeonhhQXc959FXH01fOtb8Dd/A5/7nDirnn121PG33grbt7u+q2ptLZTNiEyjOZuMDJg5088ISEkZpTy9zZlXaknTPSRuXDvusVddJX/+9u1+g5s2yb0Lk6sj3SPCJi9PdFRA1+re3lEuG+/R0wOzjlkiYuXEPRElJZI7HCAiVq2S+yMh24Q5wqVLon2Lhq3yrhGo7gaiKU+dkjY8voGBAb8OdN7B7eFMhiuMmsohFtNAYgR6ABQUSG3zAE8ExGZI06VL8MMfwtveBuv8ejQmJMDf/72U7AyyFN1PTQ0sTWgkblFRxN4j5puJaQ07d1Kdex2nTomAsHec//Ef5Xr2pS+Nes5NN4kF4ULD0B8REU0i/iK0iwixXea18XExEvNuHX+nOSlJHA9Wc2uhvFweeO21CM1w6tTXQ3Gy9eWOcDjT0JDf/lSMlHmtqYEl1DGQOmNS4cYJCbBmzRgi4vDhsM5xOjQ2yukxp7cpYpsQMLIcTpywBjwcEmlEhMFVnD/cShID0lE6zCQmipC4IkTEgw9KR+777gt+7H3vkzpz3/1u9Oc1TRqqB5g32BaxWFWQNRKgGWJNRBw7BidO8LuWzVxzDWzYMPJQcrJozO3boaJi5sgDN9wgu3IvvBD16U6G2lpYmtAk3+0I7SJCiHCEoPgV79L5qtTuX3ZXyYSO37oVDhyA7m5rIDlZLEaXioh1c6LjiQC/JeHxhmI2lZWwjFoGiyYfbrx+vawTX8TO7NnyQblIRNhRCjM6mqMiInzLwcMi04gIg2vQGoZrrW9xBHoAwKheEfZFJBZFxP33SyfiG28Mfiw5Gd77XkmU9ZD7dHgYLtW0EM9wREVEfr5EHVy44DcQSyLC2g588vR6Pv7x4If/9E8lN+Tpp+eNDGZliUfLxSKiq0taeiwYaIqoAQAhPBFBmbTeJa66kvbEAtJyMiZ0/Natsuv+yit+g+vXw8GDrguZbGiAlenNsjU+P3J9a4NsQg8bif5UVkq4cVLpskk/d/16EZohk6tdQl0dzOI8CRcvRFRkBhVnsNeiBzcijIjwKr298OlPy5fwrrugutrpGU2bU6dg3sU6+SUCnggYJSJmzpTdkFgTEWfOSOLsO94x9m7RBz4gGZG//W105zYNjh2D+X2RrZoBIXKp8/Njq5nY3r0MqXiqk8u5557ghzMy4K1vhW3b5gb22Nu6VcKZfIG87sLXafZCU0QNABAj4Phxv13VvDw5gQ0ORvR9I43WMOdUJR05Kyb8nKuvlnC4gGZi5eWiwpubwz/JKaK1nPsXxzfLd3oCfSymSpBNGCMioqZigCKaiC+e/PV5zOTqykrXfG/q62FlWvQ8Vb7lYHegMyLCEBW0lnah//7vcrbatUs6hXr8BGUnVQ8lJo9I9TCzeLFc632u91gs8/roo7I1ePfdYx+zerWcwD3UiTigfGeEw5kgRIUmD8arhkLv20dtwkquvTWNtLTQx7zvfdDVlchTT/kNXnONbF4cOhSVeU6WujqYSSdJF89HxRMxOCjnEkCsAq3FFeJhmhqGWTZUyfDyiYuIGTMkx3bPHr/B8nK5d9FaOX5clu/8/uaRL3mECOpKnJYmnYk9Hs7U+XoziQxOaZOvpERCigMcD6tWQV+ffHldQH09bMqNvIiYM0c0rC8nIilJBo2IMESFH/9YDMVvfAOeeUay2rq75crvMvfxZKiutkRE0RLGrS04RewKTY3WhnZMioiHH5aLpH9CdSje9jYRoB4JabLLu+r4+JFEtAgQ0hMRMOBhtGbotb3sGtjAXXeNfdgtt0B6+iCPPOI3ePXVcr9rV0SnOFXq6vwq70RBRICfTWhvPXt8I6f62RbS6GXm5omLCJCCTLt3+11+Vq0SL6iLRITtqcq8ENkeESA24dy5sdUrYnAQ4hunHimQmAgrVowSEWVlcu+SCk319VA2yzqHRFBoxsdDTs6oPYf5842IMESB8+elTOcNN8AnPyljK1fCf/6nFOt++mknZzctqqpgqaoncXlk8iFg5Nrhq74Ta70ihoZg2zYp4D5e4tub3yzxGB5oIgYiIpbFN8rJPSEhYu+TlycaNiYbzrW1kdBxmn2s9/WQC0ViImzc2MHjj/uF7CxcKJ+FS0VEfT2smdUkv0RJRATFvHvQCPCn42VJqs69YfIi4swZv+iljAzJa3OZiEhggJSO9oiLCAhhE3pcRDQ0QNGQJSKWTT4nAkKkQCxfLvdVVdObXBgYGpLNxWWJzVK3OCcnou+Xm+vniQAjIgxR4sc/lqzPr389cLf+Ix+RC/yXvuRZg7i6SrOUOtSyyORDwMi1w3exi7VeEQcOSCzyDTcA8Nhj8Od/Dj/5iV/Ncpt168QwDNhudi81NVCS3IiKYCgTiD7Jy/PTDLHUTGyvtNo5W7h+3IjBq68+y8mTUg3YxzXXjMqgdQ91dbB2dpP8EoWcCIiN6ir+DBwWEZG6bvIiAkZVAC4vh9dfD9PMpk99PRTGtaGGh6MiIoI0g8dFhF2ZaSg1fVLlXf0pK5PT6Pnz1kB6umwKuUBEtLZKutfCISvcLYLV3UBC3oJERMCANzAiwksMDsK3vw3XXx8cqpKUJB6Kl18eddX3Dh0Vx0nVvRFLqgY59yUljRIREDshTdu2yf311/OVr0jO/f/+r2jM9753VENMpeCNbxQPlgc6ZdbUQMFwY8R3mWFUQabkZNmVigERMbx3P4PEk31z+bjHbt7cgVLwxBN+g1dfLS4aF8Z219XBipQm6Wo1d25E3ysnR/ZwfB9DTo58nzxsJAKkNVfSmZQtzfMmwapVsnkbJCLq6/0S0Jylvh425kQ+3t0mqGBXUDa+t7ArM7Fk8uVdbUL2l1uxQl7cYexwt+yLkQ93gxAiwh7w2CawERFe4rnn5AJuhzGN5n3vE4Pn/vujO68wcOkSJLVEtjITyIU/Pz/GRURxMS9W5/HZz4pwuHAB/u3fpBDTT34y6vgbb4Rz51wVdhCK/n440dBD5qWTEU2qtonVhnNduw5TQzFX35Q67rGzZg2wdu2oqq7XXCP3Lgtp6u2VvPdCmiPeIwLEWzVvnp+ISEiQHQoPhiPY9PVB3vlKzuVOzgsBEv62dm0IEaG1a0p4NjTAmtnRExF5eRLzHtC1enDQs17vqiooia8jvmRqoUwwkgIRsCRKSuTFHRZXdm53+tnoiYiTJ/00w/z5cqHr6Ij4e4cTIyK8xK9/DbNmwZveFPrxrCypzfirXxFYm9H91NXBYiLbI8KmsNBPRMRSr4jBQdixA33Djfzt34pH9sc/lgv8pz8NW7ZIR+LOTr/n2H0kXnzRkSlPlIYGyB9ukl+iICIKCsQo9Z3gY0RE6CNHqKCU666b2PE33yzRS77qtmvWiCsvoBSP89iFEnIj3GnWn6BeER4PV5HCFrUMLV0+pedv2iTlO33VOl1Woam+HlakWid+O88pguTljepabZds8mDICkBj7aB4gqexyZefLyZMkIjo6XG8+l19PcxM7CX+zKmoiYiBAdnDAzzbK8KICK/Q2wu//z3cc494G8bi/e8XJeviplChsMu76viEiH+BA0RELPWKOHgQLlzgwKwbOHAAvvxlCTEA2Zj95jflghbQqDovD4qLXS8iolXe1SY/X7xjPgMgFkRETw8zzzTQNrN0wjbUTTfJ5pjP8ZCYKOWBA4q9O4+9izizo8k5EeHxhnNVe7rI5RTp5VMzEjdsEFvQ10ysoEDKmrpARFy4IInfRXEtYr3ZJ8YIElSwy+MioqemjUQ9MFLicAooJSFNAakyKyzPl8N5EfX1cM1Cy/0cBRFhp5X4loMREYaI8uyzElv6rndd/ribb5ZkpUcfjc68woRd3lUXFUW08g7I+eH4cT9nTayUed25E4BvH7qO3NzgpbJunRiF3//+qCTrG26A7dtd0/AnFHZ5VyAqIiIocTY/XywRXxtrD1JVRRya4RWlE37Kli3ydXz+eb/B9esl78pFsbv19TCDCyRc6IiKAQBjeCI8ZgD4c3KXeILnbJ6aJ9h2PBw8aA0oJYLTBcnVdrx7bl90QlVgxCb0lfH0sIjo7oa0M+Epn2xXaPKdPkpK5N5hEVFXBxvmRi/cLWg5GBFhiChPPSXi4PrrL39cSgrcequU5XHRRX48qqpgZWIdcUsjG8oEI+cH38ZyrIiIffsYmpfHL57P40Mfkk3j0dx3n8T6B1R1vfFGMY59V3/3UVMDpamNsr7ts28ECSkiwNPeiK7XKgCYdc3ERURGhmiGgG7E69dLeRVf63fnqauDshnR6RFhM3++fAyXLlkDdtdql3b0Ho+Lh8Sdk1gyNU9ESYlEugU4HuwKTQ7Hu9siYtb56ImIoJ1mD4uI+no/T/A0v1+rVsnlxuehyckRj5WDydVay99YmmFExGQxIsILaA1PPinbyJcLZbK56y4xdlywAzRRqio1i3R9RJOqbUKWeY2FXhF799KcvZ6hIbj33tCHvPnNcs7+1a/8Bq1ysLz0UqRnOGVqamBlWmNUkmYhRB+AGBARp7dV0E8iS2+fXGLkNddICkR/vzWwfr3cuyikqa7Or/JOlERESCPAw12r4xqsmLAp5qQlJkrLogARsWqVbGM7/L2prwfFMMknW6IuInzLISNDNgI9KCICGjlOM5/Ejl7yaQalZNBBT8SpU3DxIixOaJFOcOPVvw4DQecPe30YEWEIOzU1YuTefrtvqLJS+sqFrJ53221y/9xzUZnedNEaTledJWOw0zkR0dsrZxKv0tUF1dW81L2B0tKRHj6jSUiQtJrHHvNLlp03T0KEXFr/H6xwJh2d8q4gH4lSITwRDif/TYfBgxXUUMy6zSFcVJfhmmtkt91nHK5aJVvOLhIR9fVQHqVGczb2xqHPCPBww7lLl2D2uXq603Ngxowpv055+SgRsXKl3B89Or0JTpP6elg55xSqry9qIiItTT7KWOgFUFcnnojhefOnnU8SJCJA3FgOeiJsT1XeYLMIiAiHVIMkmCclheha7bH1YUSEF7ADkt/wBoaGpOb/ypWiFRYvlv5iAeTlyZcyIJDZvRw/DvMuRr68q83ChWIg+kSE3d7ew7vMHDgAWvOHlvW89a2XP/Qd7xABEVT//5VXXOmN6eqSNZLb0xiVfAiQXdXc3FHNxJTy9BqZ2VZBy4xSZs6c3POuvlrufcnVSUkS2OwSETEwIHssyxKbotJp1iYo+sDDDefq62EJdfQumN75d80asYF8hpFtMbpARGyeZ53w7fN9FMjNHWUkBjUH8Ab19dLJOa5o+gJs3jwxoAM0Q3GxfFBdXdN+/algF2aYfaE5autDqTEaznlsE2JKIkIptTncEzFchh075AK1eDFf/rLU+v/Up8QITE6WEJWgTfSbbpJkWQ/E59pJ1UDEy7uC2EDz5/v1AbBPGgGNATyGZdDtHl7PW95y+UOvu056ST38sN/g1VeL8eNCI7m2FmZxnpRL56MmImBU4qzdB8CDBiIAFy8yr6eR7sKJ50PYLFggX5GA1hAuSq5ubpZCAQsHm2SXOQrhbjASjuC75geV4/EO9jl4ujlpQVVd58yR743DIqKhAcozoxfvbhMrIqKuDhbHNYXFy6eUbIIGLAl789B2CUSZ+nqZV+qp6OXMwBUsIoDfhXUWhrHRWkTE1q3U1Su+/GV497vhP/5DopsefVROUl/4wqjn3XSTBPkFdP9xJ1VVsIR6tFJRMxIDyrzGgidi71460hbQnzXPF7I+FvHxknv/3HN+NqC93ezCkKZol3e1Caq+EzTgHbr3SrxxQtnKKT3/mmtCiIhz50YaNDiIbXfM6W6KWigTjHSt9hkB9oDHjACAhope8mkjfc30PBEhW0OsWOGoiOjvl/2h5SnRFxFjdiX2GA21Q+QOtIbtswtqUm1vHtougShTXw9FCwdRx9qMiJgkUxUR0dnqMYile+wYbNnCZz4jnoevf31ks23NGvizP5OmYr763DCSLLtjR5QnPHnsTpjk50elfjeMEhGzZ0Nqquc9EftYz3XXiR0zHm94g4hPX9Of1avlM3CpiFgcxfKuNrHUTKx9m5wc5lwztUZiV18t6SA+ne2i5Grb7kg73RxVEREfL7rBd833sLfq/AH5fqWsnJ4nYvZsCRcNyouorHTMa9XcLMWhCmmWOJpZs6L23iE9EQElvdzPpUsw1HachOGBsH2/VqyQ6Alfc2ZbRDjkiairg8357eLSjLKnKkhEdHePkezqTqYqIpz3YV8pWCKgbdFWfv97+MQnRkJvbT73OYnh/uY3/QbnzJE4QxcahaOprobSlDpUFPIhbAoLxSAaHkYUWUGBd0VEdze6poYdPet92nE8br1V7p991hpITISNG125XmpqYG2WMyKio0Ny7n0DHjQQATr31gKw+NapGYlXXSX3PsfmqlWyZlwiIuamdhPfcSaqIgLEJgzYOPSo0Byosoy3MJyDQyZXd3Y6tsNq26U5vdENVQFZHx0dfpXNPFjmtbERCgivFycouXrmTJg711FPxNrZzniqzpzx69vkwTKvY4oIpdSjSqlHQtweBeZEcY5XNjt2wKxZ/Nczq4iLkzr/o8nNhbe/HX75S4lg8uHiZFl/qqqgaLAuKvkQNoWFki7i+656uSPx0aMorXmd1eO2EbFZsECu7c884zd4zTWSoO2yXbKaGijLaJQLTVZW1N43qMxrXp60sPZ1KfQOwzW1tKp8FhanTen5q1fLRrtPMyQnQ2mpK3qL1NfDtQujW97VJqiYigfDEQCSWsKXk7ZmjZzTfacRhys02SJixrnoiwi7zKsvZ9GDIiKcPSJsQlZoWrrUEU9EZ6cY8ivSnRERw8NyWfENgKfOIZfzRHwN+HqI29eAOyI/NQMAO3cyfPU1/PxX8dx999jliz/6UWng8jv/bJWrr5bV6aKmUKPp6YHzzZ3M7DsTlcpMNkFlXr3siThyBIDmjFWsXj3xp916q+Te+y72GzeKsnJRfxGtRUQsjYtejwiboIZztgvQQwaATUZ7LadmLpvyx5eSIs6HvXv9Blev9ouHc466OtiQ3SS/RNlIDNIMHvREnDsH2Reb6E/OEA/2NCkvh8FBP83gcIWm+nopt5rQHr0eETZBvSI8KCKamvx6RISpclFhoZxTgkSEA54IW7csiot+9a5YaDh3ORFxr9b6pbFuUZvhlUxnJ1RW0pB7DWfPwnveM/ahW7dKudff/tZv0MXJsja1tbCY8LnSJ0qQiMjPl2+yz+/sIY4coVelUnjDIuLjJ/60W28VAeFbHhs2yH2Apegsp0/L12B+X/TKu9oEiYigAW8wPAzzu2vpXTi5JnOjWb9ePBE+x2ZZmRjMZ89Of5JTZHhY9khWpjXJgAPhTCdP+jVk9mDX6poaMRIv5YanslVZmdxbextiSWdlQUXFtF97KtTXw+rCTlRnpyPhTODtrtVNTbA0vgk9d640QwsD8fEhWkMsWSKJV1H2hNsiYl5fs4RUpU3NWzsVYl1ETGJP0xARrAYQj53YQEbGSA+5UCgFd98trSE6O63B0lLpdhNQVsVdVFX5lXd12hOhtecMRID+/Uc4okvZcv0kFARw7bWybny59/n5UvvVBXHuNlIsQDPrXFPURYTteAjyRHhsp7n1UAez6SB+xfRFREeH33fGdns56I04dkyiyxbFNUuIlb31GyXmz5d45jNn/AbAU12rbRERt6goLK+3dKmky/gcD0qJxRhQ+SN6NDT4dTN32hORkyOfh8dERHFKMyrMn11QhaalS+UaHOWKb7aIyDzvXLibbznMni1xox5qfHs5EZGmlFqrlFoX6ha1GV7JWMbc915bx1veMn7horvvlg2wxx+3BuLjYdMmV3siqqthmS0iFi+O2vtmZMj3NRbKvA4fPsIRVrFp0+Sel5kpu4Y7d1oDSo1sN7uEmhqYy2kS+nqiLiJmzZJNqSBPhMdERPNzklSdtal4Wq9jO6p8y8PecnZQRNjRD/P7msQAmEhpsjASFMLsQaFpl1BOLQmPAZWQAMuXj4peKi52RERoLSJi9SyXiIjERNmo8ZiIKKIp7F6+FSvk+tvTYw04VOa1vl4cEAnHnBMRvvURFyeT8dAmxOXOuAsInRNh50UYIs3+/fRmL6TmfA7vfOf4h2/eLBe1P/7Rb/DqqyXGPSDj2j1UVcHq9HqZeEZGVN+7oGBUOBN4Ly/i7FlSOo5ToVaxbgrSfutW0ZiDg9bAhg0Sh+ArSeQsNTWwLD76lZlANFVAmdfZs6VToce8VZ37REQsuGF6noiyslHJ1fPmiUHkYA7NyC5iU9RDmWDE8eCzCT0oItqrLpDFeeIXh8+AWrlyVPTSsmXymUS5dOWJE2KkFic7IyJSU6UehJd7RTQ1anIuhT+fZMUKEXnV1daAQw3n6upg6RIt1/4or4+MDLkFLIegusDu5nIiok5rfZPW+sYQt5vC8eZKqduUUtVKqTql1KdDPH6DUqpTKXXQuo1uqRbb7NtH7Yz1pKZKXf/xiIuTkKdnn/UrGbZxowTsuqCKSiiqq2FFUl1UQ5lsAnpFeFVEWFfqCwWrpqTBtm6V67pveaxfL4vHJcnVNTVwVa4zIgJGiQilPJk4O1xVwxBxzCifnqcvKLlaKVEWDnsiEhMh6XhT1A0ACBHC7MGu1Zeqw29gl5ZKVIpvl7nY8oI5sMsMkD9shbvl5ET1/cHbXau7uiC+4xRJQ5fCLtKXWy1rfA6qOXNEcTmwRtYsPCMbZ1FMqrYJWg65uTETzhRRlFLxwHeA24GVwHuUUqHaqe7QWq+xbv8S1Uk6SVcX1NTwUtc6rrtu4j3YbrtNqm34LvQuago1muFh8UQU9Ee3vKtNYaFoBq2RuJU5czwXzqQPS/Zi+qZVU3r+li1y7wtpsteLS5Kra2pgzSxLRDiw0xzUGsKDXatT22o5mVIoXpRpEpRcvXq1eK58mcXRpa4OVhZeRJ0+7cj6CApnmjtXxJWHdhJ9OylhFBErV47aZV5mecFqa8P2HhPBFhHZPc1iIEaxupuNl7tWNzf7lXcNs0i39w19IkKpqJd5vXRJcrnXZDnjqYIQDedycjx1/riciPiHCL/3JsTb0aC17gd+A7wlwu/pHQ4eBK156sx6X2OwiXDLLfJdfOopayAvT1apC0XEsWOge3rIvNjuiCciP1924X2J6B4s89r96hHOkcmy6/PGPzgECxbIBn9AcvXcua5YL0NDYiQWJzbKnKIc7gYjIsJnNHvME6E1zD1fy/m50wtlstmwYVRydVmZhEpGORnSpr4ersqzvrMOiIi0tFHhKgkJnopp7uqCrAtN8ksYPz+7NYQvpCnIYowO9fXioU8/E/14d5uQnojjx13fvwkkH2IhbfKL7a0PE6mpcskNWBJLlkTVE9HYKP+G5anOiYiQnoiTJz2xPmCcPhFKqddD3A4rpcIR67AA8N/2bbPGRnO1UuqQUupJpVRpGN7XG+zfL3esm5SImDNHLvTPPWcNuDBZ1qa6GhZj9bBwSESAn/PBgw3nLu0/ylFWsnHT1HfYtmyBl1+2zln2enGBJ6K1VSrvLBxodMRABBER/f1+1Xc8JiJOnoTCoQYGC8Pj6QtybNoVmhwIf9Na7I01mU0y4NAaCeoVEbS16F4aG6Uy01BieEN9li0TPeVLrs7IkO+OA56IggKIa3GZiOjvh/PnHZnPZGhqggVYntexmlRNg+XLR4mIpUvlTX1JepHFdnoUamdFRMD6yM2VC19XV9TnMhUSLvPYMKCBB4BHgXBnWoayekZLr/1Aoda6Wyl1B/AwEHJLTSn1MeBjALm5uWzbti18M50C3d3d05pDyeOPk5CUS1/6HM6c2cZkXmrx4sX8/vcLeeaZnSQlDVOUnU3hU0+x48knGU5NnfKcws2jjy7wlXfd19lJV5T/Z6dPzwTW8fjjr3P2bAdL4+OZ19DATofXzkSw11d5YyW16g7yzr3Etm1T27nIysrj5Mlifve7V8jJ6WNRdjYFzzzDjqeeYniicXQRYM+eLKCc9NNVnMpdylEH/i/nzmUDq/jjH/eydGk3+ZcusaSrix1PPMFQFOuJT5Wjr8Tz55zj8KzkSZ+PQp3D+vvjiIvbysMPtzBnTiNxly6xVSmaHnmE5ih2Ewfo6Eiku/tasjp3A7CrvZ1+B9ZISsoaqqth27aDAKxOSiK+tpYDHjiP7NyZTTHNdGXlcnD79rC+9oIFG9m+vZdt2yTksjwnh7i9ewM+l+leJ8fjwIF1zMu8CE0naRweptmB/0lvbyHnzi3imWdeIilJk9PRwUpg9yOP0OOQsJkoO3YsYUN8G8Mqge2HD4e9+ll6+jJeeSWHF198GaVg3uAgJYODvPrgg1zKm5p33Z/x1tdTTy0AljHY8AqDqansPHQo6iFvo9dH7tmzrABee+QRehcujOpcpoTWeswbUAL8M2LM/xLpVJ1wuedM9AZcDTzt9/tngM+M85wmIHu8116/fr12mhdffHFazx8uLdVPJ71J/8mfTP65jzyiNWj90kvWwB//KAM7d05rTuHmE5/Q+jPJX5O5nT0b9fdvaZG3/v73rYF//3cZ6OyM+lwmy4svvijzBP2tvK9M67V275Y/+3e/swb+8AcZ2LVrutOcFt/+ttZxDOrhxESt/+EfHJnDK6/IR/HYY9bAL38pA1VVjsxnsjz42QNagz7z/d+Ne+xoxjqHlZZqfdddfgPLlml9zz1Tmt90ePll+VfU3fP3WiclaT00FPU5aK31u9+t9dKlfgPve5/WRUWOzGWyfP3rWr/KJt1//S1hf+23v33U5/Kxj2mdnR1wzHSvk+ORna31599VLQvl/vsj+l5j8cMfytu3tFgDzz8vAy+84Mh8JsM992j98Kz3a11QEJHX/+Y35aM4dcoaeOEFGXj++bC8/njr6xOf0HrGDK2H3/IWObE5gL0+mpqsgaeekoEdOxyZTyiAvXoMe/uyslJrXaW1/iet9TrEG/Fz4K/DpF/2AMuUUouUUknAu4FH/A9QSs1TSmShUmoTEn7lXHvUaHHxIlRW8kr/Om6aQh2sa6+Ve1+cu0uTq6uqYM3MRinIH+VdTJAwhLg4vwgmj/WK0DUSGqBKlk/rdVavlpzb3butAZesl5oaKE5vRw0MOFKZCbzftfrCIclVmL0+fJ/f6tVw6JDfQFmZX3vi6GGHTs/ttZJmo9wjwiZkOJNHYpobGmCRaiJxWVHYX7u0VF7fVy162TKJCzx3LuzvFYrOTnm7VTOcC1WBkeR7X8iK3RzAAxV4mpqgIKE9IqFMMFK0yxfSZIckNjVF5P1GU18vaRiq2blwN3t9+JaDh9YHjFOdSSm1QCn1t0qpncD7EAHxvXC8sdZ6EPgE8DRQCTyota5QSn1cKfVx67C3A0eUUoeAbwHvtlRRbHPkCGp4mAOs9VXPmQyzZ0spRp+IcGlydVUVLE9sEAPRgaoZCQny0QSJCI8kV59/TUqfZE6ziVhyMqxZ4yciFi50RXJ1TQ1sXehceVeQE7xS3u1aPVgrn59aHL7Pr7xcviK+kO4VK+RqPDAQtveYCHV1ohsyzjQ5lg8BskYuXvRrgZCbK5ZzlHsiTIW22l5y9KmIGFArV0rRLp+BaFuMUcqLsOPdlyRa53MHcyLAL03Gzj3xgJHY1ATzhttHznthJkhELFwoX+ooiwgcFBFBy8Ee8EhxhjFFhFLqJcT7kAh8CPgg8DiQpJSaHY4311o/obUu1lov0Vp/2Rr7vtb6+9bP/6O1LtVal2utr9Ja7wrH+7oea1evLWu170s2WbZulWTZwUHECtqwwXGj0J/ubimttmCgMaqdqkcTkEsdlGntbs6+UsMwioIbp580u3mz5FIPDeGaZPyaGliX5ayISEwUIyBIRHjEE5Hc3khP4sywevrsXGpfe4iSEjnROFDfvaAA4pqbHBURQb0i7K1FDyRX99VGzsAOqtBkl3mNUoUmezkuHGoWwzRCu+njEdSVePZsmY/LRURXF5w9C7N7jkVMRBQWyjnWtyQSE0VIREFEDA1JYYEVC7vEO+YWETF37qgBd3M5T0QhkAX8GfAMsNe67bPuDZHiyBF6VBr5W4umvEF/3XViqPvCDtavh8pK13SurqkBxTBZ5xsdMxBBjBCfZpg/H+LjPeOJ6D9SQxNFlG2cfvLzpk2+KDphzRr5pb9/2q89Ffr65DpSktwoosaBJkA2Aa0hMjKkpqcHPBG9vZDd3ciFOeH19NkiwnduWbFC7quqwvYeE6GuDlYU9Yp15rAnAvxERJDV6E6GhyGuNXKhPsXFcjr1VWhavFiM5yh7ImZ3NcuXODExKu87miBPRHy8dHp3uZHY3AzpdJPcdyFiIiI+Xgoy+fqJgHyXoyAiWlvFeVqe6Wy4W5DjITFRymy6/PxhM6aI0FoXaa0XWbfFfrdFWmvnto6vAPr2HeaILuWaLVOP8bXDoF5+2RpYv16uGgHBzM5RXQ3zOEH8QJ/jnoi2Nit82Y5v8oiISG2ppiWlOCybzJs2yb0vpGn1atld9qmK6FJfL/+TwuFG+Z8kJzsyDwjRX84jZV7r62ERjQwuDK9Iz8uTa5yvqqvdetYBEbExx1kDAEY8ET4jMchqdCft7bBgsEl+iYAIS0oS54NPRCQny/8piiIiNxcS250LVQFpFDtr1iibMCfH9SKiqQnmYynjCHpxiotHOaeiJCJskbksydlzSHq63AKWg4cazjnWsdowNvrwEY6wypcgPRUWLpSLvc8oXLtW7l0iIqqqYIndI8JBT0R+vnSt9PUBCHBNuBityems4cK86SVV2yxdCpmZ8Npr1kB5udw7UP8fRi4q2d3OeqoghIjwSNfqulpNEU0kFIf381NqVHJ1RoaccKIoIs6dk6Z3ZTMtA8CN4UwuNwIaGqRHxHBcfMR2mleu9AtnghAWY+Soq7PaDzkY724T1AvAIyIiD2uzJELrA2RJ1NVZobQg/6tjxyLuBbdFxMJh6xzioLc7aDnk5rp+fdgYEeE2Tp8m5fxJquJX+YrkTJVNm0Yly2ZlSSdsF1BVBZvmWvHuDnsiYFRehAc8EerEOdKHu1HLp5dUbRMXBxs3+q2X4mLZOXRIdNp2Rvopd4iIjg6/KjMe8UQcO3CKdHqYVR7+z6+8XFK3fBf+kpKoighf0mx8k/zgoIiYPVsiEHyOh+xs+UJ5REQMzV8oXtgIUFoqBmJfnzWwdOnIPy/C1NfD0kVD4mp2WEQE9R/0gIhoboaiBGuzJMIioq/P7xpcVCRRE21tEXtPkHWZlARZnc3yBbZ3AxwgyPEQ1KHQvRgR4TasbZv+krJpR3Bs3iye444OZPtwzRrXiIjqalibaXkiHDzB2yLCpxsKCuTkNTzs2JwmQuee0wDM3BgeTwSI6Dx8GHp6EKOitNRRT0R+bj9x7cccFxFBBZlsEeHyNdL1uoj01JXh//xWr5Z14rMHS0ok9C1KxfPspNkFg02OGwBKyU6zzxMRHy/JkS4PZ2pogIW0EV8YuYZWJSXyNfHl3C9aJGW9IlzmtbdXTuNrctolLNPBXWYIYRN6QES0tUHJrOh4IiBEmdfm5oi9J1jhnousvKD8fMdKREMIx0OsiQilVLlS6hPWrTzSk7qS6d8vlZmyr1817dey49z37LEGysvFSvRtHzqDXfavOLFRtnkd7Ioc5IkoKBA3qstP8INH5QSz4MbweCJA0maGhvx0Q1BDgOhRUwNbClrEKHWBJwJG9YoYGJDSJS7GLu8aic/PTq72rZUVK6ScS0DDhMjhS5rtbJLvbHx8VN53LMbsFeFiGhqgMOEYcQsjF+9eUiL3vsRZ2+vc2Bix9/R/+dIM53NmYIxwpgsXJJbWpbS2wtLUdkhLk2ISEcKpXhG+8q4tLY6vjyBN6YH1YTOuiFBK/SXwKyDHuv1SKfXJSE/sSuXstsOcZTar3zBv2q+1fr3skvlCVNaskS2aKCW2jUVrq0wjv7/BcQNx7lxxaXqtzGtSYys9pFK0JXy7iHb43P791kB5uZzZHDCGampgwxxny7vaBIkIj/SKSGyzPr8IhPqUlsrGnU9E2NZilEKa6urEcE9oa3LcAAAxEgMcD0HxK+6joV4zf/hYxJNmwW9Z2CKioSFi7wkjInNRvLM9Imxyc8UB47MJ7ZI8p087NaVxaW2F/Hir0VwE+zjl5sKMGdHtFaG1nEOc7hFhk5MjS8Hn3PZQw7mJeCI+DGzWWn9Ba/0F4Crgo5Gd1pXLsJVUvWnz9L+0s2bJtT1ARIDjIU32BSWr09keESDnqoULvddwLvNUC60py0hICp8LNj9fqu4EiAiIujeis1N0S2mau0REQDhTwID76O2F2Rca6U7PkdIfYSYlRYoy+ZaGAyLClzTrYD6ETZAnImjr2X2cbzpPynCvnAAjRFDOvf1djrAnwhYR8wecT5qFEF2JXd5wbmhINk1yI9hozkapUfn2SUly0o2giDh1SkqaFxf1yxfXBSJzaMgKPbcHwPXnEJiYiFCAf/zLkDVmCDdak3XsCE3pq3wnnemyebNU3NEaCTlITHS8QlNVFSTRR/IZ5+PdwZsN5+Z1NXIuO3yhTCAn83Xr/HrMBcWsRAfbUbZINUpuhkNNomxmzRKPvk8zeKCZmF3e9dL8yH2/ysv9lsb8+bKdGCURUV8PywsviQHgAhExb57sJPqadtvhTFHKEZks/f0Qf8JyrUX4+xWQcz9zpuxURNgTUVdnfW9PNUuiewSE9GTwWtfqkyfFqJ3dG7lGc/5Eu8yrLTJLZ7ZatcSd90SAd0SmPxMREf8LvKaU+qJS6ovAq8BPIzqrK5W2NtIGLtC7dPr5EDabNsnFrbkZUfgrVzruiaiuhrIZzSitHfdEwCgRMXu2VCVycQnPixeGKBhqYmjR0rC/9vr1UnWnrw+52C9YEHURYV9McnsaXRHvrtSogkweEBF1dSIi1OLIiYjVq+U639mJfEh2cnWEuXhRtMO6bMtb6AIRYed1+675ubkSu3LhgmNzuhxtbZBH9EREdbWfnlq0KCrhTEuWgGppdtwLASE2ll1uJMr1UJNxIfKeCBAR0dTkV8UrSiJiSYI7cmaCGs7FkidCa/1fwL1AB3AOuFdr/d+RntiVyMVXDwOQurEsbK8Z1ERszRpXeCKuzXNHqAqIiDh2zMo3V0r87xEuLzcdGra3kcQAKaVLwv7a69ZJMZMjR6wBB5Kra2okzGzGGefLu9oEiIjUVNnmjFIS8VSoqx6igBbSV0VWRIDUagDE0xkFT4Rd6WdFapP84CIR4ZVeES0tsCCKIuLCBT/NvXhxxMOZ3NQjAkIsBw+IiEzOE99/KSqe4OJiEZm+am9FRXIN9rn2wktdnVzq5/e7S0QEeSJcev7wZyKJ1b/QWu/XWn9La/1NrfUBpdQvojG5K43jz0trz/w3rgzba65eLRvrAU3Ejh93dHFWV8M6u7yrSzwRQ0N+FzmXNxM78bKcabM3hf+zs5OrfSFN5eWyuxzhxj/+VFfLNSSuucmdIgJCZNK6i1OHjpPIICnFkbs4rrIcpr5mYiUlcuHv6orYe8KIp2pxXJP84CIj0Stdq5ubpbwrEPGd5qCG5osWyS5zhKoEDg7Kyy9ZrF1ReQdGbELfcsjIkMQiF4uIaDSaswlZoSmCvSLq6sRBldjeLGrCDmN2iKA86rQ0WSMuXR/+TCScqdT/F6VUPDDNNmiGUPTsr+QkOay+YXbYXjMxUXaXg5KrHfJGXLggxtjypEZRNw7Wd7exvd2+kCaXeyIuHBQBlrc1/J6IRYtkk92XXL16tewGRbGRWE0NlC2+KCdQF4mIY8f8QjJcLiJ6qyNflaagQK5zASICIt6R2M6ZmdfXLDkzUTByxmNMEeHSnUTbE6Gzs5l2Q6JxCMq5X7xYzikRKkzQ2ipCYuW8Dol9c4GISE6GzEy/5aCUq3tFtLXB4qTIN5qzsUWErxRwhMu81tbCsmWImp4/X0K9HWT2bPG+e7FXxJgiQin1GaVUF7BaKXXBunUBp4A/Rm2GVxDJDZU0Jq8gOzu8r7tpk+wsDw7iWMUdG9u+yB9osLabne93GJRLbXsiXJoUqevq6SeRxEXhr6piJ1cHVWiKUl6E1rJGNuc2yYBLRMSCBVLxqLPTGnC5iBhuskREBOPBlZJSr77QtyhVaKqpEbsmqb1JvrwR6rY8GYIcDy4PZ2puFiNRRSFUZcECyWv2GYj2dzpCeRG+cLc0d4Sq2Hip4VxrK5RmRc8TMXOmfGV81eft/1kERITW8j6+cDcX5MzEx0v+f1DXapeuD3/GtOC01l/RWs8A/lNrPdO6zdBaz9FafyaKc7wy0Jp55yq5sGBF2F960yYxgCoqEMmbn+9YcrVtX8y+4Hx5V5uQIqK/H86ccWxOlyP1eAMnU/MjlnC8fr1ohoEBZIsoOTlqovPECejuhrIM9+TMQIiqrkE1Pd1Dby+kd1giIsJu+lWr/DwRS5eKQR/h5OqaGmvnsqnJFfkQIF+RrCw/ETFnjmyQuFRotrRAQcKxiJZ3tbFz7oN6RUQoL8KOqy/EHeVdbYJsQpeLiGUZ0RMRIN9pn9BcuFAWTgRKrXd0SM8OnyfCRSIzaH24dBPCn4kkVhvBEAXOVZ1k1vB54krDLyI2bpT7vXutgTVrHBUR8fGQ0u58ozmbzEzZKQsIZwJX5kX09kLuxXrOZ0Xu4r9unVTJOHoUMQpLS6PmibA9VUvjXS4i5s0TtdPd7dicxqKhAQpooS89S8quRpDSUrnwnT6NxE4uWhTxZpa+UAQXiQgY5ZyKj3e1EdDSAvOGIttozp/ly/1EREGBCKwIeSLq60XUze52lyciaDm4eKe5tRWKEttFGaemRuU9A8q8JifLFyoCIsI+PS1bMix/qIvWR0yFMxmiS/1jsns3Z0v4RcSSJRLnvmePNbBmjUj+3t6wv9d4VFfDmsJzqPPnXeOJsPOqAjwR4EoRUVUFi2mgN4K7Q+vWyX1AXkSUPBH2RSSvr1EuXnZGosOEFBHgypO8LSIG8yK/AxuUXL10aURFREeHOAhXLO6Tf4ZLDADwTtdqreFEcx+z+k5HTUSUlMimb08PIjbz8yMazrRkCcS1tkiC6pw5EXmfyTJmOJPLwmYHB8XJOl9Hp7yrTXGxfBznz1sDhYVWbfrwYp+eSmYdF3e7S84hIUXmmTMRK0AQLoyIcAlnd4qIWHRH+EVEXJyEqPg8EeXlsjB9V/7oUVUFWxa4a5cZRokI2xPhwuTquj3nmM05WBw543rZMkmYDciLOHkyKrtm1dVStGTGmUbZZVbu6GtpX0t9utLFvSJsEZGwOPIiotQqu+HLi1i2TKy4CBlGtgGwOsv6srrMExFkBLhQZJ45A5mXrFC8KIoI8NOXixZFNJxpyRJGQlVccg7JzYVz5/wK3eXkyC8u6yVy/LgURsrui06jORs7udq3RgoKIuKJqKsTm8gX7uYSEREynElr14ZV20xIRCiltiil7rV+nquUco/1FyPoo5V0qRlklkbmpL5xo0Sk9PXhWIWmoSE5QazLsi4eLvFEwCgRMW+enGVc6Ik49ars3iWtmBux94iLg7Vr/cq82pbi0aMRe0+b6mq5mCgXlXcF2dDMzByVEwGuzItobBQRkbQk8iJi/nyJeAjwRHR1WfFN4cc2MJYmNMkPLhMRAZoySFW4g+bm6PWIsAlZoSkCnojhYRERbkqatQkq4+nSXhH2dXBGd3Q9EXYpYF9IU2GhiIjh4bC+T22tLIukE5GvYDcZcnIkOranxxpweYU3m4n0ifgn4B8AOzciEfhlJCd1JTKzvZLjmSsitmuyYYN47l5/HTHOZsyIel5Ec7OImJIk6+LhIiMxP18MgP5+JA9g3jxXeiJ6DkvW4EB+ZEvjrlsny2NoCOlyDlETEcuXI5awi9YHeKdr9fGaLmZzDlUYeQMqqELTUquLul0iJ8zYjQjz+ptkwGUiIiBNxg5nclm4SkuLX4+IKImIpUtlrQT0ijhxgrhLl8L6Pu3tYoQVF+OqpFnwlohQDJNy7njU1geIroyL80uuLigQgyHMGxIBlZnANWtkzIZzEdqQCRcT8US8DXgzcBFAa90ORDZb7wrj4kUo7KmkpyD8oUw2GzbI/d69yDe1rMyv1Wx0sC8g+YONUiVq1qyovv/lyM+Xa73P+eDShnOqUQTYpQjvEK1fLykz1dWI9TxzZsRFRH+/bE6WF5yTWqpuFhFz5kjyrAtFRG+NtZUYpQZKq1aJiNCaERERobyImhrRDYnHmuTzj6KRMx5BaTK5ubKofXWB3YETnojUVPm/BYgIICXMBrS9i12Sf1HCQFxiIEKIJsQuFhFzOY0aGoqqJyIpSZZFgCcCwpoXYZd39RVmyIp88YmJ4hWROZqJiIh+rbUGNIBSKj2yU7ryqHy1kwW0k7g6ciKisFDqEPvyIlavFrdEFHfJ7AvInE73VGayCSrz6sKGc5cuQebZerrTcxiKcMUMO7l63z5GtpsjLCLq68XzsTbTfTkzMEpE2NV3XBbOpDWo1sj3iPCntFSSIY8fRyzF+PiIeSICDICFC13RI8ImyDnlUm9VSwsUJRxDp6SIERUlSkqCm4mlhPmz8YmIdOtE7iIRERSdEqQq3EFbGyxLjV6jOX8CKjTZ568w5kWcPSua3m3lXSGEZpg7d9SAO5mIiHhQKfUDIFMp9VHgOeBHkZ3WlUXrM5JUnb01ciJCKfFG+Co0rV4tWV5R3G2vqpIN3KRj7ukRYTNmwzkXUVsLi2igNy/8napHs3y5JDgfOGANrFwZ8UR8W2QWJ7lbRPhCdOfPd52BePIk5PZHV0TYFZqOHEEq7xQVRURE2I0IfaEqLgplghCawaXhCM3NsDTtGMquxR8lbBExPExERURaGuT0uitUBUKICLurrMuMxNZWKJsT3R4RNraI0JqR81cYPRG+8q5eEBFZWbIh47Lzx2gm0ifia8D/AQ8By4EvaK2/HemJXUl07RYRkXN95EQESHJ1RYWVuLN6tQxGMbm6uhpWLB+WXUSXGYghRURnp6v6AFRXwxLqiV8aeQGWkCBLJEBEnDoV0UoR9i7lwn5LRLjMSFywQMof+j4CF3attpOqh+PiR5K/I4yddx+QXB0BEWE3InRbozmbIBHh0p3ElhYoiI9ejwib5cvl2tPWhqzNxMSIiIhlyyCu1V2N5kB6EaWn+4mIpCQxFF22PlpbYflMZ0TE8uUS3t3ejlSymDEjrJ4I+7S0dIl2rYjwrY+4OBGaLlsfo5lIYvVfA5Va67/TWn9Ka/1sFOZ1RRFXXUm/SkItjqxhvWGD7AIdOMDI9mGUmoiB7DRfVdAuccIu80RkZMg5y80N52or+smnlYzyyHsiQCo0HTxo7QrZydUR7EZcXS3XrJTjjZIvE8VQi4kQsleEy0SEXd51KHdB1EJ95s6VC2BAcnVtbdhDJe1dxOKifvleukxEBKXJuNgTkTsYfRERUKEpLg4KCyMmImhuln9GlI3g8fBC1+rWVliU1C5eKlsZRwm7zGtNDfL+YS7zWlsrS29xZoeVjOoeEZGWJnZI0Ppw2fljNBMJZ5oJPK2U2qGUuk8plRvpSV1JDA3B7FOVnJldHPGLfkBy9axZchGOkojo6JAvx7pM91VmsikocHfDuY4DzcQzTFJJdATY2rUS697cTFQqNFVVWZWZXOipgjFExMmTrmoGZIuI+EXR3YEtLR3liejslADkMGLHSq/IaBWB4jIRYafJ+OxiO1zFRUZATw+cOaPJ6m13VkQAFBWFVUQMDMj6Ly7GKkHlrpwZCNFQzGUior9f5rcwrl3mlpgY1fcPEBEQ9oZztbXykknHrdd02TkkaDnMneuq9RGKiYQz/bPWuhS4D8gDXlJKPRfxmV0h1NdD8VAlfYsiG8oEYgTl5YVIro4CdqhKSbL7ekTYuL3hXF+lJcCWRMcTYbcTOXAA+XAyMiImIrR2d3lXCCEi5s8XARFmY3k6NDTAovgW4oqiKyJWrRIRoTXWVjBhD2mqqZEIEF95VxftItoEOKeSksS96SIjoKUF5nCWhMG+qIuInBz5OCIlIhob5evoxvKuNmN2rXYJ7e3yHc4ZiG6jOZsFC6SSV0BydZjDmdxY3tUmSGQ+9BC8+KJj85kIk+lYfQo4AZwFItcu9wrj9d2XWEQjKWsjLyIgRHJ1dbWU/YkwtogoGGwYcVO6jAAR4TJPhNaQ2CI9IqIlwMrKxPV74ADyP1uxImIi4swZyfMvWa5d64mwPftu7lrdVD9E3nBb1L9fq1ZJvkJLCxHrFWHXd49vc+cuIoSIcJs711WeCCd6RNjYpxBfRGRREUnnzkkt6TBgG55GREwd+/o3qye6jeZs4uLk/+er4lVYKJs0Fy9O+7UDyru6VEQEhbtlZspmhIuZSE7E/1NKbQOeB7KBj2qtV4fjzZVStymlqpVSdUqpT4d4XCmlvmU9/rpSal043tdNtG+rIZ7hiFZm8mfDBvmCXriAiIihoYjGudtUVYlnNOt8o1jrLvxi5OfL+aqnBwlQzMpyjSfi5EmYf6mBwcSUqCXMpqVJCIIvuTogZiW82LuTZTknxahwoYhISpJrflDDOReVee2uP0miHoi6iLCTq48cQYz7uLiw94rwxbs3Ncnr295CFxFSRLjISHSiR4Q/JSWBngjfpMKAT0QsHhSl78KNqtxc2TDxRUDm5MhFZ3DQ0XnZ2CIi7Xz0w91sIlXm9cyZUeVd09IkkclFuExTToiJeCIKgb/SWpdqrf9Jax2WrUilVDzwHeB2YCXwHqXUylGH3Q4ss24fA74Xjvd2Ez37xICPZI8IfzZulPv9+xmp0BSFkKaqKtlFjGtyX48IG7tCk083uKjMq12Z6dL8xVEty7h27agKTcePi8sgzASFu7l0jbi5a3VfHyS0R7e8q01AhabkZHn/MHoiBgdFk5SUMNIjIsrx2hPBTpPxlQF2WWJkSwvkK2dFxIkTkmvlExFNTWF57dpa6WE659IxsdJdtssMIiKGh/0qvNl5Mx0djs3Jn7Y2SGCAhLOnHEtKLy6WsMyBAcLacM5XmckOZyosjOq1dCLYpwsXpdmNy5giQik10/rxP4AWpdRs/1sY3nsTUKe1btBa9wO/Ad4y6pi3AD/XwqtIr4robMNGicS6SoZRIxlFEcZOrt6zB/k2paRETUSUlCCBqy7Mh4AxGs65SEQspoG44ujkQ9isXSsfwenTRLRCU3W1LMV5vUZETJXmZsjHGRGRmSk2aUCFpjCKiPp6MSpWrMCV5V1t5s2Tefp0tsvCmZqboWTGMTGeouTR9GeFtVdWVUXYRYSvh4i9a+1CETFmQ7EIls6eDK2tsHyG5Vl1UEQMDYmpEE5PhL1RtXw5rg53Gx52jaacEJfzRDxg3e8D9lr3+/x+ny4LgFa/39usscke41lOnYKF3ZVcmLNIsomiQHa2nLv37kXKiaxaFXERMTAgRsCqJb1igbnUQAzZK8Il4UxVlZol1JO6MroCbO1auT9wgIhWaKqqsuq7N1siwoUneJDrqk9XZmTIzSUiwq7MBDgSymEnVwOS/F9fH7bXtnXrihW41gCAMRrOnTnj55pwlpYWWJp6TKwVBzw5ARWa5s9nOCEh/CLCpfHucJmGcy4Rmq2tUD7XmR4RNvZ+anU1InTj48PiiaislJDURYtw7TkkSGR6gDHrn2mt32TdR8riC+VHGl1YfCLHyIFKfQwJeSI3N5dt27ZNa3LTpbu7e9w57N2bxRuo5GzOQg5Gcb6FhSvZsWMG27a9xvK5c5nz6qvsiuD7t7SkMji4mczOFwA4eukSpxz+/4Siv18B17N9eyNFRc0UDQxQePIk2597Du1wqcDK7fPI4CK1ephj27ZNaH2Fg+7uBGALDz1UT9K7mtmanEz7009TbyfPhomDBzexZEk37a+8QnZWFrt82f/uor+/iFOnCnnuue0kJGg2zZpF96FDHHXBen7qqTwW08JAajov+2LQps5k19jMmUt48cU8nn9+B0XAkrNn2fHYYwxlZEx7Lo8/XgAs5szxF9FtbTQDTS74zEfT3j4LWMtTTx3k9OnzLDh/nmVDQ+x89FEGZ81yenpUV28mZ7CBrjkz2efA5zc0pEhM3Mozz7RRVNTAxrlz6d6zh8ppzqW3N462tutISGikYds2FgPbm5oYdlG+Esi1EDbz4otHSUg4RXpjIxuBI9u2cSbMfVWmwtGj63lbnGzZ721vp9uBNXLhglxznnyyjhkz2rgqO5vze/ZQNYW5+J/Ddu5cRV5eKrue3c51Z8/SMDREi8vOIe3tmcAannlGzh+eQGt92Rvw/ETGJnsDrgae9vv9M8BnRh3zA+A9fr9XA/PHe+3169drp3nxxRfHPeZrXx3Ql0jSFz/595GfkB9f/arWoPWZM1rrb3xDfjlxImLv9/DD8haV//W4/PDyyxF7r+mSk6P1Rz9q/fLDH8p8m5sdnZPWWr99wS6Zy2OPaa0ntr7CRWGh1u96l/XLunVav/GNYX39vj6t4+O1/tzntNY336z15s1hff1w8oMfyL+htdUa2LJF6+uvd3JKPj71Ka0fiXuLHl61KiyvN9k19tOfymdTXa21fugh+WXfvrDM5f3v13rBAq11Q4O87k9+EpbXDTdVVTK9X/7SGnjgARk4etTReWmt9eCg1gkJWrfPLdP6zW92bB6lpSNv37FundZXXTXt19y3Tz7mBx/UcgKfO3farxkJzp2TeX7969ZAW5sMfP/7Tk7LR06O1g9c822Z08mTjs0jO1vrj33M+mXrVrlNAf9zWHGx1vfco7WuqJC/71e/mvY8w82RIzK1X//a6ZkEAuzVY9jbl8uJSLFyH7KVUll++RBFSL+I6bIHWKaUWqSUSgLeDTwy6phHgA9YVZquAjq11u7aWpgGJ16uJ5l+0jaURvV97eTqffuA8nL5JYIhTXY1joJB9/aIsAko8xrUGMAZ+vogpT26PSL8CUquDnM4U329xMC6uUeETcheES4KZ1qS2IJyqCqNXafh8GFG1mmYQpoqK61QpkZ3h7sFhTPZMe8uCFc5flwS1LN6ot+t2h//Ck2X5s0LSziTHe5WWoprQ1VAerwmJbkznKmvT8Jo8uPbpUmfPTcHCKjQVFg47ZyI/n45FfkKM9iv6zLscDcvhTNdLifiz5D8hxIC8yH+iFRVmhZa60HgE8DTQCXwoNa6Qin1caXUx63DngAagDrgR8CfT/d93UT/QcsYWzm6KFVkWWcVyt2zB2kGAHDoUMTer6pKLq5pJxok98P+priQ/Hy/85VtMTrsEq+rg0W6Hq2UIwmla9dK5ZPubsTSb20NS91uG1uTlCwbkg/fSyJi3jzH14dNQwMsGG5xrLTlypVSefXwYUY2CsIgIrT2K8xgGwAuXSMzZ0qBADeKiJYWSKGXlIsdjouI+nox7C7ZNXGn2Svi6FEJnV+6FPlDXWggguSzB5TxTE6GGTNckVhtp//NGzommyNxk2kjFl4CekUUFMjkplEGt65ONqpKShjJr3BhcYbZs+VjjwkRobX+ppZ8iE9prRdrrRdZt3Kt9f+E48211k9orYu11ku01l+2xr6vtf6+9bPWWt9nPV6mtQ5HQrcruHQJZrbZ1lNJVN87M1OSWPfuReokL1gQUU9EdbVfZaZFi1xXVs0fN3oi7MpMAzkLxEKJMmvWiCF36BCWu4Cw9gCwRcTKmdaFwqUGIowsCV9ydW6uNF0JU8OsqaI1nKi/yKyBs46JiNRUMeJefx0xjHJywiIijh0TAevzRMTFjVRBcBlKjeoV4aJMSad7RNisWCEGXV2dJSJg2jvNR4/KNS0pUbvaEwEhGs5lZ7tCRNjXvaxLzjSa82f5ctmb6epC/pdDQ9ParLE9X77CDImJjlQnG4+4ONl3CFgfLmdcqam1/rZSapVS6p1KqQ/Yt2hMLpapqIASfZSLcwulwkuU2bhxVOfqCIkIexdx+XJkq9TFBiKI/dXVJU1pmDtXtrdcIiLiljjz2dkVmg4eZERE+LaJpk9FhSyLtJPuLu8KIZaES/zPHR0wq8uyAhxsslVWZnkiIGwVmgIqMzVazSpd2CPCJkBEuChcpaXFHSLCv0KTT0RMM6Tp6FHLoX/mjAh6FzaaswkSEXPnukpEZFxwrtGcjV2hqbaWsJR5tUWEr7xrfr6jnpbLEdS12uVMpGP1PwHftm43In0j3hzhecU8Bw/CSo5GPZTJZsMG2eE7fhwREUePWt1dwsupU1IzvWS5dnWPCJuAMq9xca4IV6muhmVxDSREuUeEzcKF4rA6cADZ7lMq7CKitJSReHcXuplt4uNlA8ttIqKx0dnyrjZlZaIbLl4kciLCxSITRomIxETIynKFiGhuhuXplohwsNu3vQ9RWRkeEdHXJ8ts5UpcXd7VJqQnwgXrww5nSjrjvCfCFhE1NYSl4VxVlSz5jAxc76nyWtfqiUixtwM3Aye01vcC5UByRGd1BXBo/xAlVJG23hkREZBcvXq1CIgwGoY2dt34NQUdEvbhcgMgqFdEQHcxZ2isvMT84WOOCTCl/JKrU1PFSA3TWrGX3cqViCGhlKt3EWHUkrDDVRz2Pwf0iHAw1KesTLyPR48iIqK1Vay8aVBZKSGYubm4utGcTYCIANlpdoFV0NICK2Y574nIyJAlWlUFfbNni9CahoiorZVoFy+JiFOn5HsCuCqcaUFWD+r8ecdFxJIlcimoqSFsnghf1LgHRERMhTMBvVrrYWDQ6mJ9CnD3drIHOL27kVQuoVZFtzKTzZo1stG+Zw8jZVUiENJki4jSNPdXZgL3iQitobeySX5x8LNbu1a6EQ8MMCrrbXrYnYh9noiFC6V8iYsJWBIu8UQ0NEA+rZJ876CBGFShSetph6rYlZlU3yVXN6u0mTdPbEKfY9clXaubm2FpyjGx4mfOdHQuvgpN8fFiJE5jjfhyqjwiInJyZG2cP28NuEhErMlxttGcTcBeVXq6uMKn6IkIKMzQ3y+RBS5eHzEXzgTsVUplItWR9gH7gd2RnFSsozXoCmcqM9lkZMiFee9exL+cmBgREXHkiHjzsy9YJUpdbgDYRSl8ImL+fEfDmU6fhrldVkiIA+VdbdaulfPv0aPIeqmp8dtKmzo+kVmKWMIuF5kwqmu1izwRy1JaUfPnO5ovsHgxpKVZp5IwVWjylXe1jQiXn0PsCB2fIeCS+ISWFlgY52x5VxtbRGiNeJamKSKUskJgGhslqT8rK0wzDT9BXavnzoWeHrk5SGsrlGa5Q0TAyGUGEEUxRU9Ee7vkOa5YgfyRWrtaROTkSDhoGAsgRpSJJFb/udb6vFUx6Vbgg1ZYk2GKNDVBUa8lIlascGweGzeKiNAJiSJmIuSJKC0F1eT+pFmQ8th5eaM8EWfOTDskY6rYSdWA454IsEKali+Xs3IY+iPYIqKkBE+JiHPnrIJMaWmiyF3giViW1OJ41aK4OPm+h6tXxNmz8tGuWMGIoemBcCYYVebVYU/E+fMSTZo74A4RsXKlVNw6dSp52iKislJOG6mpeKICYJCIsJPvHfZGtLVBcYYlIlywRpYv9xOaBQVT9kTYSdUB5V1dLiLA8VPGhLlcs7l1o2/AbCDB+tkwRQ4dkqTqvpyFjrqVN2yQC3RrKxGp0KS1X9JsQ4OcLGfMCOt7RIKQZV4daihmi4jhtPSRmvMOsGyZ2Ms+EWFPbprYlZnS43rF4+MBEWFfX30OKhcEsTY2wgLd6riIAL8KTbm5EoowDRFhV3oqK2Mk8d7lGxFBIiInRwzE4WHH5mRv4s666A4RsWqV3Dc0pIuImEavCF9lJvBE4r0bRURPjwj2wkT3eCJKS0VotrQgRn9z85S833ZhBl9lJnC1iAhaHy7ncp6Ir1/m9rXITy12sUVEfJkzoUw2GzbI/d69iIg4dkzOJGHi+HHZAfPFu3vAQIRRIsKuJe1QSFNVFSyNa0AtWezo7lp8vDQ3D7eIOHrUWh8ubyLmT1D7kKByK9FlcBCamzTZva2uSEovK5NdtJOnlHznwykiEhNdYeBcjpCeiOFhqcPrEM3NoBgm9Zzz5TthREQ0NmaMeJamEK4yOOhXmMHOv3H5OSRkOBM4KiLsykzz9TFx6cya5dhcbOw1cuQIcl7r7vZLJJk4R45IYYa8PKwvgnLFZstYuKi1zIS4XLO5Gy9zuymak4w1Dh8aZqWqJMFhEVFeLuE7AcnVviLv08cOVVm1Ck/0iLApKBgJnXS64Vx1NZQkNqBcIMDWrpXSxMN5C+VCM00REVCZyd5ldsHfOR5BS8LhmPfWVsgcPkvSYK8rLo4BdRqmWeb18GHp4jp/PrJGCgtdW9/dxjYSgxrOORif0NICOZwibmjQFSIiM1OWqs8TAVMKV7ELM6xciXwHe3pcf50J6krsgl4i9qZZdp9V3tUF4WClVs2ZI0cY8RxMQWgePiybEEohaywvz9XFO2JGRNgopdKUUp9TSv3Q+n2ZUupNkZ9a7HJmXzNpumfkW+IQKSny5fJ5IiCsIU1Hjsh9acmQfHk9YCCCXNwuXbI2hpwWEVWa/EF35AqsWSOpEA1NcWGp0FRX51eZqcEbifcwRtdqBz0RdmUmwDWeCPDLi2homHIoT4AB4IFdZpDzambmKE8EOGoVNDfDokTne0T4U1YGjY1+ImIKeRH2RpWvhwi4fo3Ex4/qSuyCcCbbEzGz2x2eKpDv0MKFfp4ImLTQ1FrOIbZ5Q1OTq0OZwDW1OibMRLZ0/hfoB66xfm8DvhSxGcU4XV2Q3uJsZSZ/fMnVOblyZgujiKiokPNjTn+b+J1dfnK3sc9Xra3IH5CQ4Eg4U38/dDecImWoxxUiIii5epoiIqgyU2rqyDaui8nKguTkUeFMZ85IsXoHCBARLvBEzJ0rH4lPRPT1TUmEDw+LAWGLEi/Eu9vMmxciXMVhT8TqbOd7RPhTVgYtLWkMZM+Xc+wURMShQ7Krv2oVnvJmBuw7ZGXJH+GgiLA9Eckdzjea82fVqul5Ik6eTKGry1vnkNRUSR2NGU8EsERr/R/AAIDWuhdw3tflUQ4ftjpVg6OVmWw2bJAww/oGJXL90KGwvXZFhfdO7jBih7W0MNK12gFPRH09FA47X5nJZtUq2UU7eBAREY2N06padfiw7DCXlDCSM+MCN/p42K0YAsKZtHbMCGhshEVxzjea88eXXG1XaLI9TZOguVnCoMvKkB/OnHG9AWAT0HDOBeFMzc2wcqb7RMTgYBzVdVPvFXHokDhFfZWZwPXVu2CUiIiLkz4IDoczZc/RxB13n4iorISh2XNl52aSnoiGhnTA8kQMDMgf6oJr6Xi4pCr0hJiIiOhXSqUCGkAptQRwpt5lDGAnVQ/mzHdFLeug5OojR8KyoxpUmQk8YwAENch0qOGcW8q72qSkiPPM54kYHp5WvPvBg/Iy6el4KmcG3NVwrqEBVs5slThf22B1mLIy+f4PFU29zGtAUrVHyrvaBIiIOXPk3kGroKUFFicfk10Al3j7AsLepljm9dAhye0DRETk5FgnFHcTFAHpcMO51lZYkdcpOSUuExF9fVDfGDelXhG2iFi1Cnnu8LAnrjMuKPg3YSYiIv4JeArIV0r9Cnge+PuIziqGOXQIyuKdr8xks2qVCHxfcvWlS9NuDgVyUurq8qvMFB/vml3S8cjOFoM5oEKT0yLCJcbTunWwbx/o4ulXaDp40AqR0tpT1btglIhwOIjVbjTHwoWuSTouK5NTSV1/gXz3pyEiAryZHjAAYJSISEyUbFqHdprtJr0L447JxOLjHZnHaEpKID5+WMJVpiAizp+XpwSICI+sj6CdZodFRFsbrM52T3lXm6AKTZMWERkUFVmV5RvcsyE3Hl7qWn3ZK45SKg7IAu4GPgT8Gtigtd4W8ZnFKIcOalZyFOWCfAiQ69uaNZYnwt4aCkNeRFC8e36+o510J4NdAS7AE+FATkRVFaxKbZDwg5SUqL9/KDZulJNbW1qxDExRRJw9K5/vmjXWL11dnjEAYKRrtda4whNRgPON5vzx1WmoTJR45imKCJ8B4EER0dXl13XWwYZzbW2yTnNc0mjOJikJ8vN7RzwRx4+L8pwg9mXKiyIiN1c2/bu7rYG5cx33RCyf4Z5GczYrVsj12JcXMYVwJl9StYfOITETzqS1HgY+obU+q7V+XGv9mNba2baKHmZ4GM693kraULfjlZn82bAB9u+HoeUrZSczDGVeA0SEx3aZYaTMKyAW49mzUe9aXV0NJUnuqMxks3Gj3L9WOVM8NFMUEXbqzZo1eC5nBmRJXLwohqKTnogLF2Rpzr3kjh4RNqWlkiu7fz9TLvO6f/9IMj+NjdLt0MGGi5PB7hXhWxIOWgW23ZXZ1eYqAxFg8eLuEREBk9ppDjiHDA3Jcz1gIMIYDeccEpl2+4VFye7zRKSlyenD54k4fnzC1+G+PmhtTQtMqk5MdN13IBR2f0qHanVMion4vp9VSn1KKZWvlJpt3yI+sxikoQGKet1Tmclm40Y5kVS3pMLSpWETEfPmWeHAHot3h1GeUwcazmktnogCl5R3tSkvl/Pwnj1Mq0LTwYNyv2YNnnIz29jXofZ2JLcpMdEREdHYCHEMMePCMVd5IlJSJBRh3z6mJCI6O6G2diRni6YmMTQ9kHgPYzScc8hItM9jKR3u8kQALFp0kaYm6MkpkoFJhDQdOiS29/z5iLvFQxUAQ4qIs2cd6Wpub5YtVFbivX29cwm+Ck32Joldj3YcDh+G4WE14qlqaBBvhkvC+S5Hbq4shTD2/o0YExERfwrcB2wH9lm3vZGcVKxiJ1UDrhIRQcnVYRARR45YXoieHjlTeuTkbpOfLwbiwAAjOzNRFBGnT0PPuUtk9hxzlXGdnCxCIhwiIi/P2sRvcFfex0QIaB+ilGM7zQ0NMJ/jxA0PuUpEAKxfb+XPLF4i3Zon0W12//6R1wA8FaoCY4gIBz0R6XQT333BNT0ibBYvlnivoz1FMjBJEVFebulKD4WqwBhdq4eGRD1HGVtEzB1ol07VLktMX7UKamqgf/7kyrzu2SP3tvfcS+cQLzWcG1dEaK0Xhbi5x6rxEIcOQSlH0Tk5IxU7XEBJiZw3fHkR9fV+wbyTZ3BQRER5OSMGol3q0SMUFIg3oL0dRxrOVVVBIc0orV0lIgA2bZK1Mly8XIzDKcTyHjhgeSFgpKpKRkZY5xlJQnatdsATUV/vrkZz/qxfL8vj9MzJV2jau3fkNXyJ9x4SmSFFhEM7zS0tsMZlPSJsli2TpIBXW/Im1StiYED2ugLyIcC7RqKDXavtjf3MHvc0mvNn9WrRVzWXJtdwbs8emDWrf6S3XIO7vPqXI6ZEhCF8HDoE61Ldk1RtEx8vVXf27EFEhF2fdYpUVUl+3Nq1eFZEBPSKsN27URYRS7CMLped+DZulFyAtrSpVWi6dElqf/vi3T0Y7mYviYCu1Q55Ilaku6fRnD+2F+FQl7V+JyEi9u2TyIPsbMT4vnBBQi09Qna2pJcFiIjhYVFVUaalBcpdKiKys/uYNw9275tcr4jDhyXmfdMma6CxUT5wlwnpsQhKo3Kwa7XtiUg9764eETa2J2FXq/9FeXz27IGSki7xVHV1yXnEI9cZL3WtNiIiihw6qCkePOqqUCabjRtld7hvuVXKYBohTQcOyP3atYwYDi4zhMcjoFeEA12rq6qgJNGduQL2SX1PV4n8UFU1qedXVMjOUoAnwmV/43jMmCE3pz0RDQ2wOtNdjeZsVq+Wr83O9smLiL17/fIh6urk3kMbEfHxsiQCRAQ4stPc3AwlLms0Z6OUnE/27GFSZV5375b7zZutgYYGCdXySAVAu+qvW0REbi6uazRnY28mvHYwWVx8E/BEXLwIR4/C8uVdMuCx4h0OF/ybFEZERInz52GgpZ30gU5XVWayueYa2dnZf26RxDZNU0SkpEjIPPX1Emc521u5+LY91tqK7HBFuVdEVRWsy2yQVqwuaQ5lU1IikUfbGgslSWKSIiJAZA4OykXBIyd3fwK6VtueCK2jOoeGBihObRVFM2tWVN97PFJS5FT3ypEZYlFPUEScPy+H+vIh7Od5yBMBo3pFOCQitJaNkCXJ7hQRIGKxuhr684omJSLmzmUkVMVD8e42AQ3n7PXhkIgoWDgsJzMXigilZI3s2YP8wyfgidi/Xxx/JSWWiPBYw9usLNmIiAkRoZS6VimVbv38PqXUfymlCsd7niGQw4fdmVRtc+21cr/r1Ti58k+jV8SBAyO7kDQ0yA6iR6qq2KSni+4JqNAUZRGx3C7v6rLPLj5eDLzd++KhuHjS4UwHDojNu2gRcgUbGvLMyd2foIZzfX0SdhMlhobE5iqIaxXV67J1An7J1ZOo0LRvn9wHeCKU8twayc11XkScOiXhgwvUMVcmzYJ4IrSGtsSiCZfw3L1bQpl8S97rIsLBnIjWVijNPSMbOi4UmSBrpKICBvMKJuSJsJOqveqJiIuTU0ashDN9D+hRSpUjnaqbgZ9HdFYxiFsrM9nMmyffr5dfRvIiDh+e0q6q1n6diEEMB498cUcTUOY1ig3nenst43DAvYlgmzbJ/3mouGTSnojXXhMDMS4Oz53c/QkQEQ74n48dkwTT3EvuajTnz1VXSRrAhbkTFxGvvCL3PhFRXy+hKi5puDhRQnoiorzTbJ+/cvrc1yPCxg6PrLQrNI2z09zZKaEqvnyI3l45N3tMRAQUdEtLk/Ud5fWhtYiIFbPc1yPCn40bxbNwItnyRIxjm+zZI6eM2bP7ZaCxEWbOlC1+j+CVrtUTERGDWmsNvAX4ptb6m8CMyE4r9jh0CNYlH0XPmePahknXXgu7doEuWy0nsynI4KYmCUdYuxbZKm1s9FQssz9BDeei5ImorQWtNbM73Ssirr4a+vuhfUaJeJsm2ACop0e+C1ddZQ3Y8e4u/Tsvh70ktMaRTDjbQz/zgrsazfmzdavc1+slUgZmAuvk5ZfFGeq73tfVefIcYosIrXFsp9netJ3V7b4eETbZ2ZIO8drJIhkYJ6Rp1y75TLdssQbsP9JjIiLAE6GUI12rL1yQHlFLUt0vIgBq+wrkHDKOdb1rl1++DIwU73Cht3YsvNK1eiIioksp9RngfcDjSql4wBvZSy7i0CFYl2JVZnLpQr7mGjmptc+xWjxOIS/Cjndfs4aRrVIPGgAgm7sB4UwdHRIbEGGqqmAup0nsu+ha49q+gB/oLRGxOIlQlcFBESGAKKbkZNfupF+OvDwRUmfPEqLwe+RpaIBkLpF8/pRrP7/ly8VI3NOxZKRU62UYHhZPhM9ABFlbHsuHABERAwNw7hyQlCThRA6JiJSOY67rEeHPxo3wXK0VJT2OiNi+XUJlgzYiPHadyc0Vr4rvkuJA12p7k6wg3sqZcamImDdPlu++M+P3imhqkodvuMFv0IPFO2JJRLwL6AM+rLU+ASwA/jOis4oxhobgyGHNkksVrgxlsrHzInZ2WiJiCnkR+/ZJzHxZGZ6tzGRTUCBela4uRk6uvviEyCHlXd1Zmclm7lxYsQKea5tchSY7VMVnANTWysU/zns1HgK6VjsQztTQAIVxVpF3l4oIpUQQPNc4sV4RFRViWNnnIrq65DP1qIgAZ7tWNzdDZsYg6uQJ13oiQP7fu4/loSfQK2L7dhEdaWnWQE2N3C9fHtE5hpugU4aDIiJ3yPJE2IvWhVx9NTxX4182MTQvvST3119vDQwPe6pHhE2Ap8rFXPbKbXkdfqm1/i+t9Q4ArXWL1npaORFKqdlKqWeVUrXWfchANaVUk1LqsFLqoFLKs12ya2th5qWTpPWdc2VlJpvSUgkbfPFwtpxMpuCJeO01SapOS8OzPSJsAio0RbHhXHU1bMp2t4gACVX5v9eL5ZdJiIglS/wi+mprYdmyyEwwwgQsCTtcJcqeiPU57mw058/WrbC9fWIiYudOufeJCPt4D55DgkSEA0ZiSwusW3ASNTzsahFx440wRALdWfmXFRE9PRLvft11foM1NVIFw0UNXCdCkPMyO9tya0YPW0RkXWqXre+kpKi+/2S46SbYfXL8hnMvvSTLwWdqtbaKu8djIjMnR9b7NPr+RoXLigit9RCSVB3u2oGfBp7XWi8Dnrd+H4sbtdZrtNYbLnOMqzl40N1J1TZxcaL2X34ZUQKTFBFDQ1I1w7fLXF8vfmcXu9EvR0CviCg2nKuqgnVZlohwcZferVvheFcG/bkLJyQihodhxw6/UJXhYVkjsSAiEhPFiImyJ6J8tjsbzfmzZQucIoeB5PRxRcTzz8v3zhfeboeqGE/ElGhudm+jOX9WrRIbujW+6LIiYvt2CRELCFWprZUqcR4jZNdqB0REXBykd7qzvKs/N90E58iiPzljTE+E1vDiiyIyfc5t21PlsTXila7VE4khuAQcVkr9RCn1Lfs2zfd9C3C/9fP9wFun+XquZv9+WB3vfhEBsgNYUQGXlpVZNdUGJ/zcqiqJPvAlNNXXixGckBCRuUYaW0QEeCIiXKFpeNhuNFcvwsXns3cf9m7gicySCZV5rayUa6TPzdzaKklyHhURQV2ro9xwrqEBStKsi6mLhfratZCWpjiZcfkKTUND8MILcOutfmljHo13B/eIiOUZ7hcRcXEiDA5fKEJfRkQ88YS0zvGdQ0CMRI8ZiDCGJ+L8eVFJUaK1Vc5jbm0058+yZbBggeJk8thlXisqRIPefrvfoMdFhNtDmiYiIh4HPg9sB/b53aZDrtb6OIB1nzPGcRp4Rim1Tyn1sWm+p2Ps2wdbZh+FzExXxxyCnJy1hqPxZWLg2RfxCfDaa3Lv80TYPSI8yvz5cnFraUF2mRMTI+6JOHZMXJgFfe4P8ykokNuRAavM6zhl94JiVWtr5d7lf+dYJCfLsghqOBcFurrEHi2MaxXjNDU1Ku87FRITxUCs6F2CvoyI2LdPkpBvucVvsLZWrqYzvFcQcNYsWSNBIiJKDQm7uuTzXJxk5c24WGiCiMeKniJUe3vIKl5aw+OPy460b7lfvChVvzxmIMIYIgKkgEeUaLVazHDsmOtFhFJybqjqKUQ3h/ZEPPaY3L/pTX6DNTXSHdXlttdovNK1etwtYq31/UqpVKBAaz3hrlJKqeeAUP+1f5zE/K7VWrcrpXKAZ5VSVVrr7WO838eAjwHk5uaybdu2SbxN+Onu7mbbtm1oDbt3X8s3kg/SuWABB2xLyqX09yuSk7fwwOEc1gEVv/kNpwN8x2Pz+98Xk5Exl2PHXub4cbi2uppTN95IrcP/i+mQnX0Vu3efZ9v2Kq7KyuL8/v1URfDv2bs3Cyhn5qkqjhdvonqM97LXl9OUlRXz3LPLuKP/Art+/3v6LxOX/LvfrWTu3Jk0N79KSwvkPf44xcArZ87Q54K/ZSrMmrWB11+/xLZtR1gJZDQ1sTsKf0t9fTqwkfSOSroyM9kXgfcM5xpbtiyP159Ywi31j7PjhRdCJtL/4heFwCJSUl5m2zbZjV372mvo+fM56NH1kZl5FQcPnmfbtioWXrjA0oEBdjz+OEMZGRF/78bGNGATKWcPMZyQwPYjR1xXwMB/jc2Zk8QOJI5t929/S8+oPJ+WllQaGjZz1101bNsmyj29ro6NQMXAAKc9uEbS0rawb98Jtm2rY+7Jk5QCu594gp4olautqdlE8aJz6FOnaB4YoMnln+HSpXOoHyxgS/UuXgsx11/+ci3FxXHU1OyjpkbW19lXXyVp/nz2udz2Gs3Jk8nA1ezYUc3MmdHpUTUltNaXvQF3AdVAo/X7GuCR8Z43zmtWA/Otn+cD1RN4zheBT03k9devX6+d5sUXX9Raa11frzVo3TNjrtYf/aizk5ogt96q9bqVvVrHxWn9+c9P+HmrV2v9xjdav3R0yB/+ta9FZpJR4tprtb7xRuuXzZvlw4kg3/qW1jPolM/uK18Z8zh7fTnNww9rfRPPyXxfeGHM4wYHtc7O1vr97/cb/Ou/1jo1VeuhochPNELcdpvWGzZYv3zyk1rPmhWV9/3DH6zzyuJSrd/61oi8RzjXWFOT1n/G92TSra0hjykv1/rqq/0Ghoe1zszU+uMfD9s8ok3AKeP+++Xvr62Nyns//ri83ak3vFfroqKovOdkGb3G7l21Wyb98MNBx/7TP2mtlNYtLX6DDz4oxx88GNF5RoqlS7V+97utX55/Xv6Wbdui8t7Dw3L6/eePtsr7/uAHUXnf6dDTo/Vnk/5T5tvREfBYQ4MM/+u/joy9+OKLWi9e7Pche4feXvl7vvQlp2eiNbBXj2FvT2Rb4ovAJuC8JToOAtOVyY8AH7R+/iDwx9EHKKXSlVIz7J+BNwBHpvm+UWf/fsjmNKldp12fD2Fz882w/2gKg0uKJ1zmtbsbjhwZFcoErq4uNBECekVEoeFcVRWsybBCPjyQTHrzzdCYNH6Z1927pY/SnXf6DdbWyt/ost3RyRCwJHJyRhV+jxz21yvldKurk6ptCgthuMgKbQwRIllVJb103v1uv8GTJyVGfMWKqMwxEoTsWh2lvAg7bHxml3sbzY1m9Tukgs6ZnYHnEq3hF7+QUKaA5W7Hu3vgXBmKgF4Athc3Sg3nOjqk2feydHc3mvMnNRUyN0noWt+R2oDHfvITuZR88IMjY6q/X5IkPBjulpIi1TLdHs400Y7VnaPGphvU+VXgVqVULXCr9TtKqTyl1BPWMbnATqXUIWA38LjW+qlpvm/U2b8fyjySVG1z001y3z67bMIVml5+WZKCfaUZ7ZO7R+Pdbeyu1cPDSJJEFETE1nneyRXIyIDlN+ZxUWVcVkQ89pj0D3njG/0GPVze1SYvT4zEwUGiGsTa0AAFszpRXRc8ISIA1rxbxObJbZVBj/3mNxLz/Pa3+w1WWscZETElWlokHyXpdJvr8yFs3vmRmRwjj4YnAs8lO3fKmn//+0c9oaZGBFJ6evQmGUYCegHYORFREhF2edfCBHc3mhvN1g+LIHjl/hrfWH8//O//wm23BZ4OU9vb5eLtQREB3mg4NxERcUQp9SdAvFJqmVLq28Cu6byp1vqs1vpmrfUy677DGm/XWt9h/dygtS63bqVa6y9P5z2dYt8+uGW+t0TEunWSFLh/sEzO3N3d4z7nxRflguUTEdXVYhV4dIfIpqBATlCnTyMn2XPnZPsmQlRVwdoZ3qpIc+ebFJV6ORf3X15EXHut1BYApAJJQ4NnT+42eXlyjTp1iqiLiM157u8R4c/bPrmQTmbS8EigQ7mvD37wA0msDbBjYkREnDljFdxxwBORv1CjjnnHE5GXB+dySqC6Spp8Wnz5y7JRf889o57g0cpMNgEiIsqeCFtE5OEdTwTA5vcsZog4Kh6u8RWP/MEPZH/vk58MPDatzSoq4NE1Eisi4pNAKdK1+gGgE/jLSE4qVtBaPBGbZx6V6iIeOZHHx0vzn0ebV8tARcW4z3nhBSnt6qtIWl0tMQwpKZGbaBSwdzWamxn5/0WozOuFC3IiLI6rFa9HFJIvw8Fdd0EVJQweDt5hBglze/11eNvb/Abr6sSy8oiwHouAXhFRrMnnlR4R/szPUxzPWsnQ4QrOnx8Zf+AB2a3/1KdGPaGy0lPnzVDMmyfXgdOncURElOZZmx4e8UQAzL2uhOKhSv7xsxLw8NvfwtNPw2c+M+qUqLWskZISZyYaBnJzpez14CByrczIiLqImNPXLhd9+/zlclRyEr3zFjHnbA333Sdr47OflU2IAE83kGr/kR4VEX/zN/CJTzg9i8szERFxp9b6H7XWG63b54A3R3pisUBrq5wPlg8eFWPJV/zc/bzpTfDimTL5ZZy8iM5O8bjceKPfYHW15zpEhqKwUO5bWoh412q71UJeT52nPDiFhdC7pIxZna0Md5wPevz++6VVyHvf6zdoC9NVq6Iyx0hh27ft7UTNEzE8DI2NUJLuLREBMPeGVZQMHuHLXxID8eJF+Jd/gfLyUaVdAY4eFS+Eh86bownoFZGWJrcohjOtnuP+HhGjyb2uhEw6efB/TnLjjRLjfvXV8Bd/MerAY8fk4lNW5sg8w0Furp/IBAlpiqKISEiA9AvtI/XMPULG2mK25tbwwx9KCFNODvz0p8GnirSWFvkSzgp3v+TocM89ozbfXMhEVs1nJjhmGMX+/XKfc/aoXw92b3DnndBEEf1J6ePmRbzwghg2N99sDWgtbuYYEhFNTURcRNgpBZmnvZcrsPRu8VoduD9QcPb1SULkm940shELiHsiLs7Tu4jgjCeivV1C7BbFt8gOot31zgPMua6UbM7yy/86xZe+JF6s5mb41rdCaIXKSk+HMsEYDeeiYCQODMg68UKjuSCsc8JXP1hFayu85S3w6KMSLhvAESsszsMbEU52rW5tlWXhhUZzQRQXs6C7hu0vae6/Hw4eDO1sy6ivh9Wroz69K4kx+0QopW4H7gAWjOpQPROYeBvjK5j9+yE7roOksyc8F7Yxbx5s3BRHdcUqysYREY8+KrHu11xjDbS3yxZjDIiIzEy5BYgIX4vi8FJdDZnxXSScOekpTwTAVX9WDv8J2//nddb91XU+g/BHPxKb+r77Rj2hokIqd7m4SdpEyMkRLXTsGJLcmZ4ecRFhV2aaN9Aqa9JLHeGtzZQPbazg85/PJSkJfvazke7nPjo7JWwwFkVEFDwRbW2ysbMo0RuN5gKwRMSHrqriQz+7YezjbBHhsQ06f0I2nIuiJ8LXaM5jm1YsXw4XL7K1qJWt142REzY4SHpTk6hQQ8S4nCeiHdgLXCKwU/UjwBsv8zyDxb59cHuht5Kq/bn7bnjl4mqGDh0es8vq8LB0Eb3tNr+dIjsuJwZEBMCiRZaIyMqSuNUIeiJuWGglVXvspJ66eD696XPIaDjE734nY2fOSELk9df7ealsKio8vYNok5AghkA0u1bbIiKrq8VToUyA73/+b++toLJSjN0PfCDEcUet86bHRURIIzEKIsIu7zpfWxseHvJW+aotXabaGyAiIi8PZs+OzrwigJMioq3NOn20t3vLUwUj3oXLhVrX1hI3MGA8ERFmTBGhtT6ktb4fWAo8CLyqtb5fa/17rfW5qM3Qw+zfDzfmWrHfHhQR7343HKaM+HNnx0wmfu01sZnuustvMMZERFGRxKCjVER7RVRWwlVzLRHhMU8ESpG8qZyr017nIx+Bb3wD3vAGKfP/ta+NClXp65NwNw/vIPoT1CsiCp6IuDhIOdUsi9NLzJsHWVmoiiOUlIwKcfPn4EG5Ly+P1swiQmqqhGNH2xNh97bJ7m0TSzUpKeLvGTbi4uTaURm6UIOPw4c9vxHhlIgYHhYRsWher1Qc9Fo4U9kE8jXtxzycM+MFJpITcRtwEHgKQCm1Rin1SCQnFQucOZPEiROwLvGwdAzxSBlGfwoLgVXyBdSvhw5p+vnPZXM+oIlYdbXsJHltd2MMiorEE6E1ERMRAwPSNmFNmtUjwmsiAogrX83K4cOsXD7EX/+16ITf/Q42bBh1YE0NDA3FjIhYsGCUJyIKIqIofwjV2jqStOMVlJL/+3gV3w4ckB1mD543RxPUKyKKnoiMC94p7xrA6tUiJMfwgDMwIN4qjxuIM2bI9TNARHR1yUZLBDl9WvKqimdYm4NeExEzZ0qIwKFDYx/z+uvouDjPezPdzlQ7VhdFakKxQm3tDACKLli7JR6tMLL5I3KSrns4WET09Eh5xre/fVTxg+pqKanm0b95NEVF8reeOYOcbCOQE1FbK9fFJdSJ1eGR8q4BlJcTd6mXV35ZT22tOK/e9KYQx8VIZSabAF0ZpXCmjQvapS6k1zwRIP/3w4etDo5jsH8/rF0bE+eQIBHR0yO3CNLcLEsxvt07jeYCWL9evkd2nf//396dx1dZXYv//ywSIAxhHkMgEBIIEMIMBhAUFVCrV2sdUFuHeqm3rVZtbf1dtba2ftVqta31tk4trQNaKTiLUBVklDEQSAIESEJAlClMYQrZvz/Wc0JCAmQ4Q87Jer9evJ7kOU9OdpLNOXs9e++1TrdunVaGHzEiuO3yM5EzVK0O8OZqX+bTxKbhVWiugrS0s89ErF7N4YQEaNo0eG1qgGpbsdqcw8aNLREcrQrWhfVg6Ts/aM9XjeIoeL/yf9bp07W2wfe/f9oDviAiQvjGaXl5nLrtfKY7ZLXk2yPY5UD4ZWYq4609lbVrSErSu2xVWrdOswpFSB+Ji9MA89gxdESwe7fOtATI5s0wtF2efhKOQcSIEfrCsWlT1Y+fOKFBxpAhwW1XgISianVBgTdJFUaF5irwTV+uXFn1419+qceRI4PTngAKRdVqXxDRTcKr0FwFgwbprHZVxV+dg6VLOWizEAEXkorVDUF2divGJX+F7Nsb1lOuMTFQ3Hsg7XZksnz5qfNHj2p+92HDTsuscuiQbiAI48DpdBWCiLg4zTxVvpyqH6xfr0uBW3wVXjUiKujfX4MD33r2M8nI0AwsEXKHyPf++9VX6IigtDRgg4ADB/SuZb8W3nqVcFvOBKcGfsuWVf14drautRg6NHhtCqBQBBH5+ZAUfwT27g3PmYhBg/S15ExBxLJlOuAOxyD6NKEMIjqe8IKIcAw0Bw/W19rVqys/tnEj7NvH/jDcixpualqxejpwALgngG0Ke1pIsxVX9vKWAIVxEAEQP3kg/cnijltOcOCAnnv0Ub3b9eSTp9Wo8d1Sj6CMCJWCCPD7voj16yGt10Hk653hOxMRE6N/9zMNDkH/cyxbFhF3EH0qdIkAF5zbvFmPiZKnH4TjnoF+/XTP1Jn6ie98BAURBw54K5iCEEQ4p6/NA9uGYY0In2bN9KbEihVVP75sGYwaFRHL3UIVRDRtCi0P7NDX7TZtAvr9AsKXU37RosqPLV0KwAELIgLunEGEc664XMXq4d7HR4PRuHC1eTMcONCY0a0iI4homj6UphwnesN6JkyA22+Hxx/XY6XUnRGYEaFVK93jGchaEevXwwXdvRFiuAYRAOedp0sNzrScJz9fB1ARFERUqFod4IJzvhVAXY57i97Dsc5GVJQuVzlTEDF/vv5sEbLczVcr4uuvCUoQ8c03OlOc3DyMgwjQ14iqXkuKinRTdYS8hvi2UZWWEtQgIj4eZMd2fU8Lx2Csc2d9r1y4sPJjS5ZAq1YUh+NMbZg5ZxAhIsNFZKaIrBKRtb5/wWhcuPKCYPoeywz7PNaADgyBl+9Yytdfwz/+AVOnwgsvVHHt2rW6GD7C/vOWpXmtMGL0j2PHdHA4sl34ZmYqk56uS718ef5P5xs4RsgAAM4wExGgICLXywDcZl9eeC/lGDlSl7Wdvp7ZOQ0ixo0Lz4FNFSoUnAtCEOFL79ozOgwLzZV30UWafnTVqornP/1U+8mECaFpl5916qRx0r59BG1jdVmNiHDdM+Nz/vk6E3F6koZ58/S9qFF1FtuYuqjOb/h1YBpwDXBFuX/mDJYuhWbNSmhTmBkZd+R79oROnRhybCkFBTrofeGFMxTKXbtWf+YI+8/rS/NaVrTJj0HEhg36JtK/cZjWiCjPCzjLIunTLVum8+iR8P/C0769Flrcvp2AL2fatEm7YNS2vPAO1CdM0H0P8+dXPJ+Xp7dJx48PSbMCwdcldu5EpzUbNw5oEFFWaK40zGcifNPc//lPxfOffKK/x1Gjgt+mAKhw36FxY011GISZiIgIIsaO1YCrfGHCTZv0TfWyy0LXrgakOiO9Xc6595xzW51z+b5/AW9ZGFu6FAb03YdkZUXGBmMRHRwuXYrIGYIH0LtDmZkRtR/Cp6xWRIuW+gbmx+VMvoyn3Y9uCt/0rj5JSTqqrmqdKuj5YcPKlTcPfxVqELZpoz9bAGci+iSV6u3mcJ6JGD9el2J99FHF859/furxCFFhJkIk4LUifEFEuyOF+lp1xjRp9VynTrrBeu7cU+ec0yDioosi5jUk2AXnTp7Ut6/4bi78gwjfbFT515EPPtDjFXavOxiqE0Q8IiIvi8gUEfm271/AWxamiou1/skF3TP1ln2k3HE97zyN7vfuPfM1mzfretUISc1YXs+euvJi1y78XnBu/XpdJt5md25474cAHSRNmABz5lROg1tUpDMRF18ckqYFUlmX8CV+D2AQMazbTr2LH85BRLNm2k8+/LBiP/nXv3SGJYI2RHbsqN0iWAXn8vM1bmi6O8wHiKBl7xcuPLW8Z+1aDaAnTQptu/wo2EHEzp0aSCS136ebZ8K5jyQk6Hjj7bdPnXvvPS1o2atX6NrVgFQniLgNGIxWrvYtZaqqhJRBl2+WlEB6Sy/tWCQFEXD2zDu+xyJkmrm8KmtF+Mm6dRo7NNq8KbyXMvlceqnmO808rUDhZ5/p2tWJE0PTrgCq0CUqVI/yn4MHdQAwqE0Yp3ct7/LLtXKer598/bXedb7ppohaDhkdrXFDWRDRoUPAg4iEBJDCMC00V96NN2rdkNde089ffBGaNNEKpxEi2EGEL71r75gwX+7m873v6dhjxQoNMufNgxtuCHWrGozqvFIP8rIy3eKcu837d3vAWxamRo3S1NYDWadvhJFS7GT4cP15zrTWHTSTRvPmehcgwvhuapRlaPLzTMSI5CIdZaSk+O15Q8Z3l/DjjyuenzNHb5FG0KZqn0pVqwMwE+FL79q3aZ5+EM4zEQDXXqsDwr/8RT9/7TUNMm+6KbTtCoBKtSICGERs3eq9XoX7UhXQWgDnnw9PPKEbql9+Gb773VMbkCNA27Y6E12hanUQgojujSIkiLj1Vg28brsNbr5Zf6E//GGoW9VgVCeIWCoikTO3HGCNG2t68zaFm/X2cjimYKxKbKzu76gqnZrPl1/qevczbpoIX77x2pYtnBoxnp4RohaOHNHnHNtxg56IhCAiLk7XMr/33qlzJ0/C++9H1Frm8uLitBbAoUOcytnoZ770rj1K8/SDcJ+J6NBBBwAvvwyvvgr/7//pEqcIWsrkUymICNAg0Tl9PUnqWaKzgeE+QAT44x91KeTFF+sA8de/DnWL/KpRo9NWQAZ4JsKXvatzSYQEEW3awCuv6HLrjRth2rTwz4gZRqoTRIwFMkRkg5feNdNSvJ5biy1bImcpk89FF2kQUVxc+bHjx7VyZAQuZQLd69y5szeQi4vTKXY/pOFbv15jkSHNvSCib986P2e9MGUKLF6sL+qgsxA7dkTkXWY4Lc2rb0Rw+p6QOvKld+1wOF8HGi1a+PX5Q+Kxx/SX973v6f+p558PdYsColIQsX+/vmb62e7dcPgw9G//tb6whPtyJtA174sXa2XTpUvDf9BbhUoF54qLq36f9YO8PN1v33yfF0T4XrzC2ZVX6hTLtm36sQma6gQRk4FkYCKn9kPYtvezOXyYZjt2REZmpvImTtTN4gsWVH5s8WJ9UxwzJvjtCpLkZG8g58daERkZeuxdkqMzOImJdX7OeuGWWzSV6+OP62D6ySf1zSpCM2ZUqhVx/LgOFP1ok5e8q/H2vPCfhfDp0EFnMP/5T70JEQkzcVXwBRHOcapWRADuNm/dqsc+zb0aEZEy4B4yBH7+8/BfwncGVVatDlCtiLI9Mzu2a19s0iQg3yfoOnc+9X/LBE11KlbnV/UvGI0LW9nZiHORNxMxbpy+4MyZU/mx2bN1EFyphHXkSE4uNxMBfgki1qzRWY62O3N0U3WkLPXp0gXuvlunlseO1XoADz2kgUUEqhBXBqhWRK4veVd+fmQNprp00XXuvXuHuiUB06WLxpVFRQS04JwviEiI9u4yR8JMRANQZRARoCVNviAiIvbMmJCLnBQY9Ykv20ikBRHNm2sg8f77lZdqfPyxDhbDNSd5NSQl6TLjw629IMIPtSIyMrSshmzIiby7sL/5jWbJ2LABHngA7rwz1C0KmErLmcDvm6s3bYKk3k7XI0RSENEABKtqtS+I6HIyQta7NxC+hG7OEfCZiLKXDwsijB9YEBEImZmcbNo0cpamlDdlio5mvvzy1Lnt2zW12uTJoWtXEPhKOOQe9k/V6tJSnYkYmlait5kjZT+ET9OmMH263lF7/HFNlh+hYmN1i0KFqtV+DCIOHfLSu3b9RnO7R8pypgYimEFEhw7QdFehzmr6BqSmXuvcWf9bHzxIQGciioo0AUTZTEQk7IcwIWVBRCBkZnK4Z0/N2xZprr1WZySmTTt17tVX9XjVVaFoUdD4goiNeU10IFDHICIvT980xsRt1U2lkTYT0YBUqFodgOVMvsxMA2K9laQ2ExFWghVEbNnipXfdtg26d4+oehuRrMJ9hwAGEb5q5r3ijmn/s5kIU0f2ChMImZkcjtRqibGxWujn9dd1kHTsGPzf/8H48ZF3J/00vjpwZfsi6hhErFmjx6HNc/QDCyLCWrduUFiIDgJE/DoTkeN1kT6N8/QDm4kIKxWCiHbtdHAfoJmIXr3QPJ49evj9+U1gVAgi2rbV148ABhFJLb7SDyyIMHVkQYS/7doFX38duUEEwP/+rxY4mDoV7rtP73o9+GCoWxVwLVvqYCA3Fw0i6rgnIiNDxxI9j3ojxAgPwiJdQoL3Jh0drQWj/BxENGoEXY9HSLXqBqZNG81JsXMn+ods397vQcTJkxo7JCZiQUSYqRBEREdrhwlAEJGXp8ceUbZnxvhH5FUFC7VNm0CEw5G4H8Knb1/43e/gpz/Vz++8Ey65JLRtCpKyDE194zQlZR2sWQN9+kCTrRt0Z13btv5ppAmJhASdnDp+HJr4ueDchg26gqnxti16J7t1a789twk8kcBXrd6+XVdFJvYo0U8siAgbvlwMZS8ZASo4l5+v9W/bHLYgwvhHSGYiRORaEVkvIqUiMvws1032itzlisgDwWxjrY0eDQcPUjRoUKhbElj33QfLl8Pnn+typgaiLIjo1k1vG5WU1Pq51qzRws7kRGBmpgYoIUGzqxQWcloJ2ror6yKbN0d0KtRIFuggwpeZKaXVDs3aYEFE2OjY8bQVkAEMInr08GpEgAURps5CtZxpHfBt4IszXSAiUcDzwKVAf2CKiPQPTvPqqEULXKTk+z+b4cPhggsiOuvO6ZKT9YX+SNs4HTGWjQpqpqhIp5YtiIgcvhVG+fmclvi9bkpLdSYiJQXdORvJs5wRrEIQ0aFDwIKIXtHb9IPu3f36/CZwKq2ADFAQUSG9a9OmOqtpTB2EJIhwzmU75zac47KRQK5zbotz7jjwJvBfgW+dMWfm21y9g7oVnPNtqh7ec7fmA7cgIuxVCCJ8id/9oKBA0z/2Sy7RJ7eZiLAU6JmILVu8ZVPHC/SEzUSElUoF5wI0E1Gh0FwDugFoAqM+b6zuBmwr93mhd86YkPGled181OuKhYW1ep4VK/Q4PNaLpW1Tddjz3fgtm4k4eFATENSRLzNTWtttunzOZiLCUpcuGjeUlKBBxN69uhvaT7Zu1QLV0Tu8IMJmIsJK586nzVTt3l25qGsdHD6sT2nVqo0/BWxjtYj8B+hSxUMPOuferc5TVHHujP+jRGQqMBWgc+fOzJs3rzrNDJhDhw6FvA3G/44caQSM46N1pUwENn32GdtrMSX84Yf96dy5FV/Pf4e2wNKiIo7WoL9Y/6qf2rdPZ+nSveSk7iMFWPruuxztUtXLYPV98EE3IJnj2fqymXHwIEVB+NtbH/OvQ4e64lxfZs5cwpCiIpKdY9F773HCTwkVMjKG0LatY/uSJXSKjWXRypV+ed5Asj52SlRUClu2tGHevKV037+f3seO8cXs2ZQ2a+aX58/Law6MpLg4iyObN3MgJYXsCP/dW/8KvIAFEc65i+v4FIVA+Vsp8cAZ1444514EXgQYPny4u+CCC+r47etm3rx5hLoNJjDi4mBfo2HQrBnJTZuSXIu/8/e/D2PHQgpA06acd/31NSpOaP2rfurTB44d60rKuHHw9NOcl5gII0fW6TnfeksTd43p2hyAwd/+dlCWqlgf86/iYnjmGejePZ3k0fnw3HOM6dsX+vtnq9+ePTBpEnTbfRISE8Pib2d97JTZs2HePBg//gJkyxZ48UXG9e/vt3TOH3+sx0sn96PZ7/fSbMgQOkf47976V+DV5+VMy4FkEeklIk2AG4D3QtwmY+jfH9ZniQ7kCgpq/PV79uj65eHD0R2zycmRWd28ASqrFVEh8Xvd+Pbdy9Yt0LixLUMIU77VRdu24feq1YcPw1dfecstrUZEWIqL0xS9u3cTkKrVvkJzPVvv001W9jpi/CBUKV6vFpFCIB34UEQ+8c7HichHAM65EuDHwCdANvAv59z6ULTXmPJSUyErC1z32gURvlUGI0ZgmZkiTEKCDhJLO/o/iGDzZi1HbAFnWIqP12NhIX4PIjZv1mNSEtoBLYgIO74x/Y4dBCyIaNwYupy09K7Gf0KVnWmWcy7eOdfUOdfZOTfJO7/DOXdZues+cs71cc71ds49Foq2GnO61FTdL3ugbe2CiOXL9Tgs9ZhOSVgQETESEvRu4lcnT68eVTv79+tmS0vvGv7atIHmzQMzE7Fpkx77dD0I+/bZpuowFOcl/Nu+Hc33Cn4NIvLytFtE7bQgwvhPfV7OZEy9NHCgHrdH9dAR3rFjNfr65ct17XybPZs1O4tlZooYZWlev2kGsbF1nonY4Eve1cdZobkwJ6KDuMJCTt1p9lMQkZurx6SmXkJDm4kIO8GYiUhI4FRGQQsijB9YEGFMDfn2QW465r1R1yDNq3OwbJm3lGm9tzovNdW/DTQhU6FWRJcuulC9DrKy9Ni/6z6dlrCZiLAWH+/NRDRurFMTfgwiOnWClnutRkS48iVx274d7RuNGvk9iOjZE+2AIhZEGL+wIMKYGmrZUpemr9nrvVHXYElTfr6OK0ePBtat0zcKW84UMSoEEXFxdQ4i1q2DmBhIdN6id5uJCGtlMxHg14JzubnefogCCyLCVZMmGgju2IHue2rXzm9BxLFj+rwJCWgQ0aWLBrLG1JEFEcbUwsCBsLiw5kHEwoV6HDsWHSEmJ+so0USEli31vT8/H+jatc5BRGamznxF5W/REzYTEdbi47VLlBWc8+OeiLIgIipK+54JO3Fx3kwE+LVqte8tqiyIsD0zxk8siDCmFlJTYcFWL91KDYOI1q1hwAA0iLClTBGnLM2rL4ioQ9XZzEyvi2yxICISdO8OpaVebNmhg1+CiOJiHXiWZWbq1g2iA1YCygRQt27eTAT4NYjYXH4i04II40cWRBhTC6mpUFwaw4n2nWscRIweDVHHj+gaBAsiIk7PnpoJhbg4HeEdOFCr59mzRwebAweio4DOnaFFCz+21ASbL81rWYYmPwQRvviyrEaEDRDDVqWZiD17/PK8vj7SO9FZEGH8yoIIY2ph0CA9FrVOqHYQsXev7qUeOxZN/l9aakFEBPIFEa6Lt6Sklkua1q3T48CBWHrXCOEbu5XViti9u04zVVAuM5NvOZPthwhb3bppVugTJ/D7TESzZtA1Zp/e2LAgwviJBRHG1ELfvrr+fZtUv1bE4sV6LNsPARZERKCkJK0jsrtJ3YKIzEw9ls1E2KbqsFdpJqKkBIqK6vScviCid69SKzQX5ny1IsqWu/khyAR9+UhMBCn0UgBbEGH8xIIIY2ohKgqGD4fsQz10AXw1Xui/+EITYowYgQYRTZp4tw9NJElO1uPWo+VHBDWXmQlt20LX9sd1cGgzEWGvTRtdkebPqtWbNmltsrbHv9Zb2BZEhK1KtSJOnICDB+v8vL4gQqNXLIgwfmNBhDG1NHIkfLkrUW8779x5zus/+QTGjNFpZdatg379bANkBPIFEVn7vJmIsp2SNbNunc5CSH6eBqk2ExH2RMrVivBTEJGbW24/BFgQEcYCUbXaOV0NWbapGiyIMH5jQYQxtTRqFGws9QZ2vvQXZ7B9O6xdC5de6p2wzEwRq3t3aNoU1m9rpRFjLWYinDsVRJxar2JBRCQoqxXhxyAiKQkvJRgWRIQx30zE9u34rWr111/rNoiyICI6+lRlO2PqyIIIY2pp1CjYTPWCiNmz9XjppWi2noICL8+riTRRUfqGvSlXal1wrqBAu8nAgcDGjXqyTx//NtSEhD9nIo4e1efq3RvYulVP9upV5zaa0GjfXpe8li1ngjoHEZXSu8bF6YuUMX5gQYQxtdStGzTuncBJGp0ziPj4Y70+NRXIytKTNhMRsZKTda16bQvOVdh3v3Gjbo7wDSpMWPMVnDvRxgsi6jBI3LhRZ61SUtCUYO3bQ2ysX9ppgq9Ro3JpXv0cRJTtibClTMaPLIgwpg7Ov6gJhdKd0k1nDiJOnIC5c3UWQgRd1wQWRESw5GR983ZdahdE+DIzlQURffp4nceEu+7ddeD/VVEz3WVdh5mInBw99uuHzkT07OmXNprQiYvz/0yEiNc1LIgwfmZBhDF1MGEC5LreFGeeOYhYsECXppTth1i1StO02Bt+xOrTB44dg4OxcbXaWL1qlXaP1q2BDRtsKVME8Y3hCgqoc8G57GwdIPbpgwYRtpQp7HXr5s1EtG6ty47qGERs2eLt02pcqptxLIgwfmRBhDF1cOGFui9C8rac8ZrXX9cVBhWCiKFD7c5yBPNlaPq6UVdN0Xj4cI2+fsUKLxXw4cP6xm9BRMTw3TvIy6POQUROjj5fs6al+oQWRIQ933Imh/ilanVZiZldu+D4cQsijF9ZEGFMHXTqBCcTetPi8C7Yv7/S40eOwIwZcM01XmrXEyd0OdPQocFvrAkaXxBRcKLmBef27NGbysOHcyozU9++/m2gCRlfELF1K36ZiejXD+1fx49bEBEBevSAQ4e8t5MOHeqcvctqRJhAsiDCmDrqMakfALkf5FR6bOZMXcp0003eiexsXecybFgQW2iCLS4OmjeHDQfLJ36vnpUr9Th8OLqUCWwmIoI0a6b9Y8sW6jRILC3V7pGSgmVmiiC+DL35+dQ5yDx4EL75xmpEmMCxIMKYOjrvNg0iVr+eVeG8c/D73+ub/IQJ3slVq/RoMxERTUTvEK/42nvD9r2BV8OKFXocOpRT6V2tsnlE6dXLG/d36qSjvGpUvD9dfr6meC3bVO17YhPWEhL0WFCA9o+vv671c/m6hQURJlAsiDCmjtoP78WJRk346vNsDh06dX7uXFi9Gn76U03dB2gQ0bKlDQobgNRUmL+l5kHEypW6HKpNGzSIiI/XLD4mYiQmejMRXbrozGQVSyHPxZeZqcJMhG8EasJWhZmIzp01yKylCnUqCwu1CqavPokxfmBBhDF1FR3NiV59STyaxYMP6qlDh+DOO3WwcPPN5a5duRKGDCkXVZhIlZoKW3Y2p7R9B++2YvWsWOEtZYJT6V1NROnVS8d0JR28ysE7d9b4ObKz9divH7qpumtXiInxWxtNaHTqpGP9ggI0iNi/X6ecaqHCasj8fI1QLKGH8SMbyRjjB82H9WNUq2yeew5++Uu46ip9X//HP8q9r588CRkZGkSYiDdwoB4Pt+te7SDim2/00uHD0SUuGzbYpuoIlJiof96dUvON9z45OXpTuX17LL1rBGnUSFcclS1nglrvi8jJ0ZSxsbHoG5KlFTd+ZkGEMf7Qvz8dDm7l6slH+M1vYMkSePFFGDu23DVr10JxMYwaFbJmmuDx1RLc1axHtYOIJUv0OHIkmh++qMhmIiKQb7yff7z2QcT69d4sBFgQEWESEsotZ4Ja74vIyfGWu4EGEbbczfiZBRHG+MOAAYhz/PvR9RQU6I2jO+447ZpFi/Q4ZkzQm2eCLy5O9zXklfao9p6IL77QpQwjRnBqU7UFEREnMVGPGw7ULogoLdWq5oMGoWmjt22zICKC9Ohx2kxELYII58oFEUeO6DSnzUQYP7Mgwhh/8C1iX76c7t01vWclixbp3LJv55yJaCKQlgbrDvTQdc3V2Dy7YIFOVDVtiqV3jWBxcdCkCWzY2VrXO9YwiMjP1/SdAweiAURpqQURESQhwSv90dabiajF5uqdOzW9eEoK3rQGNhNh/M6CCGP8ISFBFygvW3bmaxYt0vVNtrGtwRgxApbtqF6GpkOHNHnX+ed7J7KzdaRpdw8jTqNG+mfdslV0Q3QNN1avXavHtDQsvWsESkjQmYTtJ2o/E+G7B1EhiLDXEuNnFkQY4w8iOmJcvrzqx/PydBBpS5kalOHDYXOJN/N0jn0RS5bo3vuyIGL9eh0BREcHtpEmJHr18tK8du1a45mItWv1JWfAAE4FETZAjBi+yeq8XS00vXMtZiIqpADOy9NPbCbC+JkFEcb4y8iRkJWl6wxO98knerzkkuC2yYTUiBFQgDciOMdMxIIFeod69GjvRFaWN0o0kSgpCTZtAlfLIKJ3by05w9atEBVlRcQiSIWCc50712omIidH449u3dCZiOhoXUdnjB+FJIgQkWtFZL2IlIrI8LNclycimSKSISIrgtlGY2ps5Eidg65qSdPHH+s7g6XrbFASE+FYmy6clOhzzkR88YVm/42NRdc25edbEBHB+vXT+w2HY2sXRKSleZ/k5uq0hs1YRYz4eD3m53OqqnkN5eTo240IOhPRvbsGm8b4UahmItYB3wa+qMa1FzrnBjvnzhhsGFMvnH8+NG4Ms2dXPH/8OHz6KVx6qe2HaGBEYNjIKHZGdztrEHHgACxeDBMmeCeysvTYv3/gG2lCwpeedSddNJXvkSPV+rriYo0bfHVIyM3VaQ0TMZo21VVueXnUaSaiLL1rfr4tdzMBEZIgwjmX7ZzbEIrvbUzAtGwJ48frrEN5n36qd5YvvTQ07TIhdeGFsPlED45vPvNyprlzNVPn5Zd7J3xBhM1ERCxfEJF3zEvzWs2BYlaWJmNKS0NnPi2IiEhJSfqnrc1MRHGx3rOwGhEm0Or7nggHzBGRlSIyNdSNMeacLrtMN8T6smEA/P3vWlZ20qTQtcuEzEUX6b6I47n5Z7zmww+1pkTZfoj16/V2ZO/eQWmjCb4uXfRvnrO/ZrUiMjL0mJaGFiQ8cMCCiAiUnKx7ZujcWQsPnTxZ7a/dtEnjy5QU4Ngx7Vs2E2ECIGCLKEXkP0CXKh560Dn3bjWfZoxzboeIdALmikiOc67KJVBekDEVoHPnzsybN682zfabQ4cOhbwNJviadezIKGDLY49RcOONNN6/n/RZs9h+1VVs9pUj9gPrX+Hj5EkobJxAs13TmT93Lq5x49MeF955J50hQ4pYtEhnIAYuWEDT+HhWLFgQiiYD1seCoVu3ISzIbcmPgXVz57L72LFzfs277/ahZcuObNu2iAOfrGcosLa4mL1h+LeyPnZmjRr1YOfORNbvPsiA0lIWvfceJ9q2rdbXfvZZR2AABw8u58sZGxnlHDlHjrCzgf2urX8FgXMuZP+AecDwal77K+Bn1bl22LBhLtQ+//zzUDfBhMpFFznXpYtzRUXO/fznzoFz69b59VtY/wovfxz+T+fAlWbnVHrs44+1i8ycWe5kQoJzU6YErX1VsT4WeLff7tyADju1A/z5z9X6mqFDnbv4Yu+Tf2q/cjmV+1U4sD52Zm+/rX/aLU+8pR9kZlb7ax95xDkR544ccc795z/69Q3wd239yz+AFe4M4+16u5xJRFqISKzvY2AiuiHbmPrt8cd1DeugQfC738Htt9va9gYuabIuN9n00aZKj/3zn9Cuna6EAzRlj2VmahD69YOs3R1xUVHVWs509KhmZhruSzOSm3uqcp2JKMnJesw74lWtrsHm6rVrtdB9TAxWI8IEVKhSvF4tIoVAOvChiHzinY8TkY+8yzoDC0VkDbAM+NA5N7vqZzSmHhkxAt54Q3N1fv/78PzzoW6RCbHRt+iIIOPtikHErl3wzjtw/fW6BUIvytDjoEFBa58JjX79wNGI4207w44d57x+zRooKdGXGECDiB49ynUeEyl821w27Kt51eqMjHIvH/n5Gmj68sYa40chSSztnJsFzKri/A7gMu/jLYC9i5rwdP31+s8YoE3v9hQ3ac3eZbl8840mXAGdtDp2DH7yk3IXr1qlx2HDgt5OE1y+DE37Y+PpVFh4zuuXL9djhZkI21QdkVq00Npwa3Z5BeKqEWSC7rPfuhXuuMM7kZenFedO24tljD/U2+VMxhgTMUSQPskklm7iiSf01MaN8H//B9/73mk1CFeu1CTxXbuGpKkmeHr2hObNYUej7uesaA6waJGOB8uKU1sQEdGSk2FtXiuNKLZvr9bXrF2rx8GDvROW3tUEkAURxhgTBM0GJjM0dhPPPgt33QWTJ2tpkd/85rQLV62CoUND0kYTXI0a6Z96Q7EXRGgSkSo5BwsWwNixXs3Kfftg795Ti+dNxElOhk25opFjNWci1qzRY9lyps2bLVW0CRgLIowxJhj69KH9oXxuva6YP/9ZC4Z9/PFpS5UPH4bsbFvK1IAMHw6rdnXXv31R0RmvKyjQm9Fjx3onNm7Uo81ERKzkZN03VdK5W7VnIjIytCxRXBxaBX3HDusjJmAsiDDGmGBITUWc4+/3Z1FUpDcIyzbI+qxZo9GFBRENxogRsKXEW590liVNCxfqsSyIyM7Wo29jhYk4vrH//hZx1Q4i1qzRWQgRYMsWPWkzESZALIgwxphgSEvTY2YmrVtDVFQV1/g2VdtypgZjxAjYxrmDiHnzoFUrGDjQO5GdDU2aQK9eAW+jCY3+/fW4o5G3nOksy91AC1uuW3faUiawIMIEjAURxhgTDL17Q7Nmp3Y+VmXlSk3d1K1b8NplQiopCQ60OnsQ4Rx88glcdFG54DMnR9e7RIckyaIJgqQkzd67+Ug3OH4c9uw56/UbNugKprJN1bm5erQgwgSIBRHGGBMMUVGQmgqZmWe+ZskSvTUtErx2mZASgb7ju3CC6DMGETk5+tDkyeVOZmfbUqYIFx2tNScz93hpXs+xpOnLL/U4cqR3YvNmaN1aq1kaEwAWRBhjTLCkpemi5aqWJezcqbcSx48PfrtMSE24JIodxHEoq6DKxz/5RI+TJnknjh3TAWJKSnAaaEImLQ2WbvNmJqsRRLRpo9WqAe0jSUl2U8IEjAURxhgTLIMGwe7dVQ8GvvhCjxZENDgXXwz5JHBwXX6Vj7/7rk46lKX7z83VDfg2ExHx0tIgc58XRJwjzevSpTBqlKYOBiy9qwk4CyKMMSZYxozRoy9gKG/+fC0cYZuqG5yUFNjZPJEmhZsrPbZtm3aNG24od9KXmclmIiJeWhp8hVd48iwzEYcO6UrJUaO8EyUlWmjOgggTQBZEGGNMsAwapGuU58+v/Nhnn2mQYRtlGxwRaDGwN+2P7mDfjiMVHps+XVe/3XRTuZM5OXqsUOrcRKLBg6GExhxu2emsQcTy5To5dd553omCAg0kLIgwAWRBhDHGBEtUlCb6Pz2IyMrSgeEVV4SmXSbk+l+hg71P/rKl7NyJE/DCCzB69Gljwexs6NEDWrQIcitNsLVvr3scdkadveDcZ5/py4tvstPSu5pgsCDCGGOCafx43UBdfn3zv/+tx6uvDk2bTMj1vEgHe4v+uZmSEj33979rvbAHHzzt4qws2w/RgKSnQ+6Rbriz7In47DNN7NaqlXfC0ruaILAgwhhjgunSS/U4c6YenYO339ZbiHFxoWuXCSlJ0sFedMFmnnxS90I8/LAOIH1dBtDpiaysU8ULTcRLT4etx7tRWlD1TMTBg7BsGUyYUO5kTo7OVMXHB6eRpkGyIMIYY4IpNVX3Rrz0kgYQn3+uOyK/+91Qt8yEUvv20KoVk3pv5qGHIDFRC4e99NJpGTpzcrTwWFlFMRPpRo+G7XQjau8uOHq00uNffKHbHyoFESkplt7VBFSD2cF34sQJCgsLOVrFf8BAaN26Ndm+DBqmXomJiSE+Pp7GjRuHuimmobrnHrjtNvjNb+Bf/9K7hbfcEupWmVASgd69uaTjZp6cqol17r67igRMGRl6tCCiwejfH/a07AmHgPz8Shvq33lHE7uV7YcA3TczblwQW2kaogYTRBQWFhIbG0vPnj2RIETmBw8eJDY2NuDfx9SMc449e/ZQWFhIr169Qt0c01DdfDO8+SY88gg0bgzvvw8xMaFulQm1pCSiVq7k55+c5Zo1a6Bp03IVxUyki4qC+PN7wcdQsmkr0eWCiJISDSKuuKLcS8ihQ7oezvbNmABrMMuZjh49Svv27YMSQJj6S0Ro37590GakjKlSdDR88AF8/LEOCstKEZsGLTVVd1IfPnzmazIyYOBASwXcwAy9Rm965X6aV+H8F19o/crvfKfcyQ0b9Gh1REyANZggArAAwgDWD0w9ER0Nkyfb3UJzysCBely/vurHnYPVq20pUwN0/nVdOUYT8udtrXB+2jSIjdWXkjK+pdT22mICrEEFEaF077338oc//KHs80mTJnHHHXeUff7Tn/6UZ555pkbPOW/ePBYvXuyvJpKXl8cbb7xxxsd/8YtfkJqaSmpqKm+99Valx++66y5atmxZ6fzy5cuJiopixowZZeduv/12OnXqRGpqaoVr3377bQYMGECjRo1YsWJFhccef/xxkpKS6Nu3L598ovP9xcXFXH755aSkpDBgwAAeeOCBGv3MxhhTb/iCiMzMqh/PzYW9e8uVJTYNRYvYRuyLTeDwuq0UFem5ggJ46y3dTtW8ebmLc3J0DVRSUiiaahoQCyKCZPTo0WUD/tLSUnbv3s36cnebFi9ezJgKu6LOzZ9BRElJyVmDiA8//JBVq1aRkZHBl19+yVNPPcWBAwfKHl+xYgVFvle2ck6ePMkvfvELJp22XOPWW29l9uzZla5PTU1l5syZjDttQ1hWVhZvvvkm69evZ/bs2fzwhz/k5MmTAPzsZz8jJyeH1atXs2jRIj7++OOa/vjGGBN6iYk6Gly3rurHlyzRY1lZYtOQtEjtRfeSrfzqVzopde+9uh///vtPuzA7W+tDNGkSimaaBsSCiCAZM2ZM2YB//fr1pKamEhsby759+zh27BjZ2dkMGTKElStXMn78eIYNG8akSZP46quvAPjTn/5E//79SUtL44YbbiAvL4+//vWvPPvsswwePJgFCxZw6623cuedd3L++efTp08fPvjgA0D3g9x2220MHDiQIUOG8PnnnwMwbdo0rr32Wq644gomTpzIAw88wIIFCxg8eDDPPvtshfZnZWUxfvx4oqOjadGiBYMGDSoLAk6ePMn999/P7373u0o/93PPPcc111xDp06dKpwfN24c7dq1q3R9v3796Hta5gmAd999lxtuuIGmTZvSq1cvkpKSWLZsGc2bN+fCCy8EoEmTJgwdOpTCwsIa/W2MMaZeaNQIBgw480zE0qVaTax//+C2y9QLsWm96BezlT/+USetZs6ERx/V4uUV+NK7GhNgtjMrSOLi4oiOjqagoIDFixeTnp7O9u3bWbJkCa1btyYtLQ0R4a677uLdd9+lY8eOvPXWWzz44IP87W9/44knnmDr1q00bdqUoqIi2rRpw5133knLli352c9+BsArr7xCXl4e8+fPZ/PmzVx44YXk5uby/PPPA5CZmUlOTg4TJ05k48aNACxZsoS1a9fSrl075s2bx9NPP10WfJQ3aNAgfv3rX3PfffdRXFzM559/Tn/vjezPf/4zV155JV27dq3wNdu3b2fWrFl89tlnLF++vE6/v+3bt3Neubtv8fHxbN9esfBOUVER77//Pj/5yU/q9L2MMSZkBg6E997TW82n799auhRGjtRgwzQ8vXrR8ugeHrr7AB8uaMWTT1YxC1FSAps2abomYwKsQQYR99xzKtW2vwweDOW2PFTJNxuxePFi7rvvPrZv387ixYtp3bo1o0ePZsOGDaxbt45LLrkE0Dv8voF5WloaN910E1dddRVXXXXVGb/HddddR6NGjUhOTiYxMZGcnBwWLlzIXXfdBUBKSgoJCQllQcQll1xS5YzA6SZOnMjy5csZPXo0HTt2JD09nejoaHbs2MHbb7/NvHnzKn3NPffcw5NPPklUVNQ5n/9cnHOVzpXfIF1SUsKUKVO4++67SUxMrPP3M8aYkBg9Gv72N72bXH5jbFERrF0LDz4YsqaZEEtOBuA339vEb/44rOprcnK0qvmAAUFsmGmo7HZGEPn2RWRmZpKamsp5553HkiVLyvZDOOcYMGAAGRkZZGRkkJmZyZw5cwDdk/CjH/2IlStXMmzYMEpKSqr8HqdnHhKRKgfgPi1atKh2+x988EEyMjKYO3cuzjmSk5NZvXo1ubm5JCUl0bNnT4qLi0nyNnOtWLGCG264gZ49ezJjxgx++MMf8s4771T7+5UXHx/Ptm3byj4vLCwkLi6u7POpU6eSnJzMPffcU6vnN8aYemH8eD1+8UXF83PmwMmTlg64IfMtY8vKOvM1vjukQ4YEvDnGNMiZiHPNGATKmDFj+P3vf09iYiJRUVG0a9eOoqIi1q9fz0svvUSrVq3YtWsXS5YsIT09nRMnTrBx40b69evHtm3buPDCCxk7dixvvPEGhw4dIjY2tsLmZtDsRrfccgtbt25ly5Yt9O3bl3HjxvH6668zYcIENm7cSEFBAX379mXVqlUVvjY2NpaDBw9W2faTJ09SVFRE+/btWbt2LWvXrmXixIlER0ezc+fOsutatmxJbm4uAFu3nkpFd+utt/Ktb33rrLMoZ3PllVdy4403ct9997Fjxw42bdrEyJEjAXjooYfYv38/L7/8cq2e2xhj6o3evSEuDubPhx/84NT5jz6Cdu0sM1ND1ru3poY+WxCxerVWnbM9ESYIbCYiiAYOHMju3bsrrO0fOHAgrVu3pkOHDjRp0oQZM2bwi1/8gkGDBjF48GAWL17MyZMnufnmm8s2Rt977720adOGK664glmzZpVtrAbo27cv48eP59JLL+Wvf/0rMTExZZmMBg4cyPXXX8+0adNo2rRppfalpaURHR3NoEGDKm2sPnHiBOeffz79+/dn6tSpvPbaa0TXodjRlClTSE9PZ8OGDcTHx/PKK68AMGvWLOLj41myZAmXX355WVanAQMGcN1119G/f38mT57M888/T1RUFIWFhTz22GNkZWUxdOhQBg8ebMGEMSZ8iehsxPz5ui8CoLRUCxNOmqSpO03D1LixVir31YGoyurVVozQBI2cbalLwL6pyFPAFcBxYDNwm3OuqIrrJgN/BKKAl51zT1Tn+YcPH+5OrzGQnZ1NvyAWXjl48CCxsbFB+35w6m7/dyqUrjRVCXZ/8Ld58+ZxwQUXhLoZJoJZHwuhv/8dbr8dVqyAYcPg00/h4ovhjTdgypRQt85vrI/VwrXXapV7b19jBc5B+/ZavvrFF4PftnrG+pd/iMhK59zwqh4L1UzEXCDVOZcGbAT+v9MvEJEo4HngUqA/MEVELK+dMcaYyHbVVXrX+W9/08+few7atoWrrw5ps0w90L8/bN4MR49Wfiw/H/bts/0QJmhCMt/lnJtT7tOlQFW3zkcCuc65LQAi8ibwX8BZFgM2bNOmTQt1E4wxxtRV27Zw663w0ktafO7dd7UgQExMqFtmQq1/f13elpOjaSHLW7RIj1aM0ARJfdgTcTtQVYnhbsC2cp8XeueMMcaYyPbYY9C9Ozz9NKSng1cPyDRww7zUrsuWVX5swQItRpiWFtw2mQYrYDMRIvIfoEsVDz3onHvXu+ZBoAR4vaqnqOLcGTdwiMhUYCpA586dK9UtaN269RkzDwXCyZMng/r9TM0cPXq0ytoW4eLQoUNh3X5T/1kfC71Gf/4zLQoKOJSUhPvyy1A3x++sj9WCc4xu3Zq9M2eS06dPhYdGzJ7N0ZQUMr1EKw2d9a/AC1gQ4Zy7+GyPi8gtwLeAi1zVu7sLge7lPo8Hdpzl+70IvAi6sfr0zTTZ2dlB3egcio3VpvpiYmIYEsbrRm3DmAk062Mm0KyP1dL48XTJyaFL+d/dnj2Qn0+LqVPtd+qx/hV4IVnO5GVd+gVwpXOu+AyXLQeSRaSXiDQBbgDeC1YbjTHGGGPqnfR0zc60e/epc3Pn6tFXrNCYIAjVnog/A7HAXBHJEJG/AohInIh8BOCcKwF+DHwCZAP/cs6tD1F7/WbWrFmICDk5OWXn5s2bx7e+9S2/fQ9/P19V1qxZQ3p6OgMHDuSKK66oVPSuoKCAli1b8vTTT1f62iuvvJLU1NSyz7/44guGDh1KdHQ0M2bMqHDt5MmTadOmTaWf59NPPy2rCzF27NiyAndPPfUUgwcPZvDgwaSmphIVFcXevXv99WMbY4wxoTV6tB4XLjx17q23oGtX21RtgiokQYRzLsk51905N9j7d6d3fodz7rJy133knOvjnOvtnHssFG31t+nTpzN27FjefPNNvz3nyZMn/fZc1XXHHXfwxBNPkJmZydVXX81TTz1V4fF7772XSy+9tNLXzZw5k5YtW1Y416NHD6ZNm8aNN95Y6fr777+fV199tdL5//mf/+H1118nIyODG2+8kd/+9rdl12dkZJCRkcHjjz/O+PHjadeuXV1+VGOMMab+SE/XDF6zZunnBw5oMcLrrrNihCao6kN2pgbj0KFDLFq0iFdeeaVSEHHgwAGuvvpq+vfvz5133klpaSkAc+bMIT09naFDh3Lttddy6NAhAHr27Mmjjz7K2LFjefvtt5k9ezYpKSmMHTuWmTNnlj3v4cOHuf322xkxYgRDhgzh3XffBTTwuP/++xkxYgRpaWm88MILwKk1hN/5zndISUnhpptuoqotKxs2bGDcuHEAXHLJJfz73/8ue+ydd94hMTGRAQMGVPr5n3nmGR566KEK53v27ElaWhqNGlXujhdddFGVe0tEpGz2Y//+/cTFxVW6Zvr06UyJoMJMxhhjDI0bw7e/DTNm6F6I11+HY8fg+utD3TLTwFgQEUTvvPMOkydPpk+fPrRr145Vq1aVPbZs2TJ+//vfk5mZyebNm5k5cya7d+/mt7/9Lf/5z39YtWoVw4cP55lnnin7mpiYGBYuXMhVV13Ff//3f/P++++zYMECdu7cWXbNY489xoQJE1i+fDmff/45999/P4cPH+aVV16hdevWLF++nOXLl/PSSy+xdetWAFavXs0f/vAHsrKy2LJlC4t8uafLSU1N5b33dIvK22+/zbZtmo338OHDPPnkkzzyyCOVvubhhx/mpz/9Kc2bN6/z7/Lll1/msssuIz4+nldffZUHHnigwuPFxcXMnj2ba665ps7fyxhjjKlX7rkHjhzR2YeHH4axY20pkwm6kBSbC7l77oGMDP8+5+DB8Ic/nPWS6dOnc8899wBwww03MH36dIYOHQrAyJEjSUxMBGDKlCksXLiQmJgYsrKyGDNmDADHjx8nPT297Pmu9+465OTk0KtXL5KTkwG4+eabedEreT9nzhzee++9sr0JR48epaCggDlz5rB27dqyPQj79+9n06ZNNGnShJEjRxIfH+/9WIPJy8tj7NixFX6Wv/3tb9x99908+uijXHnllTRp0gSARx55hHvvvbfSkqWMjAxyc3N59tlnycvLq9av9GyeffZZPvroI0aNGsVTTz3Ffffdx8svv1z2+Pvvv8+YMWNsKZMxxpjIk5oKv/41/PKX0L69FiaUqjLjGxM4DTOICIE9e/bw2WefsW7dOkSEkydPIiL87ne/A3R5TnkignOOSy65hOnTp1f5nC1atKhwfVWcc/z73/+mb9++lc4/99xzTJo0qcL5efPm0bRp07LPo6KiKCkpqfS8KSkpzJmjhcc3btzIhx9+CMCXX37JjBkz+PnPf05RURGNGjUiJiaGqKgoVq5cSc+ePSkpKeGbb77hggsuqFUO5127drFmzRpGjRoFaDA1efLkCte8+eabtpTJGGNM5Hr4Ybj5Zg0iWrUKdWtMA9Qwg4hzzBgEwowZM/je975XtvcAYPz48Sz0sissW7aMrVu3kpCQwFtvvcXUqVM577zz+NGPfkRubi5JSUkUFxdTWFhIn9MKzKSkpLB161Y2b95M7969KwQdkyZN4rnnnuO5555DRFi9ejVDhgxh0qRJ/OUvf2HChAk0btyYjRs30q1b9QuCf/PNN3Tq1InS0lJ++9vfcueddwKwoFyRm1/96le0bNmSH//4x4BuhgbIy8vjW9/6Vq2LwLRt25b9+/ezceNG+vTpw9y5c+nXr1/Z4/v372f+/Pm89tprtXp+Y4wxJiz06hXqFpgGzPZEBMn06dO5+uqrK5y75ppreOONNwBIT0/ngQceIDU1lV69enH11VfTsWNHpk2bxpQpU0hLS+O8886rkBrWJyYmhhdffJHLL7+csWPHkpCQUPbYww8/zIkTJ0hLSyM1NZWHH34Y0OxK/fv3Z+jQoaSmpvKDH/ygyhmHs/08ffr0ISUlhbi4OG677bba/FoAWL58OfHx8bz99tv84Ac/qLAh+/zzz+faa6/l008/JT4+nk8++YTo6GheeuklrrnmGgYNGsSrr75aITvUrFmzmDhxYoWZGmOMMcYY4z9SdbHo8DZ8+HC3YsWKCueys7Mr3K0ONKtYXb8Fuz/4m1XiNIFmfcwEmvUxE0jWv/xDRFY654ZX9ZjNRBhjjDHGGGNqxIIIY4wxxhhjTI1YEGGMMcYYY4ypkQYVRETi/g9Tc9YPjDHGGGPqpsEEETExMezZs8cGkA2cc449e/YQExMT6qYYY4wxxoStBlMnIj4+nsLCQnbt2hWU73f06FEbqNZTMTExZRW5jTHGGGNMzTWYIKJx48b0CmJRlnnz5jFkyJCgfT9jjDHGGGOCpcEsZzLGGGOMMcb4hwURxhhjjDHGmBqxIMIYY4wxxhhTIxKJ2YpEZBeQH+JmdAB2h7gNJnJZ/zKBZn3MBJr1MRNI1r/8I8E517GqByIyiKgPRGSFc254qNthIpP1LxNo1sdMoFkfM4Fk/SvwbDmTMcYYY4wxpkYsiDDGGGOMMcbUiAURgfNiqBtgIpr1LxNo1sdMoFkfM4Fk/SvAbE+EMcYYY4wxpkZsJsIYY4wxxhhTIxZEBICISPmjMcYYY4wxkcSCCD8RkSgR+YmIzAB+BOBsrZipR0QkJtRtMJFNRCaISK9Qt8NEJutfJtCsj9WMBRH+czEwCd3I820voOgQ4jaZBk5EWonIX0VkI/C0iPQIdZtM5BGR/iKyFvgV8HcRGR/iJpkIYv3LBJr1sdqxIMJ/vgfMcc7NAR4CugJXhrZJxjAZiAH6AyeA/xWRRLDldqb2RCReRFqVO3U98G/n3DjgTWCKiKSHpnUm3Fn/MoFWkz5m75VnZkGE/ywBenofrwY2AUNEJCpkLTINgqhoEfm+iHzhzYIleg8nAcedcyXAM8BBYCLYcjtTcyLST0Q+AhYCj4rIf3kPHQWaex//C9gNnGdvvqYmrH+ZQKtNH7P3yjOzIMJ/tgAtRaS9c+6I9znoHWBjAsZ7gRuPzoY9hc48vOw9vBP4RkSaOue2ARuBBBGJD0ljTdgRkRblPh0MFDrnegKfAU975/cCx0Qk1jm3F+1nnTl1Y8WYKln/MoF2lj72OZX7WEuvj23C+tg5WRDhP5nAMeAi7/N9aAfcFbIWmYgkIuki8qSI3Op9LkA/YLZz7n3n3JNooJAObEfvrvTzvjwHaAa0C37LTbgQkbYiMk1ElgNPiEhHr5+lAYu8u3PvAUUicjk6qIsFBnpPsQnoABwPRftN/Wb9ywTaWfrYQE71sXep3MfSvKfYiPWxc7Igwn+2A0uBu73Pd6FBxMGQtchEHBEZAPwF7VfXich96P/jbsDBctP7/wBuAtYAJcBo7/xK4BKgIJjtNmFnHNpvLgME+F+gFdrXupSb3v8HcCOwDO2TlwI455YAE4ADwW22CRPWv0ygnamPRWF9zG8siPAT51ypc+5VIF9EPkT3RcxAZyeMqTERaSkid4jIYBGJ9k5/H/i7c+63wC/RqdargU+BK8q9MP4duMo5txOYDfy3iPQF+gK56JIn08B5qal/ICLzRWRquYxyNwFrnXO7gN+jr2PXo69pV5Tb6zUN3WNzFHgB+I6I/FhE/o72u5NB/HFMPWP9ywSa9bHQsiDC/25FI94E59xz3oZWY2pERAYBc4D/Ah5BM36BzniN9D5eDywCrkGDiC4ikiYijb39D9tF5Hzn3Gdo6uEngZnAdODroP0wpj77FppF7tdAOvA77/xcTs1ebQMWAJc655ajd/UuBHDOHQK+BEY457YD30VnYHcCDznnioP0c5j6yfqXCTTrYyEUfe5LTE04506gS0iMqTYRGQIcds5t9E6NBDY6524VkaHAYyIyHJgHTBKR5s65YhFZA1wHdAHeAP4b+JOIHEH36Wz1nu+vwBvOuf3B+6lMfeDLLiIiI9Bp+wXAh865Y0AfYItz7jMR2Qo8JSIT0WVvV4tIB+fcbhHZBBwWrTPyHHCziHQC4oE96FIAnHMrgBVB/yFNyFj/MoFmfaz+spkIY0JIRJJEZCE6pfpLEfme91ApkOfNKqwCstG7LMXoHZLLvetOoPtvuqCzDeu855oP7HbOFYJmcLIAouEp9+Y7DvgbOmV/MfC4d0kpsFFEmjnntqL9LA1dG7wDnf4HndKPQt8z/o32tZuAYcCLzrnSIP1Iph4RkSivf41Hl1Ba/zJ+5fUdJyIXYK9h9Y7NRBgTRKKp5tK8TVsAKcBK59xPRGQU8LyIzEc3hAnQCV3CtBjdKPYeunTpx8Db3mPJwDbn3D7gBRFZBqx3zllWiQZIRJqj6X7HAZ+LyDRgKPBX59zzItIWmO/NfhUCQ9Dp+zx0Wv9KNLvcO8DjIvIakAC0BnZ4s62LReQKe+NteLzXsCnoBtTFIvIS2of+Yv3L+IuIxKJF374Gbkf7kb2G1TM2E2FMkIjI/6L1Qz4Skc7e6UnABgDn3JfolOpdaI707kBv77pFaH7rYufcP4B9IvIquoF/A3DY932cc6stgGiYRKQL8AFwAfAqMBX4NjqLVQLgBZvvopnk5qKBqi8F8BdozZHjzrkPgFfQjYjPo1lMTvi+l735NjxeAPEpmrXmJXRD6jXACPSOsPUv4y/NgKZAb2+zdG90JsH6WD0iVojPmODwpmP3oi982c6533spWi9yzl3uXdMf+MQ5111EHgNOOud+6T22HJjqnFstIk3RmiS7vI1ixiAizdCZri+9z29FC16uB37knBvpnY8DVjjn4kTkR8D5wP+gSwX+5V1b4F3bwTm3O+g/jKmXRKSNc67I+/jnaJ/ZA/zE+pfxFxG5BUhFU6zuAL4BfumcG+E9bn2sHrCZCGOCZ4Fzbi165+RK79zfgDEiEgPgnMsCdnrTtE8B/UTkRRH5GMjy/uGcO+ac+8gCCHOao8AykbJ6IWuBUd7sVW9vpgLn3A5gvYiMcs49j6b9fQtdGrDQ9+brXWtvvqaMc65IRFp5y+R+ihbkeh/tX529a6x/mVop99rVCNiM3gCZ4Jx7H+hlfax+sSDCmCBxzvnyTf8HiBWRQd4dvRXAD8pdugqI9R67C12y9A46C2F1R8wZeRvoy08v/wRN6wvwEXAvgIi0A/KBr7zHfg3cB3RzWvHcmDNyzh1Al16ehyZ1uA5dVvkDUda/TK2Ue/26DF0y9ykQLyIPoUlFpoK9htUXtpzJmBAQkf9D9zf8zMuc80M0mGgLDAcuKxd0GFNjIhKPrge+yzm3UUR6o2/AA9AK5xnOudtC2UYT/kRkMHoTZAm6Lj0VTZtp/cvUioi0RGfim6J9KgVYiNbgug1NJmJ9rB6wIMKYEPDeeP+E7mvoh6ZufQA4gmagWB+61plIICJXoBsM/z/gFnSafy6a8jDHSx1sTJ2ISHc0WJ3inNsjIjej2eFWh7hpJkx5y3tfQDdBT0fTs/6vc26i97j1sXrCgghjQkBEbkCLwxUDvwGeskwRxp9EZBGQiKY93AH82tuTY0ydiEhr9AbIjejG/ReB573Umcb4lVcg7tvAm865naFujznFgghjgkxE0oAn0bRzrzvnjoa4SSbCiEhj4BG0YvlrtpfG+JOIRKNLmI6h/ctew4zfiUgUUOpsoFpvWRBhjDHGGGOMqRHLzmSMMcYYY4ypEQsijDHGGGOMMTViQYQxxhhjjDGmRiyIMMYYY4wxxtSIBRHGGGOMMcaYGrEgwhhjTL0nIheIyAehbocxxhhlQYQxxhhjjDGmRiyIMMYYc04i0kJEPhSRNSKyTkSuF5FhIjJfRFaKyCci0tW7NklE/uNdu0pEeot6yvvaTBG53rv2AhGZJyIzRCRHRF4XEfEem+ydW4hWrPW1ZbyIZHj/VotIbEh+KcYY04BFh7oBxhhjwsJkYIdz7nIAEWkNfAz8l3NulxcUPAbcDrwOPOGcmyUiMegNq28Dg4FBQAdguYh84T33EGAAsANYBIwRkRXAS8AEIBd4q1xbfgb8yDm3SERaAlYx2RhjgsxmIowxxlRHJnCxiDwpIucD3YFUYK6IZAAPAfHerEA359wsAOfcUedcMTAWmO6cO+mc+xqYD4zwnnuZc67QOVcKZAA9gRRgq3Nuk3POAa+Va8si4BkRuRto45wrCehPbowxphKbiTDGGHNOzrmNIjIMuAx4HJgLrHfOpZe/TkRaneEp5CxPf6zcxyc59d7kztCWJ0TkQ68tS0XkYudcTjV+DGOMMX5iMxHGGGPOSUTigGLn3GvA08AooKOIpHuPNxaRAc65A0ChiFzlnW8qIs2BL4DrRSRKRDoC44BlZ/mWOUAvEentfT6lXFt6O+cynXNPAivQWQtjjDFBZDMRxhhjqmMg8JSIlAIngP8BSoA/efsjooE/AOuB7wIviMij3rXXArOAdGANOsPwc+fcThGpMgBwzh0VkanAhyKyG1iILp8CuEdELkRnLbLQvRnGGGOCSHSpqTHGGGOMMcZUjy1nMsYYY4wxxtSIBRHGGGOMMcaYGrEgwhhjjDHGGFMjFkQYY4wxxhhjasSCCGOMMcYYY0yNWBBhjDHGGGOMqRELIowxxhhjjDE1YkGEMcYYY4wxpkb+fzrfLPo5mojYAAAAAElFTkSuQmCC\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "figure(figsize=(13,6))\n", "plot(t_westport, etap_westport, 'b', label='Westport %s' % station_westport)\n", @@ -197,29 +151,9 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Ocean level at time 0 = -0.45722222222222225\n" - ] - } - ], + "outputs": [], "source": [ "from scipy.interpolate import interp1d\n", "f = interp1d(t_westport -3220, etap_westport)\n", @@ -241,24 +175,11 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": { "scrolled": false }, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", 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\n", - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": { - "image/png": { - "width": 800 - } - }, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "from IPython.display import Image\n", "Image('frame0005fig50.png', width=800)" diff --git a/GraysHarborBC/SimpleGraysHarbor/sine/SimpleGraysSine.ipynb b/GraysHarborBC/SimpleGraysHarbor/sine/SimpleGraysSine.ipynb index fdef45a..d365159 100644 --- a/GraysHarborBC/SimpleGraysHarbor/sine/SimpleGraysSine.ipynb +++ b/GraysHarborBC/SimpleGraysHarbor/sine/SimpleGraysSine.ipynb @@ -13,7 +13,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -22,7 +22,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -31,7 +31,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -41,33 +41,11 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": { "scrolled": false }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "At gauge 0, etamin2 = -0.853, etamax2 = 0.855 at tshift = 1232.6 s\n", - "At gauge 1102, etamin2 = -0.916, etamax2 = 0.962 at tshift = 3219.8 s\n", - "At gauge 1187, etamin2 = -1.031, etamax2 = 1.125 at tshift = 4397.7 s\n" - ] - }, - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "figure(400, figsize=(13,6))\n", "clf()\n", @@ -96,7 +74,7 @@ "\n", "tperiod = 12\n", "eta = 1.*sin(2*pi*t/tperiod)\n", - "plot(t, eta, 'k--', label='Ocean forcing (Sine)')\n", + "plot(t, eta, 'k--', label='Sine')\n", "\n", "legend(loc='upper right')\n", "xlabel('hours')\n", @@ -124,25 +102,9 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "" - ] - }, - "execution_count": 5, - "metadata": { - "image/png": { - "width": 800 - } - }, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "Image('frame0006fig50.png', width=800)" ] diff --git a/GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb b/GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb index b2cba13..fb3c634 100644 --- a/GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb +++ b/GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": { "tags": [ "hide-py" @@ -24,7 +24,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -33,7 +33,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -42,7 +42,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -54,22 +54,9 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "extent = [-123.9,-123.7,46.93,46.99]\n", "figure(figsize=(13,13))\n", @@ -156,7 +130,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ diff --git a/GraysHarborBC/comparison/Comparison .ipynb b/GraysHarborBC/comparison/Comparison .ipynb index 4faee96..526187f 100644 --- a/GraysHarborBC/comparison/Comparison .ipynb +++ b/GraysHarborBC/comparison/Comparison .ipynb @@ -2,17 +2,9 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Populating the interactive namespace from numpy and matplotlib\n" - ] - } - ], + "outputs": [], "source": [ "import numpy as np\n", "%pylab inline" @@ -27,7 +19,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -45,22 +37,9 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "figure(figsize=(13,5))\n", "\n", @@ -117,22 +83,9 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Randall, 1 norm error at 1102: 77.3353344\n", - "Simple, 1 norm error at 1102: 81.2571767\n", - "Riemann, 1 norm error at 1102: 97.5116\n", - "Randall, 2 norm error at 1102: 3.756525212068986\n", - "Simple, 2 norm error at 1102: 3.7248155834404346\n", - "Riemann, 2 norm error at 1102: 4.584943224635001\n" - ] - } - ], + "outputs": [], "source": [ "print(\"Randall, 1 norm error at 1102:\", numpy.linalg.norm(randall1102,1))\n", "print(\"Simple, 1 norm error at 1102:\",numpy.linalg.norm(simple1102,1))\n", From 4b4a03c8de4678d40495353a55f79e84acdc3b34 Mon Sep 17 00:00:00 2001 From: Yucheng Date: Sun, 7 Nov 2021 13:43:47 -0500 Subject: [PATCH 4/9] clear-output-NY --- NewYorkBC/sine/NYSine.ipynb | 54 +++++-------------------------------- 1 file changed, 7 insertions(+), 47 deletions(-) diff --git a/NewYorkBC/sine/NYSine.ipynb b/NewYorkBC/sine/NYSine.ipynb index 39e8ba0..f468f52 100644 --- a/NewYorkBC/sine/NYSine.ipynb +++ b/NewYorkBC/sine/NYSine.ipynb @@ -13,7 +13,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -22,7 +22,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -31,7 +31,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -41,33 +41,9 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "At gauge 0, etamin2 = -0.381, etamax2 = 0.047 at tshift = 148861.1 s\n", - "At gauge 1, etamin2 = -0.937, etamax2 = 0.635 at tshift = 148915.3 s\n", - "At gauge 5186, etamin2 = -1.296, etamax2 = 1.011 at tshift = 148845.6 s\n", - "At gauge 9050, etamin2 = -1.730, etamax2 = 1.462 at tshift = 150168.6 s\n", - "Created GaugeComparison.png\n" - ] - }, - { - "data": { - "image/png": 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\n", 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\n", - "text/plain": [ - "" - ] - }, - "execution_count": 5, - "metadata": { - "image/png": { - "width": 800 - } - }, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "Image('frame0014fig50.png', width=800)" ] From 10b8f6e5dc6885b05d3a303e766e837ff799684e Mon Sep 17 00:00:00 2001 From: Yucheng Date: Tue, 9 Nov 2021 20:23:18 -0500 Subject: [PATCH 5/9] delete-figs --- GraysHarborBC/GraysHarbor.ipynb | 26 +- GraysHarborBC/README.md | 2 + GraysHarborBC/RiemannGraysHarbor/README.md | 5 +- .../RiemannKingTideBoundary.ipynb | 36 +- .../kingtide2015/_output/height.txt | 1202 ----------------- .../kingtide2015/frame0006fig50.png | Bin 130955 -> 0 bytes .../sine/RiemannGraysSine.ipynb | 16 - .../sine/frame0006fig50.png | Bin 116495 -> 0 bytes GraysHarborBC/SimpleGraysHarbor/README.md | 4 +- .../kingtide2015/SimpleKingTideBoundary.ipynb | 41 +- .../kingtide2015/_output/height.txt | 1202 ----------------- .../kingtide2015/frame0005fig50.png | Bin 127759 -> 0 bytes .../sine/SimpleGraysSine.ipynb | 16 - .../SimpleGraysHarbor/sine/frame0006fig50.png | Bin 116343 -> 0 bytes GraysHarborBC/comparison/Comparison .ipynb | 6 +- GraysHarborBC/comparison/riemann1102 | 720 ---------- GraysHarborBC/comparison/riemann1187 | 720 ---------- GraysHarborBC/comparison/simple1102 | 720 ---------- GraysHarborBC/comparison/simple1187 | 720 ---------- GraysHarborBC/domain1.png | Bin 25374 -> 0 bytes GraysHarborBC/domain2.PNG | Bin 113627 -> 0 bytes NewYorkBC/README.md | 3 +- NewYorkBC/sine/NYSine.ipynb | 16 - NewYorkBC/sine/frame0014fig50.png | Bin 122458 -> 0 bytes 24 files changed, 51 insertions(+), 5404 deletions(-) delete mode 100644 GraysHarborBC/RiemannGraysHarbor/kingtide2015/_output/height.txt delete mode 100644 GraysHarborBC/RiemannGraysHarbor/kingtide2015/frame0006fig50.png delete mode 100644 GraysHarborBC/RiemannGraysHarbor/sine/frame0006fig50.png delete mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/_output/height.txt delete mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/frame0005fig50.png delete mode 100644 GraysHarborBC/SimpleGraysHarbor/sine/frame0006fig50.png delete mode 100644 GraysHarborBC/comparison/riemann1102 delete mode 100644 GraysHarborBC/comparison/riemann1187 delete mode 100644 GraysHarborBC/comparison/simple1102 delete mode 100644 GraysHarborBC/comparison/simple1187 delete mode 100644 GraysHarborBC/domain1.png delete mode 100644 GraysHarborBC/domain2.PNG delete mode 100644 NewYorkBC/sine/frame0014fig50.png diff --git a/GraysHarborBC/GraysHarbor.ipynb b/GraysHarborBC/GraysHarbor.ipynb index 41a95f9..f4ba294 100644 --- a/GraysHarborBC/GraysHarbor.ipynb +++ b/GraysHarborBC/GraysHarbor.ipynb @@ -24,18 +24,7 @@ "\n", "### Second, simulates the King Tide event from December, 2015\n", "\n", - "The left boundary condition is implemented using the existing NOAA 1102 tides prediction data, but the data is shifted by the time lag and divided by the amplitude observed in sine boundary condition example.\n", - "\n", - "The topography is shown below:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "Image('domain1.png', width=800)" + "The left boundary condition is implemented using the existing NOAA 1102 tides prediction data, but the data is shifted by the time lag and divided by the amplitude observed in sine boundary condition example." ] }, { @@ -45,18 +34,7 @@ "### The project follows from https://github.com/rjleveque/geoclaw_tides/tree/main/GraysHarbor\n", "In Dr. Randall Leveque's example, the tides are forced inside the domain, the boundary condition is implemented as zero-order extrapolation.\n", "\n", - "The maximal tidal forcing is implemented from longitude -124.7 to -124.4 and a linear tapered forcing is implemented from longitude -124.3 to -124.19.\n", - "\n", - "The graph is shown below:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "Image('domain2.PNG', width=800)" + "The maximal tidal forcing is implemented from longitude -124.7 to -124.4 and a linear tapered forcing is implemented from longitude -124.3 to -124.19." ] }, { diff --git a/GraysHarborBC/README.md b/GraysHarborBC/README.md index 884a5d6..0becb4b 100644 --- a/GraysHarborBC/README.md +++ b/GraysHarborBC/README.md @@ -4,3 +4,5 @@ ## `comparison` directory compares tidal predictions of the 3 methods (Simple, Riemann and ocean forcing) used for King Tide event from December, 2015 + +Feel free to contact yz3889@columbia.edu if you have any questions about the code. diff --git a/GraysHarborBC/RiemannGraysHarbor/README.md b/GraysHarborBC/RiemannGraysHarbor/README.md index df29508..fc199b7 100644 --- a/GraysHarborBC/RiemannGraysHarbor/README.md +++ b/GraysHarborBC/RiemannGraysHarbor/README.md @@ -16,11 +16,10 @@ time series at the Westport gauge allows us to determine how much this wave is amplified and the time lag between the boundary signal and the response at Westport. - ## `kingtide2015` directory Simulates the King Tide event from December, 2015. -The notebook downloads observations at the Westport and Aberdeen tide gauges and adjusts +The notebook downloads NOAA predictions at the Westport and Aberdeen tide gauges and adjusts the Westport data to obtain the tidal signal to be applied on the left boundary. After running GeoClaw with this input, the same notebook shows the -resulting simulated tides compared to the observations. +resulting simulated tides compared to the NOAA predictions. diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb index 1c682e3..784c740 100644 --- a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb +++ b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb @@ -144,8 +144,23 @@ "metadata": {}, "source": [ "### Linear interpolate the tidal signal\n", - "We use the signal at Westport to derive our left boundary condition, etap_westport is exported as heights.txt in ./output.\n", - "\n", + "We use the signal at Westport to derive our left boundary condition, \n", + "#### etap_westport is exported as height.txt below, CREATE AND MOVE IT TO ./_output directory. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "numpy.savetxt(\"height.txt\", etap_westport, fmt=\"%s\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ "Since the data is discrete, we do linear interpolation to make the signal continuous. Note that we need to shift the signal by 3352 seconds and increase it's magnitude by 1.17. It's implemented in bc2amr.f90 and the signal look like the graph below. " ] }, @@ -285,23 +300,6 @@ "title('Grays Harbor Difference, Dec. 21-23, 2015')\n", "grid(True)" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from IPython.display import Image\n", - "Image('frame0006fig50.png', width=800)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/_output/height.txt b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/_output/height.txt deleted file mode 100644 index a5221df..0000000 --- a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/_output/height.txt +++ /dev/null @@ -1,1202 +0,0 @@ --7.870000000000000329e-01 --7.540000000000000036e-01 --7.189999999999999725e-01 --6.840000000000000524e-01 --6.470000000000000195e-01 --6.099999999999999867e-01 --5.719999999999999529e-01 --5.340000000000000302e-01 --4.949999999999999956e-01 --4.550000000000000155e-01 --4.149999999999999800e-01 --3.750000000000000000e-01 --3.340000000000000191e-01 --2.929999999999999827e-01 --2.520000000000000018e-01 --2.099999999999999922e-01 --1.690000000000000113e-01 --1.270000000000000018e-01 --8.599999999999999312e-02 --4.499999999999999833e-02 --4.000000000000000083e-03 -3.699999999999999817e-02 -7.699999999999999900e-02 -1.170000000000000068e-01 -1.559999999999999998e-01 -1.950000000000000067e-01 -2.330000000000000127e-01 -2.710000000000000187e-01 -3.069999999999999951e-01 -3.430000000000000271e-01 -3.770000000000000018e-01 -4.099999999999999756e-01 -4.420000000000000040e-01 -4.729999999999999760e-01 -5.030000000000000027e-01 -5.300000000000000266e-01 -5.570000000000000506e-01 -5.809999999999999609e-01 -6.029999999999999805e-01 -6.239999999999999991e-01 -6.420000000000000151e-01 -6.580000000000000293e-01 -6.720000000000000417e-01 -6.830000000000000515e-01 -6.919999999999999485e-01 -6.979999999999999538e-01 -7.009999999999999565e-01 -7.019999999999999574e-01 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--4.460000000000000075e-01 --4.779999999999999805e-01 --5.080000000000000071e-01 --5.370000000000000329e-01 --5.649999999999999467e-01 --5.909999999999999698e-01 --6.149999999999999911e-01 --6.370000000000000107e-01 --6.580000000000000293e-01 --6.760000000000000453e-01 --6.909999999999999476e-01 --7.049999999999999600e-01 --7.149999999999999689e-01 --7.229999999999999760e-01 --7.279999999999999805e-01 --7.299999999999999822e-01 --7.299999999999999822e-01 --7.259999999999999787e-01 --7.189999999999999725e-01 --7.099999999999999645e-01 --6.969999999999999529e-01 --6.820000000000000506e-01 --6.630000000000000338e-01 --6.430000000000000160e-01 --6.189999999999999947e-01 --5.929999999999999716e-01 --5.649999999999999467e-01 --5.340000000000000302e-01 --5.010000000000000009e-01 --4.670000000000000262e-01 --4.299999999999999933e-01 --3.920000000000000151e-01 --3.529999999999999805e-01 --3.119999999999999996e-01 --2.690000000000000169e-01 --2.260000000000000064e-01 --1.819999999999999951e-01 --1.360000000000000098e-01 --8.999999999999999667e-02 --4.299999999999999656e-02 -5.000000000000000104e-03 -5.299999999999999850e-02 -1.010000000000000064e-01 -1.499999999999999944e-01 -2.000000000000000111e-01 -2.489999999999999991e-01 -2.989999999999999880e-01 -3.489999999999999769e-01 -4.000000000000000222e-01 -4.500000000000000111e-01 -5.000000000000000000e-01 -5.500000000000000444e-01 -5.989999999999999769e-01 -6.490000000000000213e-01 -6.979999999999999538e-01 -7.469999999999999973e-01 -7.950000000000000400e-01 -8.419999999999999707e-01 -8.890000000000000124e-01 -9.360000000000000542e-01 -9.809999999999999831e-01 -1.024999999999999911e+00 -1.068999999999999950e+00 -1.110999999999999988e+00 -1.151999999999999913e+00 -1.191999999999999948e+00 -1.231000000000000094e+00 -1.268000000000000016e+00 -1.302999999999999936e+00 -1.336999999999999966e+00 -1.368999999999999995e+00 -1.399000000000000021e+00 -1.427000000000000046e+00 -1.453000000000000069e+00 -1.477000000000000091e+00 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-2.129999999999999949e-01 -1.469999999999999918e-01 -8.000000000000000167e-02 -1.299999999999999940e-02 --5.299999999999999850e-02 --1.199999999999999956e-01 --1.859999999999999987e-01 --2.530000000000000027e-01 --3.180000000000000049e-01 --3.840000000000000080e-01 --4.480000000000000093e-01 --5.120000000000000107e-01 --5.749999999999999556e-01 --6.370000000000000107e-01 --6.969999999999999529e-01 --7.570000000000000062e-01 --8.139999999999999458e-01 --8.689999999999999947e-01 --9.230000000000000426e-01 --9.739999999999999769e-01 --1.022999999999999909e+00 --1.068999999999999950e+00 --1.112000000000000099e+00 --1.153000000000000025e+00 --1.189999999999999947e+00 --1.223999999999999977e+00 --1.254000000000000004e+00 --1.282000000000000028e+00 --1.304999999999999938e+00 --1.324999999999999956e+00 --1.342000000000000082e+00 --1.354999999999999982e+00 --1.364999999999999991e+00 --1.370999999999999996e+00 --1.374000000000000110e+00 --1.372999999999999998e+00 --1.370000000000000107e+00 --1.362999999999999989e+00 --1.352999999999999980e+00 --1.340999999999999970e+00 --1.326000000000000068e+00 --1.308000000000000052e+00 --1.288000000000000034e+00 --1.266000000000000014e+00 --1.241000000000000103e+00 --1.215000000000000080e+00 --1.187000000000000055e+00 --1.155999999999999917e+00 --1.125000000000000000e+00 --1.090999999999999970e+00 --1.056000000000000050e+00 --1.020000000000000018e+00 --9.819999999999999840e-01 --9.429999999999999494e-01 --9.030000000000000249e-01 --8.619999999999999885e-01 --8.199999999999999512e-01 --7.770000000000000240e-01 --7.329999999999999849e-01 --6.879999999999999449e-01 --6.420000000000000151e-01 --5.949999999999999734e-01 --5.480000000000000426e-01 --5.010000000000000009e-01 --4.530000000000000138e-01 --4.040000000000000258e-01 --3.549999999999999822e-01 --3.059999999999999942e-01 --2.570000000000000062e-01 --2.069999999999999896e-01 --1.580000000000000016e-01 --1.079999999999999988e-01 --5.899999999999999689e-02 --1.000000000000000021e-02 -3.899999999999999994e-02 -8.699999999999999400e-02 -1.350000000000000089e-01 -1.819999999999999951e-01 -2.280000000000000082e-01 -2.740000000000000213e-01 -3.190000000000000058e-01 -3.619999999999999885e-01 -4.050000000000000266e-01 -4.460000000000000075e-01 -4.849999999999999867e-01 -5.230000000000000204e-01 -5.600000000000000533e-01 -5.939999999999999725e-01 -6.260000000000000009e-01 -6.570000000000000284e-01 -6.850000000000000533e-01 -7.099999999999999645e-01 -7.329999999999999849e-01 -7.530000000000000027e-01 -7.710000000000000187e-01 -7.860000000000000320e-01 -7.980000000000000426e-01 -8.060000000000000497e-01 -8.120000000000000551e-01 -8.149999999999999467e-01 -8.149999999999999467e-01 -8.120000000000000551e-01 -8.060000000000000497e-01 -7.970000000000000417e-01 -7.850000000000000311e-01 -7.710000000000000187e-01 -7.540000000000000036e-01 -7.349999999999999867e-01 -7.129999999999999671e-01 -6.899999999999999467e-01 -6.640000000000000346e-01 -6.360000000000000098e-01 -6.069999999999999840e-01 -5.769999999999999574e-01 -5.450000000000000400e-01 -5.120000000000000107e-01 -4.779999999999999805e-01 -4.430000000000000049e-01 -4.069999999999999729e-01 -3.699999999999999956e-01 -3.330000000000000182e-01 -2.949999999999999845e-01 -2.570000000000000062e-01 -2.190000000000000002e-01 -1.799999999999999933e-01 -1.409999999999999865e-01 -1.010000000000000064e-01 -6.199999999999999956e-02 -2.199999999999999872e-02 --1.700000000000000122e-02 --5.700000000000000205e-02 --9.700000000000000289e-02 --1.360000000000000098e-01 --1.749999999999999889e-01 --2.139999999999999958e-01 --2.520000000000000018e-01 --2.889999999999999791e-01 --3.260000000000000120e-01 --3.609999999999999876e-01 --3.960000000000000187e-01 --4.289999999999999925e-01 --4.600000000000000200e-01 --4.899999999999999911e-01 --5.170000000000000151e-01 --5.430000000000000382e-01 --5.659999999999999476e-01 --5.869999999999999662e-01 --6.049999999999999822e-01 --6.199999999999999956e-01 --6.320000000000000062e-01 --6.410000000000000142e-01 --6.470000000000000195e-01 --6.500000000000000222e-01 --6.500000000000000222e-01 --6.470000000000000195e-01 --6.400000000000000133e-01 --6.310000000000000053e-01 --6.179999999999999938e-01 --6.019999999999999796e-01 --5.829999999999999627e-01 --5.620000000000000551e-01 --5.380000000000000338e-01 --5.110000000000000098e-01 --4.819999999999999840e-01 --4.500000000000000111e-01 --4.169999999999999818e-01 --3.820000000000000062e-01 --3.439999999999999725e-01 --3.049999999999999933e-01 --2.650000000000000133e-01 --2.230000000000000038e-01 --1.799999999999999933e-01 --1.350000000000000089e-01 --8.999999999999999667e-02 --4.299999999999999656e-02 -4.000000000000000083e-03 -5.199999999999999761e-02 -1.010000000000000064e-01 -1.509999999999999953e-01 -2.010000000000000120e-01 -2.520000000000000018e-01 -3.029999999999999916e-01 -3.539999999999999813e-01 -4.060000000000000275e-01 -4.580000000000000182e-01 -5.100000000000000089e-01 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--7.730000000000000204e-01 --8.419999999999999707e-01 --9.080000000000000293e-01 --9.729999999999999760e-01 --1.036000000000000032e+00 --1.096999999999999975e+00 --1.155000000000000027e+00 --1.209000000000000075e+00 --1.260999999999999899e+00 --1.310000000000000053e+00 --1.354999999999999982e+00 --1.397000000000000020e+00 --1.435000000000000053e+00 --1.469999999999999973e+00 --1.500000000000000000e+00 --1.526999999999999913e+00 --1.550000000000000044e+00 --1.568000000000000060e+00 --1.582999999999999963e+00 --1.594000000000000083e+00 --1.600999999999999979e+00 --1.604999999999999982e+00 --1.604999999999999982e+00 --1.600999999999999979e+00 --1.594000000000000083e+00 --1.584000000000000075e+00 --1.570999999999999952e+00 --1.554999999999999938e+00 --1.534999999999999920e+00 --1.514000000000000012e+00 --1.489000000000000101e+00 --1.463000000000000078e+00 --1.433000000000000052e+00 --1.401999999999999913e+00 --1.368999999999999995e+00 --1.334000000000000075e+00 --1.296999999999999931e+00 --1.258000000000000007e+00 --1.217000000000000082e+00 --1.175000000000000044e+00 --1.131000000000000005e+00 --1.086000000000000076e+00 --1.040000000000000036e+00 --9.919999999999999929e-01 --9.429999999999999494e-01 --8.930000000000000160e-01 --8.419999999999999707e-01 --7.890000000000000346e-01 --7.359999999999999876e-01 --6.820000000000000506e-01 --6.270000000000000018e-01 --5.719999999999999529e-01 --5.160000000000000142e-01 --4.590000000000000191e-01 --4.020000000000000240e-01 --3.449999999999999734e-01 --2.869999999999999774e-01 --2.290000000000000091e-01 --1.710000000000000131e-01 --1.140000000000000041e-01 --5.600000000000000117e-02 -1.000000000000000021e-03 -5.800000000000000294e-02 -1.150000000000000050e-01 -1.700000000000000122e-01 -2.250000000000000056e-01 -2.800000000000000266e-01 -3.330000000000000182e-01 -3.850000000000000089e-01 -4.349999999999999978e-01 -4.849999999999999867e-01 -5.320000000000000284e-01 -5.779999999999999583e-01 -6.219999999999999973e-01 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the left boundary. 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z0*Pf^e|S7>13J}hD#O+xdJao$69%`AkG}o~-(_omzTBT-qRRh0d7K#Df8*_#6a6+9 Q20r#D9lw2b{OY}b12=0e_5c6? diff --git a/GraysHarborBC/SimpleGraysHarbor/README.md b/GraysHarborBC/SimpleGraysHarbor/README.md index a05377d..32fe64f 100644 --- a/GraysHarborBC/SimpleGraysHarbor/README.md +++ b/GraysHarborBC/SimpleGraysHarbor/README.md @@ -19,8 +19,8 @@ at Westport. ## `kingtide2015` directory Simulates the King Tide event from December, 2015. -The notebook downloads observations at the Westport and Aberdeen tide gauges and adjusts +The notebook downloads NOAA predictions at the Westport and Aberdeen tide gauges and adjusts the Westport data to obtain the tidal signal to be applied on the left boundary. After running GeoClaw with this input, the same notebook shows the -resulting simulated tides compared to the observations. +resulting simulated tides compared to the NOAA predictions. diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb index 2173aa5..48bd3b6 100644 --- a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb +++ b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb @@ -4,9 +4,9 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Timeshift, 3220s\n", + "Timeshift 3220s\n", "\n", - "Signal should increase, 1.04" + "Signal should increase by ratio 1.04" ] }, { @@ -144,9 +144,25 @@ "metadata": {}, "source": [ "### Linear interpolate the tidal signal\n", - "We use the signal at Westport as our left boundary condition, etap_westport is exported as heights.txt in ./output.\n", + "We use the signal at Westport to derive our left boundary condition, \n", "\n", - "Since the data is discrete, we do linear interpolation to make the signal continuous. Note that we need to shift the signal by 3220 seconds and increase it's magnitude by 1.04. It's implemented in bc2amr.f90 and the signal look like the graph below. " + "#### etap_westport is exported as height.txt below, CREATE AND MOVE IT TO ./_output directory. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "numpy.savetxt(\"height.txt\", etap_westport, fmt=\"%s\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Since the data is discrete, we do linear interpolation to make the signal continuous. Note that we need to shift the signal by 3352 seconds and increase it's magnitude by 1.17. It's implemented in bc2amr.f90 and the signal look like the graph below. " ] }, { @@ -288,23 +304,6 @@ "title('Grays Harbor Difference, Dec. 21-23, 2015')\n", "grid(True)\n" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from IPython.display import Image\n", - "Image('frame0005fig50.png', width=800)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/_output/height.txt b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/_output/height.txt deleted file mode 100644 index a5221df..0000000 --- a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/_output/height.txt +++ /dev/null @@ -1,1202 +0,0 @@ --7.870000000000000329e-01 --7.540000000000000036e-01 --7.189999999999999725e-01 --6.840000000000000524e-01 --6.470000000000000195e-01 --6.099999999999999867e-01 --5.719999999999999529e-01 --5.340000000000000302e-01 --4.949999999999999956e-01 --4.550000000000000155e-01 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files simple1102, simple1187, riemann1102 and riemann1187 generated by SimpleKingTideBoundary.ipynb and RiemannKingTideBoundary.ipynb to this directory and run following code" ] }, { @@ -101,7 +103,7 @@ "metadata": {}, "source": [ "## Analysis\n", - "The simple method works about the same as the ocean forcing method in terms of accuracy.\n", + "The simple method should work about the same as the ocean forcing method in terms of accuracy, but it takes less computational power since there is no source term involved.\n", "\n", "The Riemann method doesn't work very well. Excluding the tidal signal, the water height decreases over time at 1102 and 1187. This might be caused by setting $q_l = q_m$ in our Riemann problem, further investigation is needed." ] diff --git a/GraysHarborBC/comparison/riemann1102 b/GraysHarborBC/comparison/riemann1102 deleted file mode 100644 index ddea4b4..0000000 --- a/GraysHarborBC/comparison/riemann1102 +++ /dev/null @@ -1,720 +0,0 @@ --0.34400000000000003 --0.311 --0.27599999999999997 --0.24100000000000005 --0.20400000000000001 --0.16699999999999998 --0.12945389999999996 --0.11043910000000001 --0.10406670000000001 --0.10371390000000003 --0.09747109999999998 --0.0847292 --0.0792294 --0.07296439999999998 --0.06751380000000001 --0.06464799999999998 --0.05984740000000001 --0.0552097 --0.051908499999999996 --0.0482454 --0.0452154 --0.042734299999999996 --0.040988300000000005 --0.038375000000000006 --0.03739819999999999 --0.0361235 --0.03505610000000001 --0.0332597 --0.032694100000000004 --0.031832799999999994 --0.032883700000000016 --0.03397460000000002 --0.0352035 --0.036217000000000055 --0.03694819999999999 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In this directory, the right boundary condition is implemented using pure sine wave oscillation with amplitude 1. The notebook shows the simulation. +Feel free to contact yz3889@columbia.edu if you have any questions about the code. \ No newline at end of file diff --git a/NewYorkBC/sine/NYSine.ipynb b/NewYorkBC/sine/NYSine.ipynb index f468f52..70a072f 100644 --- a/NewYorkBC/sine/NYSine.ipynb +++ b/NewYorkBC/sine/NYSine.ipynb @@ -90,22 +90,6 @@ " savefig(fname, bbox_inches='tight')\n", " print('Created %s' % fname)" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "Image('frame0014fig50.png', width=800)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/NewYorkBC/sine/frame0014fig50.png b/NewYorkBC/sine/frame0014fig50.png deleted file mode 100644 index b77917317334f24ec172f1094319f171750ed819..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 122458 zcmaI;2RPSn8$OO}FC|)5$ta}ktcndQH) 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z&X2duguJ|d4i%=IQlFmNy(g^Ti>Sg&*EdmsH{L4B4y3(7NSD?i_(yk(OW)C~IFLaFAKN0&bxYG;fveI>(Kb+hbzv)Jdm!b$YL z?hbl6jO0ya-#L4TUbYNLTZx>ve>YxpHD6n@DESB?v08Dk{Hzl#v3_>9UZr>oxW79B zW{4b+RsgVf#Q~pxU{{9&0c^==7{^uwVR<9dixv^AY+yg3CAx%zhP^UuGm+BiWzlG( zxQJ|j2J^u`jQ<+P-REn>l5nc2I4_MpsXqmsz+8?H-FtJ|tF`C7M#!F7lp z@;>Gzi9I2dDpXSimjntS_+=k%WV)P|ns_%Ho}=5FEgqknw}G0|aJjY!kjj0gmH4Gl&ugWSTTTe#Tk^w#&BeOZ zx$YOysSCZUvt5ZpP1|L^K^OC1U;Qy5;5m}z%xTbn2RqJ5XiNNljCRBQ7nD06V(bn& z@*TYlVFpfL>g)%u|MC6%ci+Y#xc47|;@|BV`hUD{|JRlu!fXXNIRAVtdUNl Date: Tue, 9 Nov 2021 21:46:24 -0500 Subject: [PATCH 6/9] generalize-tshift-mul --- GraysHarborBC/GraysHarbor.ipynb | 2 +- .../RiemannKingTideBoundary.ipynb | 19 ++++++++++------- .../kingtide2015/SimpleKingTideBoundary.ipynb | 21 +++++++++++-------- 3 files changed, 24 insertions(+), 18 deletions(-) diff --git a/GraysHarborBC/GraysHarbor.ipynb b/GraysHarborBC/GraysHarbor.ipynb index f4ba294..f9c70e2 100644 --- a/GraysHarborBC/GraysHarbor.ipynb +++ b/GraysHarborBC/GraysHarbor.ipynb @@ -34,7 +34,7 @@ "### The project follows from https://github.com/rjleveque/geoclaw_tides/tree/main/GraysHarbor\n", "In Dr. Randall Leveque's example, the tides are forced inside the domain, the boundary condition is implemented as zero-order extrapolation.\n", "\n", - "The maximal tidal forcing is implemented from longitude -124.7 to -124.4 and a linear tapered forcing is implemented from longitude -124.3 to -124.19." + "The maximal tidal forcing is implemented from longitude -124.7 to -124.3 and a linear tapered forcing is implemented from longitude -124.3 to -124.19." ] }, { diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb index 784c740..4f9335c 100644 --- a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb +++ b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb @@ -1,12 +1,15 @@ { "cells": [ { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": null, "metadata": {}, + "outputs": [], "source": [ - "Timeshift, 3352s\n", - "\n", - "Signal should be multiplied by 1.17" + "#Timeshift\n", + "tshift = 3352\n", + "#Signal should be multiplied by\n", + "sigmul = 1.17" ] }, { @@ -128,8 +131,8 @@ "outputs": [], "source": [ "#export data used for graphing\n", - "t = t_westport - 3352\n", - "eta = etap_westport * 1.17\n", + "t = t_westport - tshift\n", + "eta = etap_westport * sigmul \n", "\n", "fname = 'tidedata_dec2015.txt'\n", "d = vstack((t, eta)).T\n", @@ -171,9 +174,9 @@ "outputs": [], "source": [ "from scipy.interpolate import interp1d\n", - "f = interp1d(t_westport -3352, etap_westport)\n", + "f = interp1d(t_westport -tshift, etap_westport)\n", "x = np.linspace(0, 400000, num=100000, endpoint=True)\n", - "plt.plot(x, 1.17*f(x))\n", + "plt.plot(x, sigmul *f(x))\n", "xlabel('seconds')\n", "ylabel('meters relative to %s' % datum);\n", "title('Continuous Tidal Signal')\n", diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb index 48bd3b6..07bcef2 100644 --- a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb +++ b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb @@ -1,12 +1,15 @@ { "cells": [ { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": null, "metadata": {}, + "outputs": [], "source": [ - "Timeshift 3220s\n", - "\n", - "Signal should increase by ratio 1.04" + "#Timeshift \n", + "tshift = 3220\n", + "#Signal should be multiplied by \n", + "sigmul = 1.04" ] }, { @@ -128,8 +131,8 @@ "outputs": [], "source": [ "#export data used for graphing\n", - "t = t_westport - 3220\n", - "eta = etap_westport * 1.04\n", + "t = t_westport - tshift\n", + "eta = etap_westport * sigmul\n", "\n", "fname = 'tidedata_dec2015.txt'\n", "d = vstack((t, eta)).T\n", @@ -162,7 +165,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Since the data is discrete, we do linear interpolation to make the signal continuous. Note that we need to shift the signal by 3352 seconds and increase it's magnitude by 1.17. It's implemented in bc2amr.f90 and the signal look like the graph below. " + "Since the data is discrete, we do linear interpolation to make the signal continuous. Note that we need to shift the signal by 3220 seconds and increase it's magnitude by 1.04. It's implemented in bc2amr.f90 and the signal look like the graph below. " ] }, { @@ -172,9 +175,9 @@ "outputs": [], "source": [ "from scipy.interpolate import interp1d\n", - "f = interp1d(t_westport -3220, etap_westport)\n", + "f = interp1d(t_westport -tshift, etap_westport)\n", "x = np.linspace(0, 400000, num=100000, endpoint=True)\n", - "plt.plot(x, 1.04*f(x))\n", + "plt.plot(x, sigmul*f(x))\n", "xlabel('seconds')\n", "ylabel('meters relative to %s' % datum);\n", "title('Continuous Tidal Signal')\n", From 693263ca8d2f19c29545adcb72d74d51682ae722 Mon Sep 17 00:00:00 2001 From: Yucheng Date: Fri, 12 Nov 2021 20:10:53 -0500 Subject: [PATCH 7/9] Simplify Directories --- .gitignore | 35 - .../{GraysHarbor.ipynb => 3Methods.ipynb} | 31 +- GraysHarborBC/README.md | 27 +- GraysHarborBC/RiemannGraysHarbor/README.md | 25 - .../RiemannKingTideBoundary.ipynb | 329 -------- .../sine/RiemannGraysSine.ipynb | 125 --- .../RiemannGraysHarbor/topo/README.md | 8 - GraysHarborBC/SimpleGraysHarbor/README.md | 26 - .../SimpleGraysHarbor/kingtide2015/b4run.py | 60 -- .../SimpleGraysHarbor/kingtide2015/setplot.py | 533 ------------- .../SimpleGraysHarbor/sine/setplot.py | 538 ------------- .../topo/GraysHarborMTL.ipynb | 170 ----- .../SimpleGraysHarbor/topo/README.md | 8 - .../SimpleGraysHarbor/topo/fetch_etopo.py | 53 -- GraysHarborBC/comparison/Comparison .ipynb | 140 ---- GraysHarborBC/comparison/README.md | 5 + GraysHarborBC/comparison/compare.py | 53 ++ GraysHarborBC/comparison/randall1102 | 720 ------------------ GraysHarborBC/comparison/randall1187 | 720 ------------------ .../KingTide.ipynb} | 33 +- .../sine => kingtide2015}/Makefile | 0 GraysHarborBC/kingtide2015/README.md | 14 + .../kingtide2015/b4run.py | 0 GraysHarborBC/kingtide2015/bc2amr.f90 | 340 +++++++++ .../kingtide2015/setplot.py | 0 .../kingtide2015/setrun.py | 0 .../src/Riemann}/bc2amr.f90 | 30 +- .../kingtide2015/src/Simple/bc2amr.f90 | 340 +++++++++ .../src/ocean-forcing}/Makefile | 7 +- .../src/ocean-forcing/setprob.f90 | 29 + .../src/ocean-forcing/setprob_module.f90 | 9 + .../src/ocean-forcing}/setrun.py | 61 +- .../kingtide2015/src/ocean-forcing/src2.f90 | 312 ++++++++ .../GraysSine.ipynb} | 19 +- .../kingtide2015 => sine}/Makefile | 0 GraysHarborBC/sine/README.md | 7 + .../{SimpleGraysHarbor => }/sine/bc2amr.f90 | 6 +- .../{RiemannGraysHarbor => }/sine/setplot.py | 0 .../{RiemannGraysHarbor => }/sine/setrun.py | 0 .../sine => sine/src/Riemann}/bc2amr.f90 | 0 .../src/Simple}/bc2amr.f90 | 17 +- .../src/ocean-forcing}/Makefile | 14 +- .../sine/src/ocean-forcing/setprob.f90 | 30 + .../sine/src/ocean-forcing/setprob_module.f90 | 9 + .../sine => sine/src/ocean-forcing}/setrun.py | 62 +- GraysHarborBC/sine/src/ocean-forcing/src2.f90 | 312 ++++++++ .../topo/GraysHarborMTL.ipynb | 0 GraysHarborBC/topo/README.md | 11 + .../topo/fetch_etopo.py | 0 NewYorkBC/README.md | 1 - NewYorkBC/sine/.data | 0 NewYorkBC/sine/.output | 1 - 52 files changed, 1642 insertions(+), 3628 deletions(-) delete mode 100644 .gitignore rename GraysHarborBC/{GraysHarbor.ipynb => 3Methods.ipynb} (86%) delete mode 100644 GraysHarborBC/RiemannGraysHarbor/README.md delete mode 100644 GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb delete mode 100644 GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb delete mode 100644 GraysHarborBC/RiemannGraysHarbor/topo/README.md delete mode 100644 GraysHarborBC/SimpleGraysHarbor/README.md delete mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/b4run.py delete mode 100644 GraysHarborBC/SimpleGraysHarbor/kingtide2015/setplot.py delete mode 100644 GraysHarborBC/SimpleGraysHarbor/sine/setplot.py delete mode 100644 GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb delete mode 100644 GraysHarborBC/SimpleGraysHarbor/topo/README.md delete mode 100644 GraysHarborBC/SimpleGraysHarbor/topo/fetch_etopo.py delete mode 100644 GraysHarborBC/comparison/Comparison .ipynb create mode 100644 GraysHarborBC/comparison/README.md create mode 100644 GraysHarborBC/comparison/compare.py delete mode 100644 GraysHarborBC/comparison/randall1102 delete mode 100644 GraysHarborBC/comparison/randall1187 rename GraysHarborBC/{SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb => kingtide2015/KingTide.ipynb} (86%) rename GraysHarborBC/{RiemannGraysHarbor/sine => kingtide2015}/Makefile (100%) create mode 100644 GraysHarborBC/kingtide2015/README.md rename GraysHarborBC/{RiemannGraysHarbor => }/kingtide2015/b4run.py (100%) create mode 100644 GraysHarborBC/kingtide2015/bc2amr.f90 rename GraysHarborBC/{RiemannGraysHarbor => }/kingtide2015/setplot.py (100%) rename GraysHarborBC/{SimpleGraysHarbor => }/kingtide2015/setrun.py (100%) rename GraysHarborBC/{RiemannGraysHarbor/kingtide2015 => kingtide2015/src/Riemann}/bc2amr.f90 (95%) create mode 100644 GraysHarborBC/kingtide2015/src/Simple/bc2amr.f90 rename GraysHarborBC/{SimpleGraysHarbor/sine => kingtide2015/src/ocean-forcing}/Makefile (96%) create mode 100644 GraysHarborBC/kingtide2015/src/ocean-forcing/setprob.f90 create mode 100644 GraysHarborBC/kingtide2015/src/ocean-forcing/setprob_module.f90 rename GraysHarborBC/{RiemannGraysHarbor/kingtide2015 => kingtide2015/src/ocean-forcing}/setrun.py (95%) create mode 100644 GraysHarborBC/kingtide2015/src/ocean-forcing/src2.f90 rename GraysHarborBC/{SimpleGraysHarbor/sine/SimpleGraysSine.ipynb => sine/GraysSine.ipynb} (79%) rename GraysHarborBC/{SimpleGraysHarbor/kingtide2015 => sine}/Makefile (100%) create mode 100644 GraysHarborBC/sine/README.md rename GraysHarborBC/{SimpleGraysHarbor => }/sine/bc2amr.f90 (99%) rename GraysHarborBC/{RiemannGraysHarbor => }/sine/setplot.py (100%) rename GraysHarborBC/{RiemannGraysHarbor => }/sine/setrun.py (100%) rename GraysHarborBC/{RiemannGraysHarbor/sine => sine/src/Riemann}/bc2amr.f90 (100%) rename GraysHarborBC/{SimpleGraysHarbor/kingtide2015 => sine/src/Simple}/bc2amr.f90 (97%) rename GraysHarborBC/{RiemannGraysHarbor/kingtide2015 => sine/src/ocean-forcing}/Makefile (93%) create mode 100644 GraysHarborBC/sine/src/ocean-forcing/setprob.f90 create mode 100644 GraysHarborBC/sine/src/ocean-forcing/setprob_module.f90 rename GraysHarborBC/{SimpleGraysHarbor/sine => sine/src/ocean-forcing}/setrun.py (95%) create mode 100644 GraysHarborBC/sine/src/ocean-forcing/src2.f90 rename GraysHarborBC/{RiemannGraysHarbor => }/topo/GraysHarborMTL.ipynb (100%) create mode 100644 GraysHarborBC/topo/README.md rename GraysHarborBC/{RiemannGraysHarbor => }/topo/fetch_etopo.py (100%) delete mode 100644 NewYorkBC/sine/.data delete mode 100644 NewYorkBC/sine/.output diff --git a/.gitignore b/.gitignore deleted file mode 100644 index 8fa400b..0000000 --- a/.gitignore +++ /dev/null @@ -1,35 +0,0 @@ -# Prerequisites -*.d - -# Compiled Object files -*.slo -*.lo -*.o -*.obj - -# Precompiled Headers -*.gch -*.pch - -# Compiled Dynamic libraries -*.so -*.dylib -*.dll - -# Fortran module files -*.mod -*.smod - -# Compiled Static libraries -*.lai -*.la -*.a -*.lib - -# Executables -*.exe -*.out -*.app - -# Hidden Files -.* diff --git a/GraysHarborBC/GraysHarbor.ipynb b/GraysHarborBC/3Methods.ipynb similarity index 86% rename from GraysHarborBC/GraysHarbor.ipynb rename to GraysHarborBC/3Methods.ipynb index f9c70e2..12e5fc5 100644 --- a/GraysHarborBC/GraysHarbor.ipynb +++ b/GraysHarborBC/3Methods.ipynb @@ -10,23 +10,6 @@ "from IPython.display import Image" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## This directory simulate tides in Grays Harbor, WA, using boundary conditions. \n", - "\n", - "### First, a sine tidal signal is implemented on the left boundary to get \n", - "\n", - "1.The high tide time lag between the boundary and NOAA station 1102 at Westport \n", - "\n", - "2.The high tide amplitude at NOAA station 1102\n", - "\n", - "### Second, simulates the King Tide event from December, 2015\n", - "\n", - "The left boundary condition is implemented using the existing NOAA 1102 tides prediction data, but the data is shifted by the time lag and divided by the amplitude observed in sine boundary condition example." - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -34,7 +17,9 @@ "### The project follows from https://github.com/rjleveque/geoclaw_tides/tree/main/GraysHarbor\n", "In Dr. Randall Leveque's example, the tides are forced inside the domain, the boundary condition is implemented as zero-order extrapolation.\n", "\n", - "The maximal tidal forcing is implemented from longitude -124.7 to -124.3 and a linear tapered forcing is implemented from longitude -124.3 to -124.19." + "The maximal tidal forcing is implemented from longitude -124.7 to -124.3 and a linear tapered forcing is implemented from longitude -124.3 to -124.19.\n", + "\n", + "We call this method ocean forcing." ] }, { @@ -43,7 +28,7 @@ "source": [ "### Simple and Riemann\n", "\n", - "We explore two ways of implementing a tidal signal at the boundary, we call the two ways Simple and Riemann\n", + "We explore two ways of implementing a tidal signal at the boundary, we call the two methods Simple and Riemann\n", "\n", "Geoclaw breaks the domain into smaller rectangle cells, label them $ (i,j)$ in terms of locations, define \n", "\n", @@ -70,8 +55,6 @@ "\n", "val(3, i, j) = 0\n", "\n", - "It's implemented in ./SimpleGraysHarbor directory\n", - "\n", "### Riemann\n", "\n", "Geoclaw uses shallow water Riemann solver, so this method sets $h_m - h_r$ in the Riemann problem as the tidal signal.\n", @@ -157,11 +140,7 @@ " \n", "else\n", "\n", - " val(2, i, j) = (h_m*u_r - 2*h_r*(sqrt(9.81*h_r)-sqrt(9.81*h_m)))/h_m\n", - " \n", - " \n", - "\n", - "It's implemented in ./RiemannGraysHarbor directory" + " val(2, i, j) = (h_m*u_r - 2*h_r*(sqrt(9.81*h_r)-sqrt(9.81*h_m)))/h_m" ] }, { diff --git a/GraysHarborBC/README.md b/GraysHarborBC/README.md index 0becb4b..9a0d9ba 100644 --- a/GraysHarborBC/README.md +++ b/GraysHarborBC/README.md @@ -1,8 +1,31 @@ -## See GraysHarbor.ipynb +## This directory simulate tides in Grays Harbor, WA with 3 methods. + +### First, a sine tidal signal is implemented to get + +1.The high tide time lag between the sine wave and NOAA station 1102 at Westport + +2.The high tide amplitude at NOAA station 1102 + +This is done in ./sine + +### Second, simulates the King Tide event from December, 2015 + +The tidal condition is implemented using the existing NOAA 1102 tides prediction data, but the data is shifted by the time lag and divided by the amplitude observed in the sine example. + +This is done in ./kingtide2015 + +## 3Methods.ipynb + +It explains "Simple", "Riemann" and ocean forcing method. + +## `topo` directory + +It creates Grays Harbor topography. ## `comparison` directory -compares tidal predictions of the 3 methods (Simple, Riemann and ocean forcing) used for King Tide event from December, 2015 +It compares tidal predictions of the 3 methods (Simple, Riemann and ocean forcing) used for King Tide event from December, 2015 + Feel free to contact yz3889@columbia.edu if you have any questions about the code. diff --git a/GraysHarborBC/RiemannGraysHarbor/README.md b/GraysHarborBC/RiemannGraysHarbor/README.md deleted file mode 100644 index fc199b7..0000000 --- a/GraysHarborBC/RiemannGraysHarbor/README.md +++ /dev/null @@ -1,25 +0,0 @@ -## `topo` directory - -Use [GraysHarborMTL.ipynb](topo/GraysHarborMTL.html) to download 1/3 arcsecond -topography data that is referenced to MHW and adjust it so that it is -more closely aligned with Mean Tide Level (MTL). Since we are modeling -the tide, we want to use topography referenced to MTL if possible. - -Use `fetch_etopo.py` to download 1 arcminute topography of the coastal -region from the etopo1 database. - -## `sine` directory - -In this directory boundary condition is applied using -pure sine wave oscillation with amplitude 1. Examining the resulting gauge -time series at the Westport gauge allows us to determine how much this wave -is amplified and the time lag between the boundary signal and the response -at Westport. - -## `kingtide2015` directory - -Simulates the King Tide event from December, 2015. -The notebook downloads NOAA predictions at the Westport and Aberdeen tide gauges and adjusts -the Westport data to obtain the tidal signal to be applied on the left boundary. -After running GeoClaw with this input, the same notebook shows the -resulting simulated tides compared to the NOAA predictions. diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb b/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb deleted file mode 100644 index 4f9335c..0000000 --- a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/RiemannKingTideBoundary.ipynb +++ /dev/null @@ -1,329 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "#Timeshift\n", - "tshift = 3352\n", - "#Signal should be multiplied by\n", - "sigmul = 1.17" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "%pylab inline\n", - "import datetime\n", - "from scipy.interpolate import interp1d\n", - "from clawpack.geoclaw import util\n", - "import clawpack.pyclaw.gauges as gauges" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Download tide gauge data for Westport and Aberdeen" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "station_westport = '9441102'\n", - "MLW_westport = -1.068 # m relative to MTL\n", - "MHW_westport = 1.068 # m relative to MTL\n", - "\n", - "station_aberdeen = '9441187'\n", - "MLW_aberdeen = -1.21 # m relative to MTL\n", - "MHW_aberdeen = 1.21 # m relative to MTL\n", - "\n", - "begin_date = datetime.datetime(2015,12,21)\n", - "end_date = datetime.datetime(2015,12,26)\n", - "time_zone = 'GMT'\n", - "datum = 'MTL'\n", - "units = 'metric'\n", - "cache_dir = '.'\n", - "\n", - "time_westport, eta_westport, etap_westport = \\\n", - " util.fetch_noaa_tide_data(station_westport, begin_date, end_date,\n", - " time_zone, datum, units, cache_dir)\n", - "\n", - "time_aberdeen, eta_aberdeen, etap_aberdeen = \\\n", - " util.fetch_noaa_tide_data(station_aberdeen, begin_date, end_date,\n", - " time_zone, datum, units, cache_dir)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "figure(figsize=(13,6))\n", - "plot(time_westport, etap_westport, 'b', label='Westport %s' % station_westport)\n", - "plot(time_westport, MHW_westport*ones(time_westport.shape),'b--', label=\"MLW/MHW Westport\")\n", - "plot(time_westport, MLW_westport*ones(time_westport.shape),'b--')\n", - "\n", - "plot(time_aberdeen, etap_aberdeen, 'r', label='Aberdeen %s' % station_aberdeen)\n", - "plot(time_aberdeen, MHW_aberdeen*ones(time_aberdeen.shape),'r--', label=\"MLW/MHW Aberdeen\")\n", - "plot(time_aberdeen, MLW_aberdeen*ones(time_aberdeen.shape),'r--')\n", - "\n", - "grid(True)\n", - "xticks(rotation=20)\n", - "legend()\n", - "title('NOAA predicted tides in Grays Harbor')\n", - "ylabel('meters relative to %s' % datum);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Convert datetimes to elapsed seconds" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# convert to elapsed seconds:\n", - "dt_westport = time_westport - time_westport[0]\n", - "t_westport = array([dt.item().total_seconds() for dt in dt_westport])\n", - "\n", - "dt_aberdeen = time_aberdeen - time_aberdeen[0]\n", - "t_aberdeen = array([dt.item().total_seconds() for dt in dt_aberdeen])" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "figure(figsize=(13,6))\n", - "plot(t_westport, etap_westport, 'b', label='Westport %s' % station_westport)\n", - "plot(t_aberdeen, etap_aberdeen, 'r', label='Aberdeen %s' % station_aberdeen)\n", - "\n", - "\n", - "grid(True)\n", - "xticks(rotation=20)\n", - "xlabel('seconds')\n", - "legend()\n", - "title('NOAA predicted tides in Grays Harbor')\n", - "ylabel('meters relative to %s' % datum);" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "#export data used for graphing\n", - "t = t_westport - tshift\n", - "eta = etap_westport * sigmul \n", - "\n", - "fname = 'tidedata_dec2015.txt'\n", - "d = vstack((t, eta)).T\n", - "mt = d.shape[0]\n", - "header = '%i # mt' % mt\n", - "savetxt(fname, d, header=header, comments='')\n", - "print('Created ',fname)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Linear interpolate the tidal signal\n", - "We use the signal at Westport to derive our left boundary condition, \n", - "#### etap_westport is exported as height.txt below, CREATE AND MOVE IT TO ./_output directory. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "numpy.savetxt(\"height.txt\", etap_westport, fmt=\"%s\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Since the data is discrete, we do linear interpolation to make the signal continuous. Note that we need to shift the signal by 3352 seconds and increase it's magnitude by 1.17. It's implemented in bc2amr.f90 and the signal look like the graph below. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from scipy.interpolate import interp1d\n", - "f = interp1d(t_westport -tshift, etap_westport)\n", - "x = np.linspace(0, 400000, num=100000, endpoint=True)\n", - "plt.plot(x, sigmul *f(x))\n", - "xlabel('seconds')\n", - "ylabel('meters relative to %s' % datum);\n", - "title('Continuous Tidal Signal')\n", - "plt.show()\n", - "print(\"Ocean level at time 0 =\",f(0))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Plot GeoClaw results" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "scrolled": false - }, - "outputs": [], - "source": [ - "import numpy\n", - "\n", - "outdir = '_output'\n", - "\n", - "figure(figsize=(13,5))\n", - "colors = ['b','r','m','g']\n", - "\n", - "for k,gaugeno in enumerate([1102,1187]):\n", - " gauge = gauges.GaugeSolution(gaugeno, outdir)\n", - " t = gauge.t / 3600. # convert to hours\n", - " q = gauge.q\n", - " eta = q[3,:]\n", - " if gaugeno==1102:\n", - " plot(t, eta, colors[k], label='GeoClaw 1102 - Westport')\n", - " result = numpy.where(eta[0:15000] == numpy.amax(eta[0:15000]))\n", - "\n", - " elif gaugeno==1187:\n", - " plot(t, eta, colors[k], label='GeoClaw 1187 - Aberdeen')\n", - " else:\n", - " plot(t, eta, colors[k], label='GeoClaw Gauge %s' % gaugeno)\n", - " \n", - " \n", - "plot(t_westport/3600., etap_westport, 'c', label='NOAA 1102 - Westport')\n", - "plot(t_aberdeen/3600., etap_aberdeen, 'm', label='NOAA 1187 - Aberdeen')\n", - "\n", - "xlim(0,72)\n", - "ylim(-2.5,2.5)\n", - "legend(loc='upper left', fontsize=8)\n", - "xlabel('hours')\n", - "ylabel('Surface relative to MTL (m)')\n", - "title('Grays Harbor tides (Riemann), Dec. 21-23, 2015')\n", - "grid(True)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "#Show error, export error\n", - "\n", - "def find_nearest(array, value):\n", - " array = numpy.asarray(array)\n", - " idx = (numpy.abs(array - value)).argmin()\n", - " return idx\n", - "\n", - "from operator import sub\n", - "outdir = '_output'\n", - "\n", - "figure(figsize=(13,5))\n", - "colors = ['b','r','m','g']\n", - "\n", - "for k,gaugeno in enumerate([1102,1187]):\n", - " gauge = gauges.GaugeSolution(gaugeno, outdir)\n", - " t = gauge.t / 3600. # convert to hours\n", - " q = gauge.q\n", - " eta = q[3,:]\n", - " \n", - " if gaugeno==1102:\n", - " i = 0\n", - " x_select = []\n", - " t_select = []\n", - "\n", - " while i < 720: \n", - " x_select.append(eta[find_nearest(t, i/10)]) \n", - " t_select.append(t[find_nearest(t, i/10)])\n", - " \n", - " i += 1 \n", - " plot(t_westport[0:720]/3600, list( map(sub, etap_westport[0:720], x_select) ), \n", - " colors[k], label='1102, NOAA minus GeoClaw') \n", - "\n", - " numpy.savetxt(\"riemann1102\", \n", - " list( map(sub, etap_westport[0:720], x_select) ),\n", - " delimiter =\", \", \n", - " fmt ='% s') \n", - " \n", - " \n", - " \n", - " elif gaugeno==1187:\n", - " i = 0\n", - " x_select = []\n", - " t_select = []\n", - " while i < 720: \n", - " x_select.append(eta[find_nearest(t, i/10)]) \n", - " t_select.append(t[find_nearest(t, i/10)])\n", - " \n", - " i += 1 \n", - " plot(t_westport[0:720]/3600, list( map(sub, etap_aberdeen[0:720], x_select) ), \n", - " colors[k], label='1187, NOAA minus GeoClaw') \n", - " \n", - " numpy.savetxt(\"riemann1187\", \n", - " list( map(sub, etap_aberdeen[0:720], x_select) ),\n", - " delimiter =\", \", \n", - " fmt ='% s') \n", - " \n", - "xlim(0,72) \n", - "ylim(-2.5,2.5)\n", - "legend(loc='upper left', fontsize=8)\n", - "xlabel('hours')\n", - "ylabel('m')\n", - "title('Grays Harbor Difference, Dec. 21-23, 2015')\n", - "grid(True)" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "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": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb b/GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb deleted file mode 100644 index eef2548..0000000 --- a/GraysHarborBC/RiemannGraysHarbor/sine/RiemannGraysSine.ipynb +++ /dev/null @@ -1,125 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Grays Harbor Tides with Sine Boundary Condition\n", - "\n", - "First run the GeoClaw code and then use this notebook to examine the gauge results.\n", - "\n", - "The tidal signal is $\\sin(2\\pi t / T)$ implemented on the left boundary, a pure sine wave with amplitude 1 and period $T = 12\\times 3600 = $ 12 hours" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "%matplotlib inline" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from pylab import *" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from IPython.display import Image\n", - "import clawpack.pyclaw.gauges as gauges" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "scrolled": false - }, - "outputs": [], - "source": [ - "figure(400, figsize=(13,6))\n", - "clf()\n", - "colors = ['k','b','r']\n", - "\n", - "outdir = '_output'\n", - "\n", - "for k,gaugeno in enumerate([0,1102,1187]):\n", - " gauge = gauges.GaugeSolution(gaugeno, outdir)\n", - " t = gauge.t / 3600. # convert to hours\n", - " q = gauge.q\n", - " eta = q[3,:]\n", - " plot(t, eta, colors[k], label='Gauge %s' % gaugeno)\n", - "\n", - " # determine amplification and time shift:\n", - " m2 = int(floor(0.75*len(eta)))\n", - " eta2 = eta[m2:] # last part of eta signal\n", - " etamax2 = eta2.max()\n", - " etamin2 = eta2.min()\n", - " t2 = t[m2:]\n", - " jtmax = argmax(eta2) \n", - " tshift = (t2[jtmax] - 39.)*3600.\n", - " \n", - " print('At gauge %i, etamin2 = %.3f, etamax2 = %.3f at tshift = %.1f s' \\\n", - " % (gaugeno,etamin2,etamax2,tshift))\n", - "\n", - "tperiod = 12\n", - "eta = 1.*sin(2*pi*t/tperiod)\n", - "plot(t, eta, 'k--', label='Sine')\n", - "\n", - "legend(loc='upper right')\n", - "xlabel('hours')\n", - "ylabel('Surface relative to MTL (m)')\n", - "grid(True)\n", - "title('Sine wave BC in ocean and resulting GeoClaw gauge results');\n", - "\n", - "xticks(arange(0,t[-1]+0.1,12))\n", - "xlim(0,60)\n", - "\n", - "if 0:\n", - " fname = 'GaugeComparison.png'\n", - " savefig(fname, bbox_inches='tight')\n", - " print('Created %s' % fname) " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Notes:\n", - "\n", - "- Given an observed tide at Westport that we want to match, we can shift it by about 3352 seconds and increase it by a factor 1.17 in order to obtain the signal to use at the left boundary. This is illustrated in the example `../grays_kingtide2015`.\n" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "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": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/GraysHarborBC/RiemannGraysHarbor/topo/README.md b/GraysHarborBC/RiemannGraysHarbor/topo/README.md deleted file mode 100644 index c8e5883..0000000 --- a/GraysHarborBC/RiemannGraysHarbor/topo/README.md +++ /dev/null @@ -1,8 +0,0 @@ -# GraysHarbor/topo - -Use `fetch_etopo.py` to obtain etopo1 data for the offshore region. - -Use `GraysHarborMTL.ipynb` to construct the 1/3" DEM for Grays Harbor that -is approximately referenced to Mean Tide Level. - -Move the resulting .asc files into the `topofiles` subdirectory. diff --git a/GraysHarborBC/SimpleGraysHarbor/README.md b/GraysHarborBC/SimpleGraysHarbor/README.md deleted file mode 100644 index 32fe64f..0000000 --- a/GraysHarborBC/SimpleGraysHarbor/README.md +++ /dev/null @@ -1,26 +0,0 @@ -## `topo` directory - -Use [GraysHarborMTL.ipynb](topo/GraysHarborMTL.html) to download 1/3 arcsecond -topography data that is referenced to MHW and adjust it so that it is -more closely aligned with Mean Tide Level (MTL). Since we are modeling -the tide, we want to use topography referenced to MTL if possible. - -Use `fetch_etopo.py` to download 1 arcminute topography of the coastal -region from the etopo1 database. - -## `sine` directory - -In this directory boundary condition is applied using -pure sine wave oscillation with amplitude 1. Examining the resulting gauge -time series at the Westport gauge allows us to determine how much this wave -is amplified and the time lag between the boundary signal and the response -at Westport. - -## `kingtide2015` directory - -Simulates the King Tide event from December, 2015. -The notebook downloads NOAA predictions at the Westport and Aberdeen tide gauges and adjusts -the Westport data to obtain the tidal signal to be applied on the left boundary. -After running GeoClaw with this input, the same notebook shows the -resulting simulated tides compared to the NOAA predictions. - diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/b4run.py b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/b4run.py deleted file mode 100644 index f85b5ef..0000000 --- a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/b4run.py +++ /dev/null @@ -1,60 +0,0 @@ -""" -Sample b4run.py file. If a file like this is in the rundir directory -used by runclaw.py (e.g. the application directory from which you -execute 'make .output') this will be executed after creating the -outdir and before running the Clawpack code. - -If no b4run.py file is found in the rundir then the environment variable -B4RUN, if set, is used to locate a file used more globally, e.g. you could -set this to point to $HOME/b4ruon.py for a default version to use if there -is no local version, or you can use this version by setting B4RUN to -$CLAW/clawutil/src/python/clawutil/b4run.py - -Use this, for example, to copy any files you want to the outdir, -either because they are needed for the run or to archive them along -with the output. - -This sample version copies the Makefile and any Python or Fortran codes. - -It also creates (or appends to) a runlog.txt file containing information -about this run: the rundir and the time/date the run started. - -Adapt this file to your own needs. -""" - - -def b4run(rundir, outdir): - - import os,sys,glob,shutil,time - - # --------------------------------------------------------------------- - # files to copy to outdir (in addition to *.data files always copied): - to_copy = ['Makefile', '*.py', '*.f*', 'tidedata_dec2015.txt'] - #to_copy = ['Makefile', '*.py', '*.f*'] - - if rundir != outdir: - for pattern in to_copy: - files = glob.glob(pattern) # files matching pattern - for file in files: - print('Copying %s to %s' % (file, outdir)) - shutil.copy(file, os.path.join(outdir,file)) - - # --------------------------------------------------------------------- - # also add to outdir/runlog.txt with info about when run was done - # and from what directory: - - runlog = os.path.join(outdir, 'runlog.txt') - - tm = time.localtime() - year = str(tm.tm_year).zfill(4) - month = str(tm.tm_mon).zfill(2) - day = str(tm.tm_mday).zfill(2) - hour = str(tm.tm_hour).zfill(2) - minute = str(tm.tm_min).zfill(2) - tz = tm.tm_zone - dt = '%s-%s-%s-%s:%s%s' % (year,month,day,hour,minute,tz) - - with open(runlog,'a') as f: - f.write('Run started at %s\n' % dt) - f.write('from RUNDIR =\n %s\n' % os.path.abspath(rundir)) - diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/setplot.py b/GraysHarborBC/SimpleGraysHarbor/kingtide2015/setplot.py deleted file mode 100644 index b90fcb8..0000000 --- a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/setplot.py +++ /dev/null @@ -1,533 +0,0 @@ - -""" -Set up the plot figures, axes, and items to be done for each frame. - -This module is imported by the plotting routines and then the -function setplot is called to set the plot parameters. - -""" - -from __future__ import absolute_import -from __future__ import print_function -import numpy as np -import matplotlib.pyplot as plt -from scipy.interpolate import interp1d - -from clawpack.geoclaw import topotools -from clawpack.visclaw import gaugetools, plottools, colormaps - -cmin_water = -1. -cmax_water = 1. -cmin_speed = 0. -cmax_speed = 2. - -def speed(current_data): - """ - Return a masked array containing the speed only in wet cells. - Surface is eta = h+topo, assumed to be output as 4th column of fort.q - files. - """ - from clawpack.visclaw.geoplot import drytol_default - drytol = getattr(current_data.user, 'drytol', drytol_default) - q = current_data.q - h = q[0,:,:] - hu = q[1,:,:] - hv = q[2,:,:] - eta = q[3,:,:] - - hwet = np.ma.masked_where(h <= drytol, h) - speed = np.sqrt(hu**2 + hv**2) / hwet # will be masked where dry - - try: - # Use mask covering coarse regions if it's set: - m = current_data.mask_coarse - speed = numpy.ma.masked_where(m, speed) - except: - pass - - return speed - -sea_level = -0.468 -tide_data = np.loadtxt('tidedata_dec2015.txt', skiprows=1) -t_tide = tide_data[:,0] / 3600. -#offset = 2.561 # from MLLW to MHW -offset = 0. -eta_tide = interp1d(t_tide, tide_data[:,1]-offset, bounds_error=False, - fill_value = np.nan) - - - -def plot_tide(current_data): - from pylab import linspace,plot,grid,title,cos,pi,xlabel,ylabel,xticks - from pylab import xlim,ylim - tframe = current_data.t / 3600. - tt = linspace(t_tide[0],t_tide[-1],1000) - # forcing: - #tperiod = 16 - #eta_tide = lambda t: 1.5*(cos(2*pi*t/tperiod) - 1.) - plot(tt, eta_tide(tt), 'k') - plot([tframe],[eta_tide(tframe)], 'ro') - grid(True) - title('Tide stage in ocean') - xticks(np.arange(0,5.1*24,24)) - xlabel('hours') - ylabel('meters (0=MTL)') - xlim(0,120) - ylim(-2,2) - -def plot_src_boxes(): - - if 0: - # Johns River - x1rs = -123.951 - x2rs = -123.950 - y1rs = 46.8815 - y2rs = 46.8825 - - if 0: - # Chehalis River: - x1rs = -123.743 - x2rs = -123.740 - y1rs = 46.956 - y2rs = 46.958 - kwargs = {'color':'yellow', 'linewidth':1} - plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) - - # Wishkah River - x1rs = -123.811 - x2rs = -123.810 - y1rs = 46.990 - y2rs = 46.991 - plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) - - # Hoquiam River - x1rs = -123.886 - x2rs = -123.885 - y1rs = 46.995 - y2rs = 46.996 - plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) - - -#-------------------------- -def setplot(plotdata=None): -#-------------------------- - - """ - Specify what is to be plotted at each frame. - Input: plotdata, an instance of pyclaw.plotters.data.ClawPlotData. - Output: a modified version of plotdata. - - """ - - - from clawpack.visclaw import colormaps, geoplot - from numpy import linspace - - if plotdata is None: - from clawpack.visclaw.data import ClawPlotData - plotdata = ClawPlotData() - - - plotdata.clearfigures() # clear any old figures,axes,items data - plotdata.format = 'binary' # 'ascii' or 'binary' to match setrun.py - - - # To plot gauge locations on pcolor or contour plot, use this as - # an afteraxis function: - - def addgauges(current_data): - from clawpack.visclaw import gaugetools - gaugetools.plot_gauge_locations(current_data.plotdata, \ - gaugenos=[0,1102,1187], format_string='ko', add_labels=True) - - - #----------------------------------------- - # Figure for surface - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Domain', figno=50) - plotfigure.kwargs = {'figsize':(13,8)} - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes('pcolor') - plotaxes.axescmd = 'axes([.1,.1,.85,.6])' - plotaxes.title = 'Surface' - plotaxes.scaled = True - plotaxes.xlimits = [-124.65,-123.65] - plotaxes.ylimits = [46.8, 47.1] - - def fixup(current_data): - import pylab - addgauges(current_data) - t = current_data.t - t = t / 3600. # hours - pylab.title('Surface at %4.2f hours' % t, fontsize=15) - pylab.xticks(fontsize=10) - pylab.yticks(fontsize=10) - pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) - plotaxes.afteraxes = fixup - - # Water - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.surface_or_depth - plotitem.pcolor_cmap = geoplot.tsunami_colormap - plotitem.pcolor_cmin = cmin_water - plotitem.pcolor_cmax = cmax_water - plotitem.add_colorbar = True - plotitem.colorbar_shrink = 0.6 - plotitem.colorbar_kwargs = {'extend':'both'} - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # Land - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.land - plotitem.pcolor_cmap = geoplot.land_colors - plotitem.pcolor_cmin = 0.0 - plotitem.pcolor_cmax = 100.0 - plotitem.add_colorbar = False - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # add contour lines of bathy if desired: - plotitem = plotaxes.new_plotitem(plot_type='2d_contour') - plotitem.show = False - plotitem.plot_var = geoplot.topo - plotitem.contour_levels = linspace(-3000,-3000,1) - plotitem.amr_contour_colors = ['y'] # color on each level - plotitem.kwargs = {'linestyles':'solid','linewidths':2} - plotitem.amr_contour_show = [1,0,0] - plotitem.celledges_show = 0 - plotitem.patchedges_show = 0 - - - plotaxes = plotfigure.new_plotaxes('1d_plot') - plotaxes.axescmd = 'axes([.1,.75,.7,.15])' - plotaxes.afteraxes = plot_tide - - - - #----------------------------------------- - # Figure for surface - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Surface', figno=0) - plotfigure.kwargs = {'figsize':(13,8)} - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes('pcolor') - plotaxes.axescmd = 'axes([.1,.1,.85,.6])' - plotaxes.title = 'Surface' - plotaxes.scaled = True - #plotaxes.xlimits = [-124.23,-123.65] - plotaxes.xlimits = [-124.25,-123.65] - plotaxes.ylimits = [46.82, 47.06] - - def fixup(current_data): - import pylab - addgauges(current_data) - t = current_data.t - t = t / 3600. # hours - pylab.title('Surface at %4.2f hours' % t, fontsize=15) - pylab.xticks(fontsize=10) - pylab.yticks(fontsize=10) - pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) - plotaxes.afteraxes = fixup - - # Water - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.surface_or_depth - plotitem.pcolor_cmap = geoplot.tsunami_colormap - plotitem.pcolor_cmin = cmin_water - plotitem.pcolor_cmax = cmax_water - plotitem.add_colorbar = True - plotitem.colorbar_shrink = 0.6 - plotitem.colorbar_kwargs = {'extend':'both'} - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # Land - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.land - plotitem.pcolor_cmap = geoplot.land_colors - plotitem.pcolor_cmin = 0.0 - plotitem.pcolor_cmax = 100.0 - plotitem.add_colorbar = False - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # add contour lines of bathy if desired: - plotitem = plotaxes.new_plotitem(plot_type='2d_contour') - plotitem.show = False - plotitem.plot_var = geoplot.topo - plotitem.contour_levels = linspace(-3000,-3000,1) - plotitem.amr_contour_colors = ['y'] # color on each level - plotitem.kwargs = {'linestyles':'solid','linewidths':2} - plotitem.amr_contour_show = [1,0,0] - plotitem.celledges_show = 0 - plotitem.patchedges_show = 0 - - - plotaxes = plotfigure.new_plotaxes('1d_plot') - plotaxes.axescmd = 'axes([.1,.75,.7,.15])' - plotaxes.afteraxes = plot_tide - - - - #----------------------------------------- - # Figure for speed - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Speed', figno=1) - plotfigure.kwargs = {'figsize':(13,8)} - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes('pcolor') - plotaxes.axescmd = 'axes([.1,.1,.85,.6])' - plotaxes.title = 'Surface' - plotaxes.scaled = True - #plotaxes.xlimits = [-124.23,-123.65] - plotaxes.xlimits = [-124.25,-123.65] - plotaxes.ylimits = [46.82, 47.06] - - def fixup(current_data): - import pylab - addgauges(current_data) - t = current_data.t - t = t / 3600. # hours - pylab.title('Speed at %4.2f hours' % t, fontsize=15) - pylab.xticks(fontsize=10) - pylab.yticks(fontsize=10) - pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) - plotaxes.afteraxes = fixup - - # Water - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = speed - plotitem.pcolor_cmap = colormaps.blue_yellow_red - plotitem.pcolor_cmin = cmin_speed - plotitem.pcolor_cmax = cmax_speed - plotitem.add_colorbar = True - plotitem.colorbar_shrink = 0.6 - plotitem.colorbar_kwargs = {'extend':'max'} - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # Land - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.land - plotitem.pcolor_cmap = geoplot.land_colors - plotitem.pcolor_cmin = 0.0 - plotitem.pcolor_cmax = 100.0 - plotitem.add_colorbar = False - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # add contour lines of bathy if desired: - plotitem = plotaxes.new_plotitem(plot_type='2d_contour') - plotitem.show = False - plotitem.plot_var = geoplot.topo - plotitem.contour_levels = linspace(-3000,-3000,1) - plotitem.amr_contour_colors = ['y'] # color on each level - plotitem.kwargs = {'linestyles':'solid','linewidths':2} - plotitem.amr_contour_show = [1,0,0] - plotitem.celledges_show = 0 - plotitem.patchedges_show = 0 - - plotaxes = plotfigure.new_plotaxes('1d_plot') - plotaxes.axescmd = 'axes([.1,.75,.7,.15])' - plotaxes.afteraxes = plot_tide - - #----------------------------------------- - # Figure for zoom - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Aberdeen', figno=10) - plotfigure.kwargs = {'figsize':(11,8)} - #plotfigure.show = False - xlimits = [-123.89,-123.73] - ylimits = [46.94, 46.996] - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes('pcolor') - plotaxes.axescmd = 'axes([.1,.1,.85,.5])' - plotaxes.title = 'Surface' - plotaxes.scaled = True - plotaxes.xlimits = xlimits - plotaxes.ylimits = ylimits - - - def fixup(current_data): - import pylab - #addgauges(current_data) - gaugetools.plot_gauge_locations(current_data.plotdata, \ - gaugenos=range(54,58), format_string='ko', add_labels=True) - t = current_data.t - t = t / 3600. # hours - pylab.title('Aberdeen at t = %.2f hours' % t, fontsize=15) - pylab.xticks(rotation=20,fontsize=10) - pylab.yticks(fontsize=10) - pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) - pylab.ticklabel_format(useOffset=False) - plot_src_boxes() - - plotaxes.afteraxes = fixup - - # Water - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - #plotitem.plot_var = geoplot.surface - plotitem.plot_var = geoplot.surface_or_depth - plotitem.pcolor_cmap = geoplot.tsunami_colormap - plotitem.pcolor_cmin = cmin_water - plotitem.pcolor_cmax = cmax_water - plotitem.add_colorbar = True - plotitem.colorbar_shrink = 0.7 - plotitem.colorbar_kwargs = {'extend':'both'} - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # Land - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.land - plotitem.pcolor_cmap = geoplot.land_colors - plotitem.pcolor_cmin = 0.0 - plotitem.pcolor_cmax = 100.0 - plotitem.add_colorbar = False - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - plotaxes = plotfigure.new_plotaxes('1d_plot') - plotaxes.axescmd = 'axes([.1,.75,.7,.15])' - plotaxes.afteraxes = plot_tide - - #----------------------------------------- - # Figure for zoom - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Aberdeen speed', figno=11) - plotfigure.kwargs = {'figsize':(11,8)} - #plotfigure.show = False - - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes('pcolor') - plotaxes.axescmd = 'axes([.1,.1,.85,.5])' - plotaxes.title = 'Speed' - plotaxes.scaled = True - plotaxes.xlimits = xlimits - plotaxes.ylimits = ylimits - - def fixup(current_data): - import pylab - #addgauges(current_data) - gaugetools.plot_gauge_locations(current_data.plotdata, \ - gaugenos=range(54,58), format_string='ko', add_labels=True) - t = current_data.t - t = t / 3600. # hours - pylab.title('Aberdeen speed at t = %.2f hours' % t, fontsize=15) - pylab.xticks(rotation=20,fontsize=10) - pylab.yticks(fontsize=10) - pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) - pylab.ticklabel_format(useOffset=False) - plot_src_boxes() - plotaxes.afteraxes = fixup - - # Water - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = speed - plotitem.pcolor_cmap = colormaps.blue_yellow_red - plotitem.pcolor_cmin = cmin_speed - plotitem.pcolor_cmax = cmax_speed - plotitem.add_colorbar = True - plotitem.colorbar_shrink = 0.7 - plotitem.colorbar_kwargs = {'extend':'max'} - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # Land - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.land - plotitem.pcolor_cmap = geoplot.land_colors - plotitem.pcolor_cmin = 0.0 - plotitem.pcolor_cmax = 100.0 - plotitem.add_colorbar = False - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - plotaxes = plotfigure.new_plotaxes('1d_plot') - plotaxes.axescmd = 'axes([.1,.75,.7,.15])' - plotaxes.afteraxes = plot_tide - - #----------------------------------------- - # Figures for gauges - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Surface at gauges', figno=300, \ - type='each_gauge') - plotfigure.clf_each_gauge = True - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes() - plotaxes.xlimits = 'auto' - plotaxes.ylimits = 'auto' - plotaxes.title = 'Surface' - - # Plot surface as blue curve: - plotitem = plotaxes.new_plotitem(plot_type='1d_plot') - plotitem.plot_var = 3 - plotitem.plotstyle = 'b-' - - # Plot topo as green curve: - plotitem = plotaxes.new_plotitem(plot_type='1d_plot') - plotitem.show = False - - def gaugetopo(current_data): - q = current_data.q - h = q[0,:] - eta = q[3,:] - topo = eta - h - return topo - - plotitem.plot_var = gaugetopo - plotitem.plotstyle = 'g-' - - - - #----------------------------------------- - # Plots of timing (CPU and wall time): - - def make_timing_plots(plotdata): - from clawpack.visclaw import plot_timing_stats - import os,sys - try: - timing_plotdir = plotdata.plotdir + '/_timing_figures' - os.system('mkdir -p %s' % timing_plotdir) - # adjust units for plots based on problem: - units = {'comptime':'seconds', 'simtime':'hours', - 'cell':'millions'} - plot_timing_stats.make_plots(outdir=plotdata.outdir, - make_pngs=True, - plotdir=timing_plotdir, - units=units) - except: - print('*** Error making timing plots') - - otherfigure = plotdata.new_otherfigure(name='timing plots', - fname='_timing_figures/timing.html') - otherfigure.makefig = make_timing_plots - - - #----------------------------------------- - - # Parameters used only when creating html and/or latex hardcopy - # e.g., via pyclaw.plotters.frametools.printframes: - - plotdata.printfigs = True # print figures - plotdata.print_format = 'png' # file format - plotdata.print_framenos = 'all' # list of frames to print - plotdata.print_gaugenos = 'all' # list of gauges to print - plotdata.print_fignos = 'all' # list of figures to print - plotdata.html = True # create html files of plots? - plotdata.html_homelink = '../README.html' # pointer for top of index - plotdata.latex = True # create latex file of plots? - plotdata.latex_figsperline = 2 # layout of plots - plotdata.latex_framesperline = 1 # layout of plots - plotdata.latex_makepdf = False # also run pdflatex? - plotdata.parallel = True # make multiple frame png's at once - - return plotdata - diff --git a/GraysHarborBC/SimpleGraysHarbor/sine/setplot.py b/GraysHarborBC/SimpleGraysHarbor/sine/setplot.py deleted file mode 100644 index 6f21eee..0000000 --- a/GraysHarborBC/SimpleGraysHarbor/sine/setplot.py +++ /dev/null @@ -1,538 +0,0 @@ - -""" -Set up the plot figures, axes, and items to be done for each frame. - -This module is imported by the plotting routines and then the -function setplot is called to set the plot parameters. - -""" - -from __future__ import absolute_import -from __future__ import print_function -import numpy as np -import matplotlib.pyplot as plt -from scipy.interpolate import interp1d - -from clawpack.geoclaw import topotools -from clawpack.visclaw import gaugetools, plottools, colormaps - -cmin_water = -1. -cmax_water = 1. -cmin_speed = 0. -cmax_speed = 2. - -def speed(current_data): - """ - Return a masked array containing the speed only in wet cells. - Surface is eta = h+topo, assumed to be output as 4th column of fort.q - files. - """ - from clawpack.visclaw.geoplot import drytol_default - drytol = getattr(current_data.user, 'drytol', drytol_default) - q = current_data.q - h = q[0,:,:] - hu = q[1,:,:] - hv = q[2,:,:] - eta = q[3,:,:] - - hwet = np.ma.masked_where(h <= drytol, h) - speed = np.sqrt(hu**2 + hv**2) / hwet # will be masked where dry - - try: - # Use mask covering coarse regions if it's set: - m = current_data.mask_coarse - speed = numpy.ma.masked_where(m, speed) - except: - pass - - return speed - -if 0: - sea_level = -0.468 - tide_data = np.loadtxt('tidedata_dec2015.txt', skiprows=1) - t_tide = tide_data[:,0] / 3600. - #offset = 2.561 # from MLLW to MHW - offset = 0. - eta_tide = interp1d(t_tide, tide_data[:,1]-offset, bounds_error=False, - fill_value = np.nan) - -if 1: - # forcing: - sea_level = 0. - tperiod = 12 # hours - eta_tide = lambda t: 1.*np.sin(2*np.pi*t/tperiod) - t_tide = np.linspace(0,48,1000) - - - -def plot_tide(current_data): - from pylab import linspace,plot,grid,title,cos,pi,xlabel,ylabel,xticks - from pylab import xlim,ylim - tframe = current_data.t / 3600. - tt = linspace(t_tide[0],t_tide[-1],1000) - plot(tt, eta_tide(tt), 'k') - plot([tframe],[eta_tide(tframe)], 'ro') - grid(True) - title('Tide stage in ocean') - xticks(np.arange(0,5.1*24,24)) - xlabel('hours') - ylabel('meters (0=MTL)') - xlim(0,48) - ylim(-1.2,1.2) - -def plot_src_boxes(): - - if 0: - # Johns River - x1rs = -123.951 - x2rs = -123.950 - y1rs = 46.8815 - y2rs = 46.8825 - - if 0: - # Chehalis River: - x1rs = -123.743 - x2rs = -123.740 - y1rs = 46.956 - y2rs = 46.958 - kwargs = {'color':'yellow', 'linewidth':1} - plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) - - # Wishkah River - x1rs = -123.811 - x2rs = -123.810 - y1rs = 46.990 - y2rs = 46.991 - plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) - - # Hoquiam River - x1rs = -123.886 - x2rs = -123.885 - y1rs = 46.995 - y2rs = 46.996 - plottools.plotbox([x1rs,x2rs,y1rs,y2rs],kwargs) - - -#-------------------------- -def setplot(plotdata=None): -#-------------------------- - - """ - Specify what is to be plotted at each frame. - Input: plotdata, an instance of pyclaw.plotters.data.ClawPlotData. - Output: a modified version of plotdata. - - """ - - - from clawpack.visclaw import colormaps, geoplot - from numpy import linspace - - if plotdata is None: - from clawpack.visclaw.data import ClawPlotData - plotdata = ClawPlotData() - - - plotdata.clearfigures() # clear any old figures,axes,items data - plotdata.format = 'binary' # 'ascii' or 'binary' to match setrun.py - - - # To plot gauge locations on pcolor or contour plot, use this as - # an afteraxis function: - - def addgauges(current_data): - from clawpack.visclaw import gaugetools - gaugetools.plot_gauge_locations(current_data.plotdata, \ - gaugenos=[0,1102,1187], format_string='ko', add_labels=True) - - - #----------------------------------------- - # Figure for surface - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Domain', figno=50) - plotfigure.kwargs = {'figsize':(13,8)} - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes('pcolor') - plotaxes.axescmd = 'axes([.1,.1,.85,.6])' - plotaxes.title = 'Surface' - plotaxes.scaled = True - plotaxes.xlimits = [-124.65,-123.65] - plotaxes.ylimits = [46.8, 47.1] - - def fixup(current_data): - import pylab - addgauges(current_data) - t = current_data.t - t = t / 3600. # hours - pylab.title('Surface at %4.2f hours' % t, fontsize=15) - pylab.xticks(fontsize=10) - pylab.yticks(fontsize=10) - pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) - plotaxes.afteraxes = fixup - - # Water - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.surface_or_depth - plotitem.pcolor_cmap = geoplot.tsunami_colormap - plotitem.pcolor_cmin = cmin_water - plotitem.pcolor_cmax = cmax_water - plotitem.add_colorbar = True - plotitem.colorbar_shrink = 0.6 - plotitem.colorbar_kwargs = {'extend':'both'} - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # Land - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.land - plotitem.pcolor_cmap = geoplot.land_colors - plotitem.pcolor_cmin = 0.0 - plotitem.pcolor_cmax = 100.0 - plotitem.add_colorbar = False - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # add contour lines of bathy if desired: - plotitem = plotaxes.new_plotitem(plot_type='2d_contour') - plotitem.show = False - plotitem.plot_var = geoplot.topo - plotitem.contour_levels = linspace(-3000,-3000,1) - plotitem.amr_contour_colors = ['y'] # color on each level - plotitem.kwargs = {'linestyles':'solid','linewidths':2} - plotitem.amr_contour_show = [1,0,0] - plotitem.celledges_show = 0 - plotitem.patchedges_show = 0 - - - plotaxes = plotfigure.new_plotaxes('1d_plot') - plotaxes.axescmd = 'axes([.1,.75,.7,.15])' - plotaxes.afteraxes = plot_tide - - - - #----------------------------------------- - # Figure for surface - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Surface', figno=0) - plotfigure.kwargs = {'figsize':(13,8)} - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes('pcolor') - plotaxes.axescmd = 'axes([.1,.1,.85,.6])' - plotaxes.title = 'Surface' - plotaxes.scaled = True - #plotaxes.xlimits = [-124.23,-123.65] - plotaxes.xlimits = [-124.25,-123.65] - plotaxes.ylimits = [46.82, 47.06] - - def fixup(current_data): - import pylab - addgauges(current_data) - t = current_data.t - t = t / 3600. # hours - pylab.title('Surface at %4.2f hours' % t, fontsize=15) - pylab.xticks(fontsize=10) - pylab.yticks(fontsize=10) - pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) - plotaxes.afteraxes = fixup - - # Water - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.surface_or_depth - plotitem.pcolor_cmap = geoplot.tsunami_colormap - plotitem.pcolor_cmin = cmin_water - plotitem.pcolor_cmax = cmax_water - plotitem.add_colorbar = True - plotitem.colorbar_shrink = 0.6 - plotitem.colorbar_kwargs = {'extend':'both'} - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # Land - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.land - plotitem.pcolor_cmap = geoplot.land_colors - plotitem.pcolor_cmin = 0.0 - plotitem.pcolor_cmax = 100.0 - plotitem.add_colorbar = False - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # add contour lines of bathy if desired: - plotitem = plotaxes.new_plotitem(plot_type='2d_contour') - plotitem.show = False - plotitem.plot_var = geoplot.topo - plotitem.contour_levels = linspace(-3000,-3000,1) - plotitem.amr_contour_colors = ['y'] # color on each level - plotitem.kwargs = {'linestyles':'solid','linewidths':2} - plotitem.amr_contour_show = [1,0,0] - plotitem.celledges_show = 0 - plotitem.patchedges_show = 0 - - - plotaxes = plotfigure.new_plotaxes('1d_plot') - plotaxes.axescmd = 'axes([.1,.75,.7,.15])' - plotaxes.afteraxes = plot_tide - - - - #----------------------------------------- - # Figure for speed - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Speed', figno=1) - plotfigure.kwargs = {'figsize':(13,8)} - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes('pcolor') - plotaxes.axescmd = 'axes([.1,.1,.85,.6])' - plotaxes.title = 'Surface' - plotaxes.scaled = True - #plotaxes.xlimits = [-124.23,-123.65] - plotaxes.xlimits = [-124.25,-123.65] - plotaxes.ylimits = [46.82, 47.06] - - def fixup(current_data): - import pylab - addgauges(current_data) - t = current_data.t - t = t / 3600. # hours - pylab.title('Speed at %4.2f hours' % t, fontsize=15) - pylab.xticks(fontsize=10) - pylab.yticks(fontsize=10) - pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) - plotaxes.afteraxes = fixup - - # Water - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = speed - plotitem.pcolor_cmap = colormaps.blue_yellow_red - plotitem.pcolor_cmin = cmin_speed - plotitem.pcolor_cmax = cmax_speed - plotitem.add_colorbar = True - plotitem.colorbar_shrink = 0.6 - plotitem.colorbar_kwargs = {'extend':'max'} - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # Land - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.land - plotitem.pcolor_cmap = geoplot.land_colors - plotitem.pcolor_cmin = 0.0 - plotitem.pcolor_cmax = 100.0 - plotitem.add_colorbar = False - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # add contour lines of bathy if desired: - plotitem = plotaxes.new_plotitem(plot_type='2d_contour') - plotitem.show = False - plotitem.plot_var = geoplot.topo - plotitem.contour_levels = linspace(-3000,-3000,1) - plotitem.amr_contour_colors = ['y'] # color on each level - plotitem.kwargs = {'linestyles':'solid','linewidths':2} - plotitem.amr_contour_show = [1,0,0] - plotitem.celledges_show = 0 - plotitem.patchedges_show = 0 - - plotaxes = plotfigure.new_plotaxes('1d_plot') - plotaxes.axescmd = 'axes([.1,.75,.7,.15])' - plotaxes.afteraxes = plot_tide - - #----------------------------------------- - # Figure for zoom - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Aberdeen', figno=10) - plotfigure.kwargs = {'figsize':(11,8)} - #plotfigure.show = False - xlimits = [-123.89,-123.73] - ylimits = [46.94, 46.996] - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes('pcolor') - plotaxes.axescmd = 'axes([.1,.1,.85,.5])' - plotaxes.title = 'Surface' - plotaxes.scaled = True - plotaxes.xlimits = xlimits - plotaxes.ylimits = ylimits - - - def fixup(current_data): - import pylab - #addgauges(current_data) - gaugetools.plot_gauge_locations(current_data.plotdata, \ - gaugenos=range(54,58), format_string='ko', add_labels=True) - t = current_data.t - t = t / 3600. # hours - pylab.title('Aberdeen at t = %.2f hours' % t, fontsize=15) - pylab.xticks(rotation=20,fontsize=10) - pylab.yticks(fontsize=10) - pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) - pylab.ticklabel_format(useOffset=False) - plot_src_boxes() - - plotaxes.afteraxes = fixup - - # Water - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - #plotitem.plot_var = geoplot.surface - plotitem.plot_var = geoplot.surface_or_depth - plotitem.pcolor_cmap = geoplot.tsunami_colormap - plotitem.pcolor_cmin = cmin_water - plotitem.pcolor_cmax = cmax_water - plotitem.add_colorbar = True - plotitem.colorbar_shrink = 0.7 - plotitem.colorbar_kwargs = {'extend':'both'} - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # Land - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.land - plotitem.pcolor_cmap = geoplot.land_colors - plotitem.pcolor_cmin = 0.0 - plotitem.pcolor_cmax = 100.0 - plotitem.add_colorbar = False - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - plotaxes = plotfigure.new_plotaxes('1d_plot') - plotaxes.axescmd = 'axes([.1,.75,.7,.15])' - plotaxes.afteraxes = plot_tide - - #----------------------------------------- - # Figure for zoom - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Aberdeen speed', figno=11) - plotfigure.kwargs = {'figsize':(11,8)} - #plotfigure.show = False - - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes('pcolor') - plotaxes.axescmd = 'axes([.1,.1,.85,.5])' - plotaxes.title = 'Speed' - plotaxes.scaled = True - plotaxes.xlimits = xlimits - plotaxes.ylimits = ylimits - - def fixup(current_data): - import pylab - #addgauges(current_data) - gaugetools.plot_gauge_locations(current_data.plotdata, \ - gaugenos=range(54,58), format_string='ko', add_labels=True) - t = current_data.t - t = t / 3600. # hours - pylab.title('Aberdeen speed at t = %.2f hours' % t, fontsize=15) - pylab.xticks(rotation=20,fontsize=10) - pylab.yticks(fontsize=10) - pylab.gca().set_aspect(1/pylab.cos(47*pylab.pi/180)) - pylab.ticklabel_format(useOffset=False) - plot_src_boxes() - plotaxes.afteraxes = fixup - - # Water - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = speed - plotitem.pcolor_cmap = colormaps.blue_yellow_red - plotitem.pcolor_cmin = cmin_speed - plotitem.pcolor_cmax = cmax_speed - plotitem.add_colorbar = True - plotitem.colorbar_shrink = 0.7 - plotitem.colorbar_kwargs = {'extend':'max'} - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - # Land - plotitem = plotaxes.new_plotitem(plot_type='2d_pcolor') - plotitem.plot_var = geoplot.land - plotitem.pcolor_cmap = geoplot.land_colors - plotitem.pcolor_cmin = 0.0 - plotitem.pcolor_cmax = 100.0 - plotitem.add_colorbar = False - plotitem.amr_celledges_show = [0,0,0] - plotitem.patchedges_show = 0 - - plotaxes = plotfigure.new_plotaxes('1d_plot') - plotaxes.axescmd = 'axes([.1,.75,.7,.15])' - plotaxes.afteraxes = plot_tide - - #----------------------------------------- - # Figures for gauges - #----------------------------------------- - plotfigure = plotdata.new_plotfigure(name='Surface at gauges', figno=300, \ - type='each_gauge') - plotfigure.clf_each_gauge = True - - # Set up for axes in this figure: - plotaxes = plotfigure.new_plotaxes() - plotaxes.xlimits = 'auto' - plotaxes.ylimits = 'auto' - plotaxes.title = 'Surface' - - # Plot surface as blue curve: - plotitem = plotaxes.new_plotitem(plot_type='1d_plot') - plotitem.plot_var = 3 - plotitem.plotstyle = 'b-' - - # Plot topo as green curve: - plotitem = plotaxes.new_plotitem(plot_type='1d_plot') - plotitem.show = False - - def gaugetopo(current_data): - q = current_data.q - h = q[0,:] - eta = q[3,:] - topo = eta - h - return topo - - plotitem.plot_var = gaugetopo - plotitem.plotstyle = 'g-' - - - - #----------------------------------------- - # Plots of timing (CPU and wall time): - - def make_timing_plots(plotdata): - from clawpack.visclaw import plot_timing_stats - import os,sys - try: - timing_plotdir = plotdata.plotdir + '/_timing_figures' - os.system('mkdir -p %s' % timing_plotdir) - # adjust units for plots based on problem: - units = {'comptime':'seconds', 'simtime':'hours', - 'cell':'millions'} - plot_timing_stats.make_plots(outdir=plotdata.outdir, - make_pngs=True, - plotdir=timing_plotdir, - units=units) - except: - print('*** Error making timing plots') - - otherfigure = plotdata.new_otherfigure(name='timing plots', - fname='_timing_figures/timing.html') - otherfigure.makefig = make_timing_plots - - - #----------------------------------------- - - # Parameters used only when creating html and/or latex hardcopy - # e.g., via pyclaw.plotters.frametools.printframes: - - plotdata.printfigs = True # print figures - plotdata.print_format = 'png' # file format - plotdata.print_framenos = 'all' # list of frames to print - plotdata.print_gaugenos = 'all' # list of gauges to print - plotdata.print_fignos = 'all' # list of figures to print - plotdata.html = True # create html files of plots? - plotdata.html_homelink = '../README.html' # pointer for top of index - plotdata.latex = True # create latex file of plots? - plotdata.latex_figsperline = 2 # layout of plots - plotdata.latex_framesperline = 1 # layout of plots - plotdata.latex_makepdf = False # also run pdflatex? - plotdata.parallel = True # make multiple frame png's at once - - return plotdata - diff --git a/GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb b/GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb deleted file mode 100644 index fb3c634..0000000 --- a/GraysHarborBC/SimpleGraysHarbor/topo/GraysHarborMTL.ipynb +++ /dev/null @@ -1,170 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Grays Harbor Topography\n", - "\n", - "Modify topography from the Astoria 1/3\" DEM, which was referenced to MHW, by an approximate adjustment to Mean Tide Level (MTL). Around Grays Harbor, this adjustment is approximately linear in longitude, as verified separately using the [VDatum software](https://vdatum.noaa.gov/vdatumweb/). We use the datums at Westport and Aberdeen to estimate the linear function." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "tags": [ - "hide-py" - ] - }, - "outputs": [], - "source": [ - "%matplotlib inline" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from pylab import *" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from clawpack.geoclaw import topotools" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "server = 'https://www.ngdc.noaa.gov/thredds/dodsC/regional/'\n", - "url_astoria = server + 'astoria_13_mhw_2012.nc'\n", - "extent = [-124.2, -123.65, 46.8, 47.15]\n", - "GH_13sec_mhw = topotools.read_netcdf(url_astoria, extent=extent)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "figure(figsize=(13,7))\n", - "ax = axes()\n", - "GH_13sec_mhw.crop(coarsen=3).plot(axes=ax)\n", - "title('Astoria MHW');" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Approximate conversion from MHW to MTL\n", - "\n", - "Datums at Westport and Aberdeen tide gauges:\n", - "\n", - "Datum | Westport | Aberdeen\n", - "------|----------|------------\n", - " MHW | 2.561 | 2.869\n", - " diff | 1.068 | 1.21\n", - " MTL | 1.493 | 1.659\n", - " diff | 1.068 | 1.21\n", - " MLW | 0.425 | 0.449\n", - " \n", - "Topo referenced to MHW should be increased by 1.068m at Westport and by 1.21m at Aberdeen to reference to MTL. We use a linear function based on longitude:\n", - " " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "Zmtl = GH_13sec_mhw.Z + (1.068 + (1.21-1.068)*(GH_13sec_mhw.X+124.105)/(-123.85+124.105))" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "GH_13sec_mtl = topotools.Topography()\n", - "GH_13sec_mtl.set_xyZ(GH_13sec_mhw.X, GH_13sec_mhw.Y, Zmtl)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "extent = [-123.9,-123.7,46.93,46.99]\n", - "figure(figsize=(13,13))\n", - "ax = subplot(211)\n", - "GH_13sec_mhw.crop(extent).plot(axes=ax,limits=(-10,10),\n", - " add_colorbar=True, cb_kwargs={'shrink':0.7})\n", - "title('Topo relative to MHW near Aberdeen')\n", - "ax = subplot(212)\n", - "GH_13sec_mtl.crop(extent).plot(axes=ax,limits=(-10,10),\n", - " add_colorbar=True, cb_kwargs={'shrink':0.7})\n", - "title('Topo relative to MTL near Aberdeen');" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Create topo file:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "GH_13sec_mtl.write('GH_13sec_mtl.asc', topo_type=3, \n", - " header_style='asc', Z_format='%10.3f')" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "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": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/GraysHarborBC/SimpleGraysHarbor/topo/README.md b/GraysHarborBC/SimpleGraysHarbor/topo/README.md deleted file mode 100644 index c8e5883..0000000 --- a/GraysHarborBC/SimpleGraysHarbor/topo/README.md +++ /dev/null @@ -1,8 +0,0 @@ -# GraysHarbor/topo - -Use `fetch_etopo.py` to obtain etopo1 data for the offshore region. - -Use `GraysHarborMTL.ipynb` to construct the 1/3" DEM for Grays Harbor that -is approximately referenced to Mean Tide Level. - -Move the resulting .asc files into the `topofiles` subdirectory. diff --git a/GraysHarborBC/SimpleGraysHarbor/topo/fetch_etopo.py b/GraysHarborBC/SimpleGraysHarbor/topo/fetch_etopo.py deleted file mode 100644 index c3e0a93..0000000 --- a/GraysHarborBC/SimpleGraysHarbor/topo/fetch_etopo.py +++ /dev/null @@ -1,53 +0,0 @@ -""" -Simple script to download etopo1 topography/bathymetry data from - http://www.ngdc.noaa.gov/mgg/global/global.html - -The etopo1 data has 1-arcminute resolution, but you can request coarsening. -E.g. set resolution = 4./60. for 4-arcminute resolution. - -""" - -import os -from clawpack.geoclaw import topotools - -plot_topo = True - -# Set the limits of the domain and resolution: - -resolution = 1./60. # degrees - -# If user environment variable ETOPO is set to a valid path to a directory, -# downloaded data will be stored there. Allows sharing same data among -# various projects. - -try: - etopo_dir = os.environ['ETOPO'] - os.chdir(etopo_dir) # make sure it's a valid directory -except: - print("ETOPO not set or invalid directory, setting etopo_dir='.'") - etopo_dir = '.' - -extent = [-125,-123,46,48] -coarsen = 1 -topo = topotools.read_netcdf('etopo1', extent=extent, - coarsen=coarsen, verbose=True) - -name = 'etopo1_%s_%s_%s_%s_%smin' % tuple(extent + [coarsen]) -print('name = ',name) -fname = os.path.join(etopo_dir, name + '.asc') -topo.write(fname, topo_type=3, header_style='asc', - grid_registration='llcorner', Z_format='%.0f') - - - -if plot_topo: - # plot the topo and save as a png file... - import matplotlib.pyplot as plt - topo.plot() - plt.title('Topo file %s' % name) - fname = name + '.png' - fname = os.path.join(etopo_dir, fname) - plt.savefig(fname) - print('Created %s' % fname) - - diff --git a/GraysHarborBC/comparison/Comparison .ipynb b/GraysHarborBC/comparison/Comparison .ipynb deleted file mode 100644 index e0ad139..0000000 --- a/GraysHarborBC/comparison/Comparison .ipynb +++ /dev/null @@ -1,140 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "%pylab inline" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Compare 3 methods, Randall (ocean forcing), Simple and Riemann.\n", - "\n", - "Move 4 files simple1102, simple1187, riemann1102 and riemann1187 generated by SimpleKingTideBoundary.ipynb and RiemannKingTideBoundary.ipynb to this directory and run following code" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "time = np.genfromtxt ('hours', delimiter=\",\")\n", - "\n", - "randall1102 = np.genfromtxt ('randall1102', delimiter=\",\")\n", - "randall1187 = np.genfromtxt ('randall1187', delimiter=\",\")\n", - "\n", - "simple1102 =np.genfromtxt ('simple1102', delimiter=\",\")\n", - "simple1187 = np.genfromtxt ('simple1187', delimiter=\",\")\n", - "\n", - "riemann1102 =np.genfromtxt ('riemann1102', delimiter=\",\")\n", - "riemann1187 =np.genfromtxt ('riemann1187', delimiter=\",\")\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "figure(figsize=(13,5))\n", - "\n", - "plot(time,randall1102, label='Randall1102') \n", - "plot(time,simple1102, label='simple1102') \n", - "plot(time,riemann1102, label='Riemann1102') \n", - "\n", - "\n", - "xlim(0,72)\n", - "ylim(-0.5,0.5)\n", - "legend(loc='upper left', fontsize=8)\n", - "xlabel('hours')\n", - "ylabel('m')\n", - "title('NOAA minus GeoClaw at 1102, Dec. 21-23, 2015')\n", - "grid(True)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "figure(figsize=(13,5))\n", - "\n", - "plot(time,randall1187, label='Randall1187') \n", - "plot(time,simple1187, label='simple1187') \n", - "plot(time,riemann1187, label='Riemann1187') \n", - "\n", - "\n", - "\n", - "xlim(0,72)\n", - "ylim(-0.5,0.5)\n", - "legend(loc='upper left', fontsize=8)\n", - "xlabel('hours')\n", - "ylabel('m')\n", - "title('NOAA minus GeoClaw at 1187, Dec. 21-23, 2015')\n", - "grid(True)\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "print(\"Randall, 1 norm error at 1102:\", numpy.linalg.norm(randall1102,1))\n", - "print(\"Simple, 1 norm error at 1102:\",numpy.linalg.norm(simple1102,1))\n", - "print(\"Riemann, 1 norm error at 1102:\",numpy.linalg.norm(riemann1102,1))\n", - "\n", - "print(\"Randall, 2 norm error at 1102:\", numpy.linalg.norm(randall1102,2))\n", - "print(\"Simple, 2 norm error at 1102:\",numpy.linalg.norm(simple1102,2))\n", - "print(\"Riemann, 2 norm error at 1102:\",numpy.linalg.norm(riemann1102,2))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Analysis\n", - "The simple method should work about the same as the ocean forcing method in terms of accuracy, but it takes less computational power since there is no source term involved.\n", - "\n", - "The Riemann method doesn't work very well. Excluding the tidal signal, the water height decreases over time at 1102 and 1187. This might be caused by setting $q_l = q_m$ in our Riemann problem, further investigation is needed." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "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": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/GraysHarborBC/comparison/README.md b/GraysHarborBC/comparison/README.md new file mode 100644 index 0000000..2f27e7b --- /dev/null +++ b/GraysHarborBC/comparison/README.md @@ -0,0 +1,5 @@ +## Compare 3 methods, Randall (ocean forcing), Simple and Riemann. + +Move 6 files simple1102, simple1187, riemann1102, riemann1187, randall1102 and randall1187 (errors generated by KingTide.ipynb) to this directory + +Run comparison.py to generate error graphs and print 1 & 2 norm errors diff --git a/GraysHarborBC/comparison/compare.py b/GraysHarborBC/comparison/compare.py new file mode 100644 index 0000000..5229673 --- /dev/null +++ b/GraysHarborBC/comparison/compare.py @@ -0,0 +1,53 @@ +import numpy as np +import matplotlib.pyplot as plt +time = np.genfromtxt ('hours', delimiter=",") + +randall1102 = np.genfromtxt ('randall1102', delimiter=",") +randall1187 = np.genfromtxt ('randall1187', delimiter=",") + +simple1102 =np.genfromtxt ('simple1102', delimiter=",") +simple1187 = np.genfromtxt ('simple1187', delimiter=",") + +riemann1102 =np.genfromtxt ('riemann1102', delimiter=",") +riemann1187 =np.genfromtxt ('riemann1187', delimiter=",") + +plt.figure(figsize=(13,5)) +plt.plot(time,randall1102, label='Randall1102') +plt.plot(time,simple1102, label='simple1102') +plt.plot(time,riemann1102, label='Riemann1102') + + +plt.xlim(0,72) +plt.ylim(-0.5,0.5) +plt.legend(loc='upper left', fontsize=8) +plt.xlabel('hours') +plt.ylabel('m') +plt.title('NOAA minus GeoClaw at 1102, Dec. 21-23, 2015') +plt.grid(True) +plt.savefig('1102error.png') + +plt.figure(figsize=(13,5)) + +plt.plot(time,randall1187, label='Randall1187') +plt.plot(time,simple1187, label='simple1187') +plt.plot(time,riemann1187, label='Riemann1187') + + + +plt.xlim(0,72) +plt.ylim(-0.5,0.5) +plt.legend(loc='upper left', fontsize=8) +plt.xlabel('hours') +plt.ylabel('m') +plt.title('NOAA minus GeoClaw at 1187, Dec. 21-23, 2015') +plt.grid(True) + +plt.savefig('1187error.png') + +print("Randall, 1 norm error at 1102:", np.linalg.norm(randall1102,1)) +print("Simple, 1 norm error at 1102:",np.linalg.norm(simple1102,1)) +print("Riemann, 1 norm error at 1102:",np.linalg.norm(riemann1102,1)) + +print("Randall, 2 norm error at 1102:", np.linalg.norm(randall1102,2)) +print("Simple, 2 norm error at 1102:",np.linalg.norm(simple1102,2)) +print("Riemann, 2 norm error at 1102:",np.linalg.norm(riemann1102,2)) diff --git a/GraysHarborBC/comparison/randall1102 b/GraysHarborBC/comparison/randall1102 deleted file mode 100644 index bbec455..0000000 --- a/GraysHarborBC/comparison/randall1102 +++ /dev/null @@ -1,720 +0,0 @@ --0.319 --0.286 --0.25103149999999996 --0.21928860000000006 --0.19662280000000004 --0.1933475 --0.17885939999999995 --0.16777420000000004 --0.1522289 --0.14379720000000001 --0.13484069999999998 --0.1279551 --0.12238990000000002 --0.11530009999999999 --0.10920289999999999 --0.10202349999999999 --0.09647560000000001 --0.0903565 --0.08462399999999999 --0.07950070000000001 --0.0751028 --0.0701166 --0.06594799999999999 --0.0605246 --0.05665100000000001 --0.05219409999999999 --0.04794469999999998 --0.04366049999999999 --0.04082000000000002 --0.03759179999999995 --0.03487380000000001 --0.03253930000000005 --0.030378599999999978 --0.028899100000000066 --0.027050499999999977 --0.028156100000000017 --0.027150599999999914 --0.027448200000000034 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-0.2837953000000002 -0.3051579 -0.3251841 -0.3420903999999998 -0.3614379999999999 -0.37271220000000005 -0.3842061000000001 -0.3926855 -0.39923070000000005 -0.4023515 -0.4032692 -0.402204 -0.39818549999999986 -0.3920867 -0.38400860000000003 -0.37424330000000006 -0.3611676 -0.35001800000000005 -0.33339209999999997 -0.3160246 -0.29645260000000007 -0.274493 -0.250217 -0.2251519 -0.1979665 -0.16899370000000002 -0.1384595 -0.10605809999999999 -0.07145599999999999 -0.03620860000000001 --0.001512300000000022 --0.039160900000000054 --0.07631379999999999 --0.11176969999999997 --0.152435 --0.1870429 --0.22058940000000005 --0.2500477 --0.27452219999999994 --0.2904402999999999 --0.29679520000000004 diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb b/GraysHarborBC/kingtide2015/KingTide.ipynb similarity index 86% rename from GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb rename to GraysHarborBC/kingtide2015/KingTide.ipynb index 07bcef2..c0d2f96 100644 --- a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/SimpleKingTideBoundary.ipynb +++ b/GraysHarborBC/kingtide2015/KingTide.ipynb @@ -1,5 +1,14 @@ { "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Note: this notebook is run for the Simple case. The titles of the graphs and exported error file names need to change for Riemann and ocean forcing case.\n", + "\n", + "tshift and signul need to match what you get in ../sine" + ] + }, { "cell_type": "code", "execution_count": null, @@ -130,12 +139,18 @@ "metadata": {}, "outputs": [], "source": [ - "#export data used for graphing\n", + "#export data used for graphing/ocean forcing\n", "t = t_westport - tshift\n", "eta = etap_westport * sigmul\n", "\n", "fname = 'tidedata_dec2015.txt'\n", - "d = vstack((t, eta)).T\n", + "\n", + "etaprime = (eta[2:]-eta[:-2])/(t[2:]-t[:-2]) # central diff at interior t\n", + "etaprime = hstack(((eta[1]-eta[0])/(t[1]-t[0]), etaprime, \\\n", + " (eta[-1]-eta[-2])/(t[-1]-t[-2])))\n", + "\n", + "d = vstack((t, eta, etaprime)).T\n", + "\n", "mt = d.shape[0]\n", "header = '%i # mt' % mt\n", "savetxt(fname, d, header=header, comments='')\n", @@ -147,9 +162,9 @@ "metadata": {}, "source": [ "### Linear interpolate the tidal signal\n", - "We use the signal at Westport to derive our left boundary condition, \n", + "For Riemann and Simple, we use the signal at Westport to derive our left boundary condition, \n", "\n", - "#### etap_westport is exported as height.txt below, CREATE AND MOVE IT TO ./_output directory. " + "### For Riemann and Simple method, tidal signal is exported as tidal_signal.txt below, CREATE AND MOVE IT TO ./_output directory. " ] }, { @@ -158,14 +173,18 @@ "metadata": {}, "outputs": [], "source": [ - "numpy.savetxt(\"height.txt\", etap_westport, fmt=\"%s\")" + "t_index_shift = int(tshift/360)\n", + "signal = eta[t_index_shift:]\n", + "numpy.savetxt(\"tidal_signal.txt\", signal, fmt=\"%s\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Since the data is discrete, we do linear interpolation to make the signal continuous. Note that we need to shift the signal by 3220 seconds and increase it's magnitude by 1.04. It's implemented in bc2amr.f90 and the signal look like the graph below. " + "Since the data is discrete, we plot the linear interpolation of the data. \n", + "\n", + "In bc2amr.f90, the height jump at time t with jump $\\Delta t$ is implemented to be the derivative of the linear interpolation at t multiplied by $\\Delta t$. It's fairly accurate since $\\Delta t << 360s$" ] }, { @@ -174,6 +193,7 @@ "metadata": {}, "outputs": [], "source": [ + "#linear interpolation of the tidal signals\n", "from scipy.interpolate import interp1d\n", "f = interp1d(t_westport -tshift, etap_westport)\n", "x = np.linspace(0, 400000, num=100000, endpoint=True)\n", @@ -189,6 +209,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ + "### Note : User needs to update ocean level at time 0 in setrun.py, it's -0.457 currently.\n", "## Plot GeoClaw results" ] }, diff --git a/GraysHarborBC/RiemannGraysHarbor/sine/Makefile b/GraysHarborBC/kingtide2015/Makefile similarity index 100% rename from GraysHarborBC/RiemannGraysHarbor/sine/Makefile rename to GraysHarborBC/kingtide2015/Makefile diff --git a/GraysHarborBC/kingtide2015/README.md b/GraysHarborBC/kingtide2015/README.md new file mode 100644 index 0000000..9fdd18e --- /dev/null +++ b/GraysHarborBC/kingtide2015/README.md @@ -0,0 +1,14 @@ +The current directory is set up for the Simple method. + +To use Riemann method, replace ./bc2amr.f90 by ./src/Riemann/bc2amr.f90. + +To use ocean forcing method, go to ./src/ocean-forcing, copy every file to the current directory. + +For all methods, + +1. follow instructions in jupyter notebook, run until "Plot GeoClaw results" + +2. run the GeoClaw code + +3. use notebook to examine the results. + diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/b4run.py b/GraysHarborBC/kingtide2015/b4run.py similarity index 100% rename from GraysHarborBC/RiemannGraysHarbor/kingtide2015/b4run.py rename to GraysHarborBC/kingtide2015/b4run.py diff --git a/GraysHarborBC/kingtide2015/bc2amr.f90 b/GraysHarborBC/kingtide2015/bc2amr.f90 new file mode 100644 index 0000000..d48a608 --- /dev/null +++ b/GraysHarborBC/kingtide2015/bc2amr.f90 @@ -0,0 +1,340 @@ +! :::::::::: bc2amr ::::::::::::::::::::::::::::::::::::::::::::::; +!> \callgraph +!! \callergraph +!! Take a grid patch with mesh widths **hx**,**hy**, of dimensions **nrow** by +!! **ncol**, and set the values of any piece of +!! of the patch which extends outside the physical domain +!! using the boundary conditions. +!! +!! +!! Specific to geoclaw: extrapolates aux(i,j,1) at boundaries +!! to constant. +!! +!! ### Standard boundary condition choices for amr2ez in clawpack +!! +!! At each boundary k = 1 (left), 2 (right), 3 (bottom), 4 (top): +!! +!! mthbc(k) = +!! * 0 for user-supplied BC's (must be inserted!) +!! * 1 for zero-order extrapolation +!! * 2 for periodic boundary conditions +!! * 3 for solid walls, assuming this can be implemented +!! by reflecting the data about the boundary and then +!! negating the 2'nd (for k=1,2) or 3'rd (for k=3,4) +!! component of q. +!! * 4 for sphere bcs (left half maps to right half of same side, and vice versa), as if domain folded in half +!! +!! The corners of the grid patch are at +!! (xlo_patch,ylo_patch) -- lower left corner +!! (xhi_patch,yhi_patch) -- upper right corner +!! +!! The physical domain itself is a rectangle bounded by +!! (xlower,ylower) -- lower left corner +!! (xupper,yupper) -- upper right corner +!! +! This figure below does not work with doxygen +! the picture is the following: +! ____________________________________________________ +! +! _____________________ (xupper,yupper) +! | | +! ____|____ (xhi_patch,yhi_patch) +! | | | | +! | | | | +! | | | | +! |___|____| | +! (xlo_patch,ylo_patch) | | +! | | +! |_____________________| +! (xlower,ylower) +! ____________________________________________________ +!! +!! +!> Any cells that lie outside the physical domain are ghost cells whose +!! values should be set in this routine. This is tested for by comparing +!! xlo_patch with xlower to see if values need to be set at the left +! as in the figure above, +! +!> and similarly at the other boundaries. +!! Patches are guaranteed to have at least 1 row of cells filled +!! with interior values so it is possible to extrapolate. +!! Fix [trimbd()](@ref trimbd) if you want more than 1 row pre-set. +!! +!! Make sure the order the boundaries are specified is correct +!! so that diagonal corner cells are also properly taken care of. +!! +!! Periodic boundaries are set before calling this routine, so if the +!! domain is periodic in one direction only you +!! can safely extrapolate in the other direction. +!! +!! Don't overwrite ghost cells in periodic directions! +!! +!! \param val data array for solution \f$q \f$ (cover the whole grid **msrc**) +!! \param aux data array for auxiliary variables +!! \param nrow number of cells in *i* direction on this grid +!! \param ncol number of cells in *j* direction on this grid +!! \param meqn number of equations for the system +!! \param naux number of auxiliary variables +!! \param hx spacing (mesh size) in *i* direction +!! \param hy spacing (mesh size) in *j* direction +!! \param level AMR level of this grid +!! \param time setting ghost cell values at time **time** +!! \param xlo_patch left bound of the input grid +!! \param xhi_patch right bound of the input grid +!! \param ylo_patch lower bound of the input grid +!! \param yhi_patch upper bound of the input grid +! ::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::; + +subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & + xlo_patch, xhi_patch, ylo_patch, yhi_patch) + use amr_module + use geoclaw_module, only: pi + !use amr_module, only: mthbc, xlower, ylower, xupper, yupper + !use amr_module, only: xperdom,yperdom,spheredom + + implicit none + + ! Input/Output + integer, intent(in) :: nrow, ncol, meqn, naux, level + real(kind=8), intent(in) :: hx, hy, time + real(kind=8), intent(in) :: xlo_patch, xhi_patch + real(kind=8), intent(in) :: ylo_patch, yhi_patch + real(kind=8), intent(in out) :: val(meqn, nrow, ncol) + real(kind=8), intent(in out) :: aux(naux, nrow, ncol) + + ! Local storage + integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num + real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt + real, DIMENSION(1201) :: a + INTEGER :: col,rows,io + hxmarg = hx * .01d0 + hymarg = hy * .01d0 + + + + ! Use periodic boundary condition specialized code only, if only one + ! boundary is periodic we still proceed below + if (xperdom .and. (yperdom .or. spheredom)) then + return + end if + + ! Each check has an initial check to ensure that the boundary is a real + ! boundary condition and otherwise skips the code. Otherwise + !------------------------------------------------------- + ! Left boundary: + !------------------------------------------------------- + if (xlo_patch < xlower-hxmarg) then + ! number of grid cells from this patch lying outside physical domain: + nxl = int((xlower + hxmarg - xlo_patch) / hx) + + select case(mthbc(1)) + case(0) ! User defined boundary condition + ! Getting the jump in tidal signal using linear Intepolation on height.txt + rows = 0 + OPEN(UNIT=19, FILE="tidal_signal.txt") + !count # of rows + DO + READ(19,*,iostat=io) + IF (io/=0) EXIT + rows = rows + 1 + END DO + + rewind(19) + !export as a() + DO col = 1, rows + READ(19,*) a(col) + END DO + close(19) + t_num = floor(time/360) + delt = possk(level) + jump_h = (a(t_num+2) - a(t_num+1))*delt/360 + + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(3, i, j) = 0 + val(1, i, j) = val(1, nxl + 1, j) + jump_h + val(2, i, j) = val(2, nxl + 1, j) + + end do + end do + case(1) ! Zero-order extrapolation + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(:, i, j) = val(:, nxl + 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, 2 * nxl + 1 - i, j) + val(:, i, j) = val(:, 2 * nxl + 1 - i, j) + end do + end do + ! negate the normal velocity: + do j = 1, ncol + do i=1, nxl + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + end select + end if + + !------------------------------------------------------- + ! Right boundary: + !------------------------------------------------------- + if (xhi_patch > xupper+hxmarg) then + + ! number of grid cells lying outside physical domain: + nxr = int((xhi_patch - xupper + hxmarg) / hx) + ibeg = max(nrow - nxr + 1, 1) + + select case(mthbc(2)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + case(1) ! Zero-order extrapolation + do i = ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, ibeg - 1, j) + val(:, i, j) = val(:, ibeg - 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do i=ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, 2 * ibeg - 1 - i, j) + val(:, i, j) = val(:, 2 * ibeg - 1 - i, j) + end do + end do + ! negate the normal velocity: + do i = ibeg, nrow + do j = 1, ncol + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Bottom boundary: + !------------------------------------------------------- + if (ylo_patch < ylower - hymarg) then + + ! number of grid cells lying outside physical domain: + nyb = int((ylower + hymarg - ylo_patch) / hy) + + select case(mthbc(3)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, nyb + 1) + val(:,i,j) = val(:, i, nyb + 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, 2 * nyb + 1 - j) + val(:,i,j) = val(:, i, 2 * nyb + 1 - j) + end do + end do + ! negate the normal velocity: + do j = 1, nyb + do i = 1, nrow + val(3,i,j) = -val(3, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Top boundary: + !------------------------------------------------------- + if (yhi_patch > yupper + hymarg) then + + ! number of grid cells lying outside physical domain: + nyt = int((yhi_patch - yupper + hymarg) / hy) + jbeg = max(ncol - nyt + 1, 1) + + select case(mthbc(4)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, jbeg - 1) + val(:, i, j) = val(:, i, jbeg - 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, 2 * jbeg - 1 - j) + val(:, i, j) = val(:, i, 2 * jbeg - 1 - j) + end do + end do + ! negate the normal velocity: + do j = jbeg, ncol + do i = 1, nrow + val(3, i, j) = -val(3, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + +end subroutine bc2amr diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/setplot.py b/GraysHarborBC/kingtide2015/setplot.py similarity index 100% rename from GraysHarborBC/RiemannGraysHarbor/kingtide2015/setplot.py rename to GraysHarborBC/kingtide2015/setplot.py diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/setrun.py b/GraysHarborBC/kingtide2015/setrun.py similarity index 100% rename from GraysHarborBC/SimpleGraysHarbor/kingtide2015/setrun.py rename to GraysHarborBC/kingtide2015/setrun.py diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/bc2amr.f90 b/GraysHarborBC/kingtide2015/src/Riemann/bc2amr.f90 similarity index 95% rename from GraysHarborBC/RiemannGraysHarbor/kingtide2015/bc2amr.f90 rename to GraysHarborBC/kingtide2015/src/Riemann/bc2amr.f90 index 02c8607..8ef2dd1 100644 --- a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/bc2amr.f90 +++ b/GraysHarborBC/kingtide2015/src/Riemann/bc2amr.f90 @@ -106,10 +106,10 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt real, DIMENSION(1201) :: a - INTEGER :: col,max_cols + INTEGER :: col,rows,io hxmarg = hx * .01d0 hymarg = hy * .01d0 - + ! Use periodic boundary condition specialized code only, if only one ! boundary is periodic we still proceed below if (xperdom .and. (yperdom .or. spheredom)) then @@ -126,18 +126,26 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & nxl = int((xlower + hxmarg - xlo_patch) / hx) select case(mthbc(1)) - case(0) ! User defined boundary condition - max_cols=1201 - OPEN(UNIT=19, FILE="height.txt") - DO col = 1, max_cols + case(0) ! User defined boundary condition + ! Getting the jump in tidal signal using linear Intepolation on height.txt + rows = 0 + OPEN(UNIT=19, FILE="tidal_signal.txt") + !count # of rows + DO + READ(19,*,iostat=io) + IF (io/=0) EXIT + rows = rows + 1 + END DO + + rewind(19) + !export as a() + DO col = 1, rows READ(19,*) a(col) END DO close(19) - !signal shifted - t_num = floor(time/360) + 9 + t_num = floor(time/360) delt = possk(level) - !signal increased by 1.17 - jump_h = (a(t_num+2) - a(t_num+1))*delt*1.17/360 + jump_h = (a(t_num+2) - a(t_num+1))*delt/360 do j = 1, ncol do i=1, nxl aux(:, i, j) = aux(:, nxl + 1, j) @@ -153,7 +161,7 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & endif end do end do - + case(1) ! Zero-order extrapolation do j = 1, ncol do i=1, nxl diff --git a/GraysHarborBC/kingtide2015/src/Simple/bc2amr.f90 b/GraysHarborBC/kingtide2015/src/Simple/bc2amr.f90 new file mode 100644 index 0000000..d48a608 --- /dev/null +++ b/GraysHarborBC/kingtide2015/src/Simple/bc2amr.f90 @@ -0,0 +1,340 @@ +! :::::::::: bc2amr ::::::::::::::::::::::::::::::::::::::::::::::; +!> \callgraph +!! \callergraph +!! Take a grid patch with mesh widths **hx**,**hy**, of dimensions **nrow** by +!! **ncol**, and set the values of any piece of +!! of the patch which extends outside the physical domain +!! using the boundary conditions. +!! +!! +!! Specific to geoclaw: extrapolates aux(i,j,1) at boundaries +!! to constant. +!! +!! ### Standard boundary condition choices for amr2ez in clawpack +!! +!! At each boundary k = 1 (left), 2 (right), 3 (bottom), 4 (top): +!! +!! mthbc(k) = +!! * 0 for user-supplied BC's (must be inserted!) +!! * 1 for zero-order extrapolation +!! * 2 for periodic boundary conditions +!! * 3 for solid walls, assuming this can be implemented +!! by reflecting the data about the boundary and then +!! negating the 2'nd (for k=1,2) or 3'rd (for k=3,4) +!! component of q. +!! * 4 for sphere bcs (left half maps to right half of same side, and vice versa), as if domain folded in half +!! +!! The corners of the grid patch are at +!! (xlo_patch,ylo_patch) -- lower left corner +!! (xhi_patch,yhi_patch) -- upper right corner +!! +!! The physical domain itself is a rectangle bounded by +!! (xlower,ylower) -- lower left corner +!! (xupper,yupper) -- upper right corner +!! +! This figure below does not work with doxygen +! the picture is the following: +! ____________________________________________________ +! +! _____________________ (xupper,yupper) +! | | +! ____|____ (xhi_patch,yhi_patch) +! | | | | +! | | | | +! | | | | +! |___|____| | +! (xlo_patch,ylo_patch) | | +! | | +! |_____________________| +! (xlower,ylower) +! ____________________________________________________ +!! +!! +!> Any cells that lie outside the physical domain are ghost cells whose +!! values should be set in this routine. This is tested for by comparing +!! xlo_patch with xlower to see if values need to be set at the left +! as in the figure above, +! +!> and similarly at the other boundaries. +!! Patches are guaranteed to have at least 1 row of cells filled +!! with interior values so it is possible to extrapolate. +!! Fix [trimbd()](@ref trimbd) if you want more than 1 row pre-set. +!! +!! Make sure the order the boundaries are specified is correct +!! so that diagonal corner cells are also properly taken care of. +!! +!! Periodic boundaries are set before calling this routine, so if the +!! domain is periodic in one direction only you +!! can safely extrapolate in the other direction. +!! +!! Don't overwrite ghost cells in periodic directions! +!! +!! \param val data array for solution \f$q \f$ (cover the whole grid **msrc**) +!! \param aux data array for auxiliary variables +!! \param nrow number of cells in *i* direction on this grid +!! \param ncol number of cells in *j* direction on this grid +!! \param meqn number of equations for the system +!! \param naux number of auxiliary variables +!! \param hx spacing (mesh size) in *i* direction +!! \param hy spacing (mesh size) in *j* direction +!! \param level AMR level of this grid +!! \param time setting ghost cell values at time **time** +!! \param xlo_patch left bound of the input grid +!! \param xhi_patch right bound of the input grid +!! \param ylo_patch lower bound of the input grid +!! \param yhi_patch upper bound of the input grid +! ::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::; + +subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & + xlo_patch, xhi_patch, ylo_patch, yhi_patch) + use amr_module + use geoclaw_module, only: pi + !use amr_module, only: mthbc, xlower, ylower, xupper, yupper + !use amr_module, only: xperdom,yperdom,spheredom + + implicit none + + ! Input/Output + integer, intent(in) :: nrow, ncol, meqn, naux, level + real(kind=8), intent(in) :: hx, hy, time + real(kind=8), intent(in) :: xlo_patch, xhi_patch + real(kind=8), intent(in) :: ylo_patch, yhi_patch + real(kind=8), intent(in out) :: val(meqn, nrow, ncol) + real(kind=8), intent(in out) :: aux(naux, nrow, ncol) + + ! Local storage + integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num + real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt + real, DIMENSION(1201) :: a + INTEGER :: col,rows,io + hxmarg = hx * .01d0 + hymarg = hy * .01d0 + + + + ! Use periodic boundary condition specialized code only, if only one + ! boundary is periodic we still proceed below + if (xperdom .and. (yperdom .or. spheredom)) then + return + end if + + ! Each check has an initial check to ensure that the boundary is a real + ! boundary condition and otherwise skips the code. Otherwise + !------------------------------------------------------- + ! Left boundary: + !------------------------------------------------------- + if (xlo_patch < xlower-hxmarg) then + ! number of grid cells from this patch lying outside physical domain: + nxl = int((xlower + hxmarg - xlo_patch) / hx) + + select case(mthbc(1)) + case(0) ! User defined boundary condition + ! Getting the jump in tidal signal using linear Intepolation on height.txt + rows = 0 + OPEN(UNIT=19, FILE="tidal_signal.txt") + !count # of rows + DO + READ(19,*,iostat=io) + IF (io/=0) EXIT + rows = rows + 1 + END DO + + rewind(19) + !export as a() + DO col = 1, rows + READ(19,*) a(col) + END DO + close(19) + t_num = floor(time/360) + delt = possk(level) + jump_h = (a(t_num+2) - a(t_num+1))*delt/360 + + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(3, i, j) = 0 + val(1, i, j) = val(1, nxl + 1, j) + jump_h + val(2, i, j) = val(2, nxl + 1, j) + + end do + end do + case(1) ! Zero-order extrapolation + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, nxl + 1, j) + val(:, i, j) = val(:, nxl + 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, ncol + do i=1, nxl + aux(:, i, j) = aux(:, 2 * nxl + 1 - i, j) + val(:, i, j) = val(:, 2 * nxl + 1 - i, j) + end do + end do + ! negate the normal velocity: + do j = 1, ncol + do i=1, nxl + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + end select + end if + + !------------------------------------------------------- + ! Right boundary: + !------------------------------------------------------- + if (xhi_patch > xupper+hxmarg) then + + ! number of grid cells lying outside physical domain: + nxr = int((xhi_patch - xupper + hxmarg) / hx) + ibeg = max(nrow - nxr + 1, 1) + + select case(mthbc(2)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + case(1) ! Zero-order extrapolation + do i = ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, ibeg - 1, j) + val(:, i, j) = val(:, ibeg - 1, j) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do i=ibeg, nrow + do j = 1, ncol + aux(:, i, j) = aux(:, 2 * ibeg - 1 - i, j) + val(:, i, j) = val(:, 2 * ibeg - 1 - i, j) + end do + end do + ! negate the normal velocity: + do i = ibeg, nrow + do j = 1, ncol + val(2, i, j) = -val(2, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Bottom boundary: + !------------------------------------------------------- + if (ylo_patch < ylower - hymarg) then + + ! number of grid cells lying outside physical domain: + nyb = int((ylower + hymarg - ylo_patch) / hy) + + select case(mthbc(3)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, nyb + 1) + val(:,i,j) = val(:, i, nyb + 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = 1, nyb + do i = 1, nrow + aux(:,i,j) = aux(:, i, 2 * nyb + 1 - j) + val(:,i,j) = val(:, i, 2 * nyb + 1 - j) + end do + end do + ! negate the normal velocity: + do j = 1, nyb + do i = 1, nrow + val(3,i,j) = -val(3, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + + !------------------------------------------------------- + ! Top boundary: + !------------------------------------------------------- + if (yhi_patch > yupper + hymarg) then + + ! number of grid cells lying outside physical domain: + nyt = int((yhi_patch - yupper + hymarg) / hy) + jbeg = max(ncol - nyt + 1, 1) + + select case(mthbc(4)) + case(0) ! User defined boundary condition + ! Replace this code with a user defined boundary condition + stop "A user defined boundary condition was not provided." + + case(1) ! Zero-order extrapolation + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, jbeg - 1) + val(:, i, j) = val(:, i, jbeg - 1) + end do + end do + + case(2) ! Periodic boundary condition + continue + + case(3) ! Wall boundary conditions + do j = jbeg, ncol + do i = 1, nrow + aux(:, i, j) = aux(:, i, 2 * jbeg - 1 - j) + val(:, i, j) = val(:, i, 2 * jbeg - 1 - j) + end do + end do + ! negate the normal velocity: + do j = jbeg, ncol + do i = 1, nrow + val(3, i, j) = -val(3, i, j) + end do + end do + + case(4) ! Spherical domain + continue + + case default + print *, "Invalid boundary condition requested." + stop + + end select + end if + +end subroutine bc2amr diff --git a/GraysHarborBC/SimpleGraysHarbor/sine/Makefile b/GraysHarborBC/kingtide2015/src/ocean-forcing/Makefile similarity index 96% rename from GraysHarborBC/SimpleGraysHarbor/sine/Makefile rename to GraysHarborBC/kingtide2015/src/ocean-forcing/Makefile index f8d638a..137985a 100644 --- a/GraysHarborBC/SimpleGraysHarbor/sine/Makefile +++ b/GraysHarborBC/kingtide2015/src/ocean-forcing/Makefile @@ -44,8 +44,13 @@ EXCLUDE_SOURCES = \ # List of custom sources for this program: # ---------------------------------------- + +MODULES = \ + setprob_module.f90 \ + SOURCES = \ - bc2amr.f90 \ + src2.f90 \ + setprob.f90 \ $(CLAW)/riemann/src/rpn2_geoclaw.f \ $(CLAW)/riemann/src/rpt2_geoclaw.f \ $(CLAW)/riemann/src/geoclaw_riemann_utils.f \ diff --git a/GraysHarborBC/kingtide2015/src/ocean-forcing/setprob.f90 b/GraysHarborBC/kingtide2015/src/ocean-forcing/setprob.f90 new file mode 100644 index 0000000..64bef71 --- /dev/null +++ b/GraysHarborBC/kingtide2015/src/ocean-forcing/setprob.f90 @@ -0,0 +1,29 @@ +subroutine setprob() + + use setprob_module, only: tide_t, tide_etaprime, tide_m + + implicit none + + real(kind=8) :: tide_eta ! read in but not used + + integer iunit, i + character(len=25) fname + + !if not using tide data... + !return + + iunit = 7 + fname = 'tidedata_dec2015.txt' + open(unit=iunit, file=fname, status='old') + + read(iunit,*) tide_m + allocate(tide_t(tide_m), tide_etaprime(tide_m)) + + do i=1,tide_m + read(iunit,*) tide_t(i), tide_eta, tide_etaprime(i) + enddo + + close(iunit) + + +end subroutine setprob diff --git a/GraysHarborBC/kingtide2015/src/ocean-forcing/setprob_module.f90 b/GraysHarborBC/kingtide2015/src/ocean-forcing/setprob_module.f90 new file mode 100644 index 0000000..36897a4 --- /dev/null +++ b/GraysHarborBC/kingtide2015/src/ocean-forcing/setprob_module.f90 @@ -0,0 +1,9 @@ + +module setprob_module + + integer :: tide_m + real(kind=8), allocatable, dimension(:) :: tide_t, tide_etaprime + + save + +end module setprob_module diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/setrun.py b/GraysHarborBC/kingtide2015/src/ocean-forcing/setrun.py similarity index 95% rename from GraysHarborBC/RiemannGraysHarbor/kingtide2015/setrun.py rename to GraysHarborBC/kingtide2015/src/ocean-forcing/setrun.py index 06bb754..226474a 100644 --- a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/setrun.py +++ b/GraysHarborBC/kingtide2015/src/ocean-forcing/setrun.py @@ -46,7 +46,7 @@ def setrun(claw_pkg='geoclaw'): #------------------------------------------------------------------ # Problem-specific parameters to be written to setprob.data: #------------------------------------------------------------------ - + #probdata = rundata.new_UserData(name='probdata',fname='setprob.data') #------------------------------------------------------------------ @@ -73,8 +73,8 @@ def setrun(claw_pkg='geoclaw'): clawdata.num_dim = num_dim # Lower and upper edge of computational domain: - # x values should be integer multipes of 1/9" - # y values should be integer multipes of 1/9" + # x values should be integer multipes of 1/9" + # y values should be integer multipes of 1/9" # Note: always satisfied if limits are multiples of 0.01 degree clawdata.lower[0] = -124.65 @@ -99,8 +99,8 @@ def setrun(claw_pkg='geoclaw'): # Index of aux array corresponding to capacity function, if there is one: clawdata.capa_index = 2 - - + + # ------------- # Initial time: # ------------- @@ -110,7 +110,7 @@ def setrun(claw_pkg='geoclaw'): # Restart from checkpoint file of a previous run? # If restarting, t0 above should be from original run, and the - # restart_file 'fort.chkNNNNN' specified below should be in + # restart_file 'fort.chkNNNNN' specified below should be in # the OUTDIR indicated in Makefile. clawdata.restart = False @@ -141,7 +141,7 @@ def setrun(claw_pkg='geoclaw'): clawdata.output_step_interval = 1 clawdata.total_steps = 1 clawdata.output_t0 = True - + clawdata.output_format = 'binary' @@ -179,7 +179,7 @@ def setrun(claw_pkg='geoclaw'): # Desired Courant number if variable dt used, and max to allow without # retaking step with a smaller dt: - clawdata.cfl_desired = 0.8 + clawdata.cfl_desired = 0.8 clawdata.cfl_max = 1.0 # Maximum number of time steps to allow between output times: @@ -194,11 +194,11 @@ def setrun(claw_pkg='geoclaw'): # Order of accuracy: 1 => Godunov, 2 => Lax-Wendroff plus limiters clawdata.order = 2 - + # Use dimensional splitting? (not yet available for AMR) clawdata.dimensional_split = 'unsplit' - - # For unsplit method, transverse_waves can be + + # For unsplit method, transverse_waves can be # 0 or 'none' ==> donor cell (only normal solver used) # 1 or 'increment' ==> corner transport of waves # 2 or 'all' ==> corner transport of 2nd order corrections too @@ -206,8 +206,8 @@ def setrun(claw_pkg='geoclaw'): # Number of waves in the Riemann solution: clawdata.num_waves = 3 - - # List of limiters to use for each wave family: + + # List of limiters to use for each wave family: # Required: len(limiter) == num_waves # Some options: # 0 or 'none' ==> no limiter (Lax-Wendroff) @@ -218,10 +218,10 @@ def setrun(claw_pkg='geoclaw'): clawdata.limiter = ['mc', 'mc', 'mc'] clawdata.use_fwaves = True # True ==> use f-wave version of algorithms - + # Source terms splitting: # src_split == 0 or 'none' ==> no source term (src routine never called) - # src_split == 1 or 'godunov' ==> Godunov (1st order) splitting used, + # src_split == 1 or 'godunov' ==> Godunov (1st order) splitting used, # src_split == 2 or 'strang' ==> Strang (2nd order) splitting used, not recommended. clawdata.source_split = 'godunov' @@ -239,7 +239,7 @@ def setrun(claw_pkg='geoclaw'): # 2 => periodic (must specify this at both boundaries) # 3 => solid wall for systems where q(2) is normal velocity - clawdata.bc_lower[0] = 0 + clawdata.bc_lower[0] = 'extrap' clawdata.bc_upper[0] = 'extrap' clawdata.bc_lower[1] = 'extrap' @@ -269,7 +269,7 @@ def setrun(claw_pkg='geoclaw'): pass elif abs(clawdata.checkpt_style) == 2: - # Specify a list of checkpoint times. + # Specify a list of checkpoint times. clawdata.checkpt_times = 3600.*np.arange(1,16,1) elif abs(clawdata.checkpt_style) == 3: @@ -317,9 +317,9 @@ def setrun(claw_pkg='geoclaw'): amrdata.clustering_cutoff = 0.700000 # print info about each regridding up to this level: - amrdata.verbosity_regrid = 1 + amrdata.verbosity_regrid = 1 - # ----- For developers ----- + # ----- For developers ----- # Toggle debugging print statements: amrdata.dprint = False # print domain flags amrdata.eprint = False # print err est flags @@ -331,7 +331,7 @@ def setrun(claw_pkg='geoclaw'): amrdata.sprint = False # space/memory output amrdata.tprint = False # time step reporting each level amrdata.uprint = False # update/upbnd reporting - + # More AMR parameters can be set -- see the defaults in pyclaw/data.py # --------------- @@ -340,14 +340,14 @@ def setrun(claw_pkg='geoclaw'): #rundata.regiondata.regions = [] # to specify regions of refinement append lines of the form # [minlevel,maxlevel,t1,t2,x1,x2,y1,y2] - regions = rundata.regiondata.regions + regions = rundata.regiondata.regions regions.append([1,1,0.,1e9,clawdata.lower[0]-0.1,clawdata.upper[0]+0.1, clawdata.lower[1]-0.1,clawdata.upper[1]+0.1]) regions.append([1,2,0.,1e9,-124.25, -123.65, 46.8, 47.1]) regions.append([1,3,0.,1e9,-124.2, -123.65, 46.8, 47.05]) regions.append([2,4,0.,1e9,-124.119,-124.097,46.903, 46.915]) # Wp marina - regions.append([2,4,0.,1e9,-123.89,-123.73,46.94, 46.996]) # Aberdeen + regions.append([2,4,0.,1e9,-123.89,-123.73,46.94, 46.996]) # Aberdeen # --------------- @@ -368,8 +368,6 @@ def setrun(claw_pkg='geoclaw'): gauges.append([1187,-123.8571, 46.9657, 0,1e9]) # Aberdeen gauges.append([1102,-124.10485, 46.90447, 0,1e9]) # Westport - gauges.append([8,-124.65,46.96,0,1e9]) # at Left Boundary - return rundata # end of function setrun @@ -389,7 +387,7 @@ def setgeo(rundata): except: print("*** Error, this rundata has no geo_data attribute") raise AttributeError("Missing geo_data attribute") - + # == Physics == geo_data.gravity = 9.81 geo_data.coordinate_system = 2 @@ -399,7 +397,7 @@ def setgeo(rundata): geo_data.coriolis_forcing = False # == Algorithm and Initial Conditions == - geo_data.sea_level = -0.443 + geo_data.sea_level = -0.468 geo_data.dry_tolerance = 1.e-3 geo_data.friction_forcing = True geo_data.manning_coefficient =.025 @@ -430,8 +428,8 @@ def setgeo(rundata): # == setqinit.data values == - - + + rundata.qinit_data.qinit_type = 0 rundata.qinit_data.qinitfiles = [] # for qinit perturbations, append lines of the form: (<= 1 allowed for now!) @@ -440,12 +438,12 @@ def setgeo(rundata): # variable_eta_init newly added to QinitData: rundata.qinit_data.variable_eta_init = False - + # == fgmax.data values == # MODIFIED FORMAT: # Now specify a list of objects of class fgmax_tools.FGmaxGrid # specifying any fgmax grids. - + rundata.fgmax_data.fgmax_grids = [] rundata.fgmax_data.num_fgmax_val = 5 # Save depth, speed, hs, hss, hmin @@ -461,5 +459,6 @@ def setgeo(rundata): from clawpack.geoclaw import kmltools rundata = setrun(*sys.argv[1:]) rundata.write() - + kmltools.make_input_data_kmls(rundata) + diff --git a/GraysHarborBC/kingtide2015/src/ocean-forcing/src2.f90 b/GraysHarborBC/kingtide2015/src/ocean-forcing/src2.f90 new file mode 100644 index 0000000..2f8038e --- /dev/null +++ b/GraysHarborBC/kingtide2015/src/ocean-forcing/src2.f90 @@ -0,0 +1,312 @@ +subroutine src2(meqn,mbc,mx,my,xlower,ylower,dx,dy,q,maux,aux,t,dt) + + use geoclaw_module, only: g => grav, coriolis_forcing, coriolis + use geoclaw_module, only: friction_forcing, friction_depth + use geoclaw_module, only: manning_coefficient + use geoclaw_module, only: manning_break, num_manning + use geoclaw_module, only: spherical_distance, coordinate_system + use geoclaw_module, only: RAD2DEG, pi, dry_tolerance, DEG2RAD + use geoclaw_module, only: rho_air + + use storm_module, only: wind_forcing, pressure_forcing, wind_drag + use storm_module, only: wind_index, pressure_index + use storm_module, only: storm_direction, storm_location + + use friction_module, only: variable_friction, friction_index + + use setprob_module, only: tide_t, tide_etaprime, tide_m + + implicit none + + ! Input parameters + integer, intent(in) :: meqn,mbc,mx,my,maux + double precision, intent(in) :: xlower,ylower,dx,dy,t,dt + + ! Output + double precision, intent(inout) :: q(meqn,1-mbc:mx+mbc,1-mbc:my+mbc) + double precision, intent(inout) :: aux(maux,1-mbc:mx+mbc,1-mbc:my+mbc) + + ! Locals + integer :: i, j, nman, k + real(kind=8) :: h, hu, hv, gamma, dgamma, y, fdt, a(2,2), coeff + real(kind=8) :: xm, xc, xp, ym, yc, yp, dx_meters, dy_meters + real(kind=8) :: u, v, hu0, hv0 + real(kind=8) :: tau, wind_speed, theta, phi, psi, P_gradient(2), S(2) + real(kind=8) :: Ddt, sloc(2) + real(kind=8) :: eta,x,tperiod,deta_dt,ramp,alpha,ampl + real(kind=8) :: x1rs,x2rs,y1rs,y2rs,area,discharge_cfs,discharge,rs + + ! Algorithm parameters + ! Parameter controls when to zero out the momentum at a depth in the + ! friction source term + real(kind=8), parameter :: depth_tolerance = 1.0d-30 + + ! Physics + ! Nominal density of water + real(kind=8), parameter :: rho = 1025.d0 + + + ! Tidal forcing + ! This is applied as a source term based on desired eta'(t) offshore + + if (.false.) then + ! Sinusoidal forcing as a test: + tperiod = 12*3600. + ampl = 1.d0 + eta = ampl*sin(2.d0*pi*t/tperiod) + deta_dt = ampl*2.d0*pi/tperiod * cos(2.d0*pi*t/tperiod) + endif + + if (.true.) then + ! tidal forcing read in by setprob.f90: + do k=1,tide_m + if (t < tide_t(k)) then + exit + endif + enddo + + if ((k>1) .and. (k <= tide_m)) then + alpha = (t - tide_t(k-1)) / (tide_t(k) - tide_t(k-1)) + deta_dt = (1.d0-alpha)*tide_etaprime(k-1) + alpha*tide_etaprime(k) + else + deta_dt = 0.d0 + endif + endif + + do i=1-mbc,mx+mbc + x = xlower + (i-0.5d0)*dx + if (x < -124.3d0) then + do j=1-mbc,my+mbc + q(1,i,j) = q(1,i,j) + dt*deta_dt + enddo + else if (x < -124.19d0) then + ! ramp down to zero closer to shore: + ramp = 1.d0 - (x + 124.3d0)/(-124.19d0 + 124.3d0) + do j=1-mbc,my+mbc + q(1,i,j) = q(1,i,j) + dt*deta_dt*ramp + enddo + endif + enddo + + + ! River sources: + + if (.false.) then + + ! Johns River + x1rs = -123.951d0 + x2rs = -123.950d0 + y1rs = 46.8815d0 + y2rs = 46.8825d0 + + area = (x2rs-x1rs)*(y2rs-y1rs)*(111d3)**2 * cos(y1rs*DEG2RAD) ! m**2 + discharge_cfs = 5000d0 ! cubic feet / second + discharge = discharge_cfs *(0.3048)**3 ! m**3 / second + rs = discharge/area ! m/sec needed in source area + + do i=1,mx + x = xlower + (i-0.5d0)*dx + do j=1,my + y = ylower + (j-0.5d0)*dy + if ((x >= x1rs) .and. (x <= x2rs) .and. & + (y >= y1rs) .and. (y <= y2rs)) then + q(1,i,j) = q(1,i,j) + dt*rs + endif + enddo + enddo + endif + + if (.false.) then + + ! Chehalis + + x1rs = -123.743d0 + x2rs = -123.740d0 + y1rs = 46.956d0 + y2rs = 46.958d0 + + area = (x2rs-x1rs)*(y2rs-y1rs)*(111d3)**2 * cos(y1rs*DEG2RAD) ! m**2 + discharge_cfs = 20000d0 ! cubic feet / second + discharge = discharge_cfs *(0.3048)**3 ! m**3 / second + rs = discharge/area ! m/sec needed in source area + + do i=1,mx + x = xlower + (i-0.5d0)*dx + do j=1,my + y = ylower + (j-0.5d0)*dy + if ((x >= x1rs) .and. (x <= x2rs) .and. & + (y >= y1rs) .and. (y <= y2rs)) then + q(1,i,j) = q(1,i,j) + dt*rs + endif + enddo + enddo + + ! Wishkah River + x1rs = -123.811d0 + x2rs = -123.810d0 + y1rs = 46.990d0 + y2rs = 46.991d0 + + area = (x2rs-x1rs)*(y2rs-y1rs)*(111d3)**2 * cos(y1rs*DEG2RAD) ! m**2 + discharge_cfs = 4000d0 ! cubic feet / second + discharge = discharge_cfs *(0.3048)**3 ! m**3 / second + rs = discharge/area ! m/sec needed in source area + + do i=1,mx + x = xlower + (i-0.5d0)*dx + do j=1,my + y = ylower + (j-0.5d0)*dy + if ((x >= x1rs) .and. (x <= x2rs) .and. & + (y >= y1rs) .and. (y <= y2rs)) then + q(1,i,j) = q(1,i,j) + dt*rs + endif + enddo + enddo + + + ! Hoquiam River + x1rs = -123.886d0 + x2rs = -123.885d0 + y1rs = 46.995d0 + y2rs = 46.996d0 + + area = (x2rs-x1rs)*(y2rs-y1rs)*(111d3)**2 * cos(y1rs*DEG2RAD) ! m**2 + discharge_cfs = 9000d0 ! cubic feet / second + discharge = discharge_cfs *(0.3048)**3 ! m**3 / second + rs = discharge/area ! m/sec needed in source area + + do i=1,mx + x = xlower + (i-0.5d0)*dx + do j=1,my + y = ylower + (j-0.5d0)*dy + if ((x >= x1rs) .and. (x <= x2rs) .and. & + (y >= y1rs) .and. (y <= y2rs)) then + q(1,i,j) = q(1,i,j) + dt*rs + endif + enddo + enddo + + endif + + ! Friction source term + if (friction_forcing) then + do j=1,my + do i=1,mx + ! Extract appropriate momentum + if (q(1,i,j) < depth_tolerance) then + q(2:3,i,j) = 0.d0 + else + ! Apply friction source term only if in shallower water + if (q(1,i,j) <= friction_depth) then + if (.not.variable_friction) then + do nman = num_manning, 1, -1 + if (aux(1,i,j) .lt. manning_break(nman)) then + coeff = manning_coefficient(nman) + endif + enddo + else + coeff = aux(friction_index,i,j) + endif + + ! Calculate source term + gamma = sqrt(q(2,i,j)**2 + q(3,i,j)**2) * g & + * coeff**2 / (q(1,i,j)**(7.d0/3.d0)) + dgamma = 1.d0 + dt * gamma + q(2, i, j) = q(2, i, j) / dgamma + q(3, i, j) = q(3, i, j) / dgamma + endif + endif + enddo + enddo + endif + ! End of friction source term + + ! Coriolis source term + ! TODO: May want to remove the internal calls to coriolis as this could + ! lead to slow downs. + if (coriolis_forcing) then + do j=1,my + y = ylower + (j - 0.5d0) * dy + fdt = coriolis(y) * dt ! Calculate f dependent on coordinate system + + ! Calculate matrix components + a(1,1) = 1.d0 - 0.5d0 * fdt**2 + fdt**4 / 24.d0 + a(1,2) = fdt - fdt**3 / 6.d0 + a(2,1) = -fdt + fdt**3 / 6.d0 + a(2,2) = a(1,1) + + do i=1,mx + q(2,i,j) = q(2, i, j) * a(1,1) + q(3, i, j) * a(1,2) + q(3,i,j) = q(2, i, j) * a(2,1) + q(3, i, j) * a(2,2) + enddo + enddo + endif + ! End of coriolis source term + + ! wind ----------------------------------------------------------- + if (wind_forcing) then + ! Need storm location and direction for sector based wind drag + sloc = storm_location(t) + theta = storm_direction(t) + do j=1,my + yc = ylower + (j - 0.5d0) * dy + do i=1,mx + xc = xlower + (i - 0.5d0) * dx + if (q(1,i,j) > dry_tolerance) then + psi = atan2(yc - sloc(2), xc - sloc(1)) + if (theta > psi) then + phi = (2.d0 * pi - theta + psi) * RAD2DEG + else + phi = (psi - theta) * RAD2DEG + endif + wind_speed = sqrt(aux(wind_index,i,j)**2 & + + aux(wind_index+1,i,j)**2) + tau = wind_drag(wind_speed, phi) * rho_air * wind_speed / rho + q(2,i,j) = q(2,i,j) + dt * tau * aux(wind_index,i,j) + q(3,i,j) = q(3,i,j) + dt * tau * aux(wind_index+1,i,j) + endif + enddo + enddo + endif + ! ---------------------------------------------------------------- + + ! Atmosphere Pressure -------------------------------------------- + ! Handled in Riemann solver + ! if (pressure_forcing) then + ! do j=1,my + ! ym = ylower + (j - 1.d0) * dy + ! yc = ylower + (j - 0.5d0) * dy + ! yp = ylower + j * dy + ! do i=1,mx + ! xm = xlower + (i - 1.d0) * dx + ! xc = xlower + (i - 0.5d0) * dx + ! xp = xlower + i * dx + + ! if (coordinate_system == 2) then + ! ! Convert distance in lat-long to meters + ! dx_meters = spherical_distance(xp,yc,xm,yc) + ! dy_meters = spherical_distance(xc,yp,xc,ym) + ! else + ! dx_meters = dx + ! dy_meters = dy + ! endif + + ! ! Extract depths + ! h = q(1,i,j) + + ! ! Calculate gradient of Pressure + ! P_gradient(1) = (aux(pressure_index,i+1,j) & + ! - aux(pressure_index,i-1,j)) / (2.d0 * dx_meters) + ! P_gradient(2) = (aux(pressure_index,i,j+1) & + ! - aux(pressure_index,i,j-1)) / (2.d0 * dy_meters) + + ! ! Modify momentum in each layer + ! if (h > dry_tolerance) then + ! q(2, i, j) = q(2, i, j) - dt * h * P_gradient(1) / rho + ! q(3, i, j) = q(3, i, j) - dt * h * P_gradient(2) / rho + ! end if + ! enddo + ! enddo + ! endif + +end subroutine src2 diff --git a/GraysHarborBC/SimpleGraysHarbor/sine/SimpleGraysSine.ipynb b/GraysHarborBC/sine/GraysSine.ipynb similarity index 79% rename from GraysHarborBC/SimpleGraysHarbor/sine/SimpleGraysSine.ipynb rename to GraysHarborBC/sine/GraysSine.ipynb index e08e61c..532f606 100644 --- a/GraysHarborBC/SimpleGraysHarbor/sine/SimpleGraysSine.ipynb +++ b/GraysHarborBC/sine/GraysSine.ipynb @@ -4,11 +4,11 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Grays Harbor Tides with Sine Boundary Condition\n", + "The tidal signal $\\sin(2\\pi t / T)$ is implemented, a pure sine wave with amplitude 1 and period $T = 12\\times 3600 = $ 12 hours .\n", "\n", - "First run the GeoClaw code and then use this notebook to examine the gauge results.\n", + "For Riemann and Simple case, it's implemented on the left boundary, for the ocean forcing case, it is forced inside the domain.\n", "\n", - "The tidal signal is $\\sin(2\\pi t / T)$ implemented on the left boundary, a pure sine wave with amplitude 1 and period $T = 12\\times 3600 = $ 12 hours" + "(This notebook is run for the Simple case. Only the title of the graph needs to be changed in the code for Riemann and ocean forcing case.)" ] }, { @@ -53,7 +53,7 @@ "\n", "outdir = '_output'\n", "\n", - "for k,gaugeno in enumerate([0,1102,1187]):\n", + "for k,gaugeno in enumerate([1102,1187]):\n", " gauge = gauges.GaugeSolution(gaugeno, outdir)\n", " t = gauge.t / 3600. # convert to hours\n", " q = gauge.q\n", @@ -80,7 +80,7 @@ "xlabel('hours')\n", "ylabel('Surface relative to MTL (m)')\n", "grid(True)\n", - "title('Sine wave BC in ocean and resulting GeoClaw gauge results');\n", + "title('Simple sine condition and resulting GeoClaw gauge results');\n", "\n", "xticks(arange(0,t[-1]+0.1,12))\n", "xlim(0,60)\n", @@ -97,8 +97,15 @@ "source": [ "## Notes:\n", "\n", - "- Given an observed tide at Westport that we want to match, we can shift it by about 3220 seconds and increase it by a factor 1.04 in order to obtain the signal to use at the left boundary. This is illustrated in the example `../grays_kingtide2015`.\n" + "- Given an observed tide at Westport that we want to match, we can shift it by about 3220 seconds and increase it by a factor 1.04 in order to obtain the signal to use at the left boundary. This is illustrated in the example `../kingtide2015`.\n" ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/Makefile b/GraysHarborBC/sine/Makefile similarity index 100% rename from GraysHarborBC/SimpleGraysHarbor/kingtide2015/Makefile rename to GraysHarborBC/sine/Makefile diff --git a/GraysHarborBC/sine/README.md b/GraysHarborBC/sine/README.md new file mode 100644 index 0000000..b7bb4c2 --- /dev/null +++ b/GraysHarborBC/sine/README.md @@ -0,0 +1,7 @@ +The current directory is set up for the Simple method. + +First run the GeoClaw code and then use this notebook to examine the gauge results. + +To use Riemann method, replace ./bc2amr.f90 by ./src/Riemann/bc2amr.f90 . + +To use ocean forcing method, go to ./src/ocean-forcing, move every file to the current directory. diff --git a/GraysHarborBC/SimpleGraysHarbor/sine/bc2amr.f90 b/GraysHarborBC/sine/bc2amr.f90 similarity index 99% rename from GraysHarborBC/SimpleGraysHarbor/sine/bc2amr.f90 rename to GraysHarborBC/sine/bc2amr.f90 index a06f607..6c729f2 100644 --- a/GraysHarborBC/SimpleGraysHarbor/sine/bc2amr.f90 +++ b/GraysHarborBC/sine/bc2amr.f90 @@ -105,13 +105,11 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & ! Local storage integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt - real, DIMENSION(1201) :: a - INTEGER :: col,max_cols ! Sine boundary condition delt = possk(level) jump_h = sin(2.d0*pi*(time+delt)/(12*3600)) - sin(2.d0*pi*(time)/(12*3600)) - + hxmarg = hx * .01d0 hymarg = hy * .01d0 @@ -142,7 +140,7 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & val(2, i, j) = val(2, nxl + 1, j) end do end do - + case(1) ! Zero-order extrapolation do j = 1, ncol do i=1, nxl diff --git a/GraysHarborBC/RiemannGraysHarbor/sine/setplot.py b/GraysHarborBC/sine/setplot.py similarity index 100% rename from GraysHarborBC/RiemannGraysHarbor/sine/setplot.py rename to GraysHarborBC/sine/setplot.py diff --git a/GraysHarborBC/RiemannGraysHarbor/sine/setrun.py b/GraysHarborBC/sine/setrun.py similarity index 100% rename from GraysHarborBC/RiemannGraysHarbor/sine/setrun.py rename to GraysHarborBC/sine/setrun.py diff --git a/GraysHarborBC/RiemannGraysHarbor/sine/bc2amr.f90 b/GraysHarborBC/sine/src/Riemann/bc2amr.f90 similarity index 100% rename from GraysHarborBC/RiemannGraysHarbor/sine/bc2amr.f90 rename to GraysHarborBC/sine/src/Riemann/bc2amr.f90 diff --git a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/bc2amr.f90 b/GraysHarborBC/sine/src/Simple/bc2amr.f90 similarity index 97% rename from GraysHarborBC/SimpleGraysHarbor/kingtide2015/bc2amr.f90 rename to GraysHarborBC/sine/src/Simple/bc2amr.f90 index e24942a..6c729f2 100644 --- a/GraysHarborBC/SimpleGraysHarbor/kingtide2015/bc2amr.f90 +++ b/GraysHarborBC/sine/src/Simple/bc2amr.f90 @@ -105,19 +105,10 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & ! Local storage integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt - real, DIMENSION(1201) :: a - INTEGER :: col,max_cols - - ! Getting the jump in tidal signal using linear Intepolation on height.txt - max_cols=1201 - OPEN(UNIT=19, FILE="height.txt") - DO col = 1, max_cols - READ(19,*) a(col) - END DO - close(19) - t_num = floor(time/360) + 9 + + ! Sine boundary condition delt = possk(level) - jump_h = (a(t_num+2) - a(t_num+1))*delt*1.04/360 + jump_h = sin(2.d0*pi*(time+delt)/(12*3600)) - sin(2.d0*pi*(time)/(12*3600)) hxmarg = hx * .01d0 hymarg = hy * .01d0 @@ -147,9 +138,9 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & val(3, i, j) = 0 val(1, i, j) = val(1, nxl + 1, j) + jump_h val(2, i, j) = val(2, nxl + 1, j) - end do end do + case(1) ! Zero-order extrapolation do j = 1, ncol do i=1, nxl diff --git a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/Makefile b/GraysHarborBC/sine/src/ocean-forcing/Makefile similarity index 93% rename from GraysHarborBC/RiemannGraysHarbor/kingtide2015/Makefile rename to GraysHarborBC/sine/src/ocean-forcing/Makefile index de2fa0a..137985a 100644 --- a/GraysHarborBC/RiemannGraysHarbor/kingtide2015/Makefile +++ b/GraysHarborBC/sine/src/ocean-forcing/Makefile @@ -21,7 +21,7 @@ PLOTDIR = _plots # Directory for plots # Environment variable FC should be set to fortran compiler, e.g. gfortran # Compiler flags can be specified here or set as an environment variable -FFLAGS ?= +FFLAGS ?= # --------------------------------- # package sources for this program: @@ -32,7 +32,7 @@ include $(GEOLIB)/Makefile.geoclaw # --------------------------------------- # package sources specifically to exclude -# (i.e. if a custom replacement source +# (i.e. if a custom replacement source # under a different name is provided) # --------------------------------------- @@ -44,8 +44,13 @@ EXCLUDE_SOURCES = \ # List of custom sources for this program: # ---------------------------------------- + +MODULES = \ + setprob_module.f90 \ + SOURCES = \ - bc2amr.f90 \ + src2.f90 \ + setprob.f90 \ $(CLAW)/riemann/src/rpn2_geoclaw.f \ $(CLAW)/riemann/src/rpt2_geoclaw.f \ $(CLAW)/riemann/src/geoclaw_riemann_utils.f \ @@ -59,7 +64,8 @@ include $(CLAWMAKE) topo: python maketopo.py -all: +all: $(MAKE) topo $(MAKE) .plots $(MAKE) .htmls + diff --git a/GraysHarborBC/sine/src/ocean-forcing/setprob.f90 b/GraysHarborBC/sine/src/ocean-forcing/setprob.f90 new file mode 100644 index 0000000..2ecd212 --- /dev/null +++ b/GraysHarborBC/sine/src/ocean-forcing/setprob.f90 @@ -0,0 +1,30 @@ +subroutine setprob() + + use setprob_module, only: tide_t, tide_etaprime, tide_m + + implicit none + + real(kind=8) :: tide_eta ! read in but not used + + integer iunit, i + character(len=25) fname + + ! if not using tide data... + return + + + iunit = 7 + fname = 'XXX.txt' + open(unit=iunit, file=fname, status='old') + + read(iunit,*) tide_m + allocate(tide_t(tide_m), tide_etaprime(tide_m)) + + do i=1,tide_m + read(iunit,*) tide_t(i), tide_eta, tide_etaprime(i) + enddo + + close(iunit) + + +end subroutine setprob diff --git a/GraysHarborBC/sine/src/ocean-forcing/setprob_module.f90 b/GraysHarborBC/sine/src/ocean-forcing/setprob_module.f90 new file mode 100644 index 0000000..36897a4 --- /dev/null +++ b/GraysHarborBC/sine/src/ocean-forcing/setprob_module.f90 @@ -0,0 +1,9 @@ + +module setprob_module + + integer :: tide_m + real(kind=8), allocatable, dimension(:) :: tide_t, tide_etaprime + + save + +end module setprob_module diff --git a/GraysHarborBC/SimpleGraysHarbor/sine/setrun.py b/GraysHarborBC/sine/src/ocean-forcing/setrun.py similarity index 95% rename from GraysHarborBC/SimpleGraysHarbor/sine/setrun.py rename to GraysHarborBC/sine/src/ocean-forcing/setrun.py index 0f3046a..3f8cc7e 100644 --- a/GraysHarborBC/SimpleGraysHarbor/sine/setrun.py +++ b/GraysHarborBC/sine/src/ocean-forcing/setrun.py @@ -46,7 +46,7 @@ def setrun(claw_pkg='geoclaw'): #------------------------------------------------------------------ # Problem-specific parameters to be written to setprob.data: #------------------------------------------------------------------ - + #probdata = rundata.new_UserData(name='probdata',fname='setprob.data') #------------------------------------------------------------------ @@ -73,8 +73,8 @@ def setrun(claw_pkg='geoclaw'): clawdata.num_dim = num_dim # Lower and upper edge of computational domain: - # x values should be integer multipes of 1/9" - # y values should be integer multipes of 1/9" + # x values should be integer multipes of 1/9" + # y values should be integer multipes of 1/9" # Note: always satisfied if limits are multiples of 0.01 degree clawdata.lower[0] = -124.65 @@ -99,8 +99,8 @@ def setrun(claw_pkg='geoclaw'): # Index of aux array corresponding to capacity function, if there is one: clawdata.capa_index = 2 - - + + # ------------- # Initial time: # ------------- @@ -110,7 +110,7 @@ def setrun(claw_pkg='geoclaw'): # Restart from checkpoint file of a previous run? # If restarting, t0 above should be from original run, and the - # restart_file 'fort.chkNNNNN' specified below should be in + # restart_file 'fort.chkNNNNN' specified below should be in # the OUTDIR indicated in Makefile. clawdata.restart = False @@ -141,7 +141,7 @@ def setrun(claw_pkg='geoclaw'): clawdata.output_step_interval = 1 clawdata.total_steps = 1 clawdata.output_t0 = True - + clawdata.output_format = 'binary' @@ -168,7 +168,7 @@ def setrun(claw_pkg='geoclaw'): # if dt_variable==1: variable time steps used based on cfl_desired, # if dt_variable==0: fixed time steps dt = dt_initial will always be used. - clawdata.dt_variable = 1 + clawdata.dt_variable = True # Initial time step for variable dt. # If dt_variable==0 then dt=dt_initial for all steps: @@ -179,7 +179,7 @@ def setrun(claw_pkg='geoclaw'): # Desired Courant number if variable dt used, and max to allow without # retaking step with a smaller dt: - clawdata.cfl_desired = 0.8 + clawdata.cfl_desired = 0.8 clawdata.cfl_max = 1.0 # Maximum number of time steps to allow between output times: @@ -194,11 +194,11 @@ def setrun(claw_pkg='geoclaw'): # Order of accuracy: 1 => Godunov, 2 => Lax-Wendroff plus limiters clawdata.order = 2 - + # Use dimensional splitting? (not yet available for AMR) clawdata.dimensional_split = 'unsplit' - - # For unsplit method, transverse_waves can be + + # For unsplit method, transverse_waves can be # 0 or 'none' ==> donor cell (only normal solver used) # 1 or 'increment' ==> corner transport of waves # 2 or 'all' ==> corner transport of 2nd order corrections too @@ -206,8 +206,8 @@ def setrun(claw_pkg='geoclaw'): # Number of waves in the Riemann solution: clawdata.num_waves = 3 - - # List of limiters to use for each wave family: + + # List of limiters to use for each wave family: # Required: len(limiter) == num_waves # Some options: # 0 or 'none' ==> no limiter (Lax-Wendroff) @@ -218,10 +218,10 @@ def setrun(claw_pkg='geoclaw'): clawdata.limiter = ['mc', 'mc', 'mc'] clawdata.use_fwaves = True # True ==> use f-wave version of algorithms - + # Source terms splitting: # src_split == 0 or 'none' ==> no source term (src routine never called) - # src_split == 1 or 'godunov' ==> Godunov (1st order) splitting used, + # src_split == 1 or 'godunov' ==> Godunov (1st order) splitting used, # src_split == 2 or 'strang' ==> Strang (2nd order) splitting used, not recommended. clawdata.source_split = 'godunov' @@ -239,7 +239,7 @@ def setrun(claw_pkg='geoclaw'): # 2 => periodic (must specify this at both boundaries) # 3 => solid wall for systems where q(2) is normal velocity - clawdata.bc_lower[0] = 0 + clawdata.bc_lower[0] = 'extrap' clawdata.bc_upper[0] = 'extrap' clawdata.bc_lower[1] = 'extrap' @@ -269,7 +269,7 @@ def setrun(claw_pkg='geoclaw'): pass elif abs(clawdata.checkpt_style) == 2: - # Specify a list of checkpoint times. + # Specify a list of checkpoint times. clawdata.checkpt_times = 3600.*np.arange(1,16,1) elif abs(clawdata.checkpt_style) == 3: @@ -317,9 +317,9 @@ def setrun(claw_pkg='geoclaw'): amrdata.clustering_cutoff = 0.700000 # print info about each regridding up to this level: - amrdata.verbosity_regrid = 1 + amrdata.verbosity_regrid = 1 - # ----- For developers ----- + # ----- For developers ----- # Toggle debugging print statements: amrdata.dprint = False # print domain flags amrdata.eprint = False # print err est flags @@ -331,7 +331,7 @@ def setrun(claw_pkg='geoclaw'): amrdata.sprint = False # space/memory output amrdata.tprint = False # time step reporting each level amrdata.uprint = False # update/upbnd reporting - + # More AMR parameters can be set -- see the defaults in pyclaw/data.py # --------------- @@ -340,14 +340,14 @@ def setrun(claw_pkg='geoclaw'): #rundata.regiondata.regions = [] # to specify regions of refinement append lines of the form # [minlevel,maxlevel,t1,t2,x1,x2,y1,y2] - regions = rundata.regiondata.regions + regions = rundata.regiondata.regions regions.append([1,1,0.,1e9,clawdata.lower[0]-0.1,clawdata.upper[0]+0.1, clawdata.lower[1]-0.1,clawdata.upper[1]+0.1]) regions.append([1,2,0.,1e9,-124.25, -123.65, 46.8, 47.1]) regions.append([1,3,0.,1e9,-124.2, -123.65, 46.8, 47.05]) regions.append([2,4,0.,1e9,-124.119,-124.097,46.903, 46.915]) # Wp marina - regions.append([2,4,0.,1e9,-123.89,-123.73,46.94, 46.996]) # Aberdeen + regions.append([2,4,0.,1e9,-123.89,-123.73,46.94, 46.996]) # Aberdeen # --------------- @@ -365,9 +365,6 @@ def setrun(claw_pkg='geoclaw'): gauges.append([4,-124.00,46.90,0,1e9]) # Johns River gauges.append([5,-123.808,46.972,0,1e9]) # Chehalis at Wishkah - gauges.append([8,-124.65,46.96,0,1e9]) # at Left Boundary - gauges.append([9,-124.65,46.97,0,1e9]) - gauges.append([1187,-123.8571, 46.9657, 0,1e9]) # Aberdeen gauges.append([1102,-124.10485, 46.90447, 0,1e9]) # Westport @@ -390,7 +387,7 @@ def setgeo(rundata): except: print("*** Error, this rundata has no geo_data attribute") raise AttributeError("Missing geo_data attribute") - + # == Physics == geo_data.gravity = 9.81 geo_data.coordinate_system = 2 @@ -432,8 +429,8 @@ def setgeo(rundata): # == setqinit.data values == - - + + rundata.qinit_data.qinit_type = 0 rundata.qinit_data.qinitfiles = [] # for qinit perturbations, append lines of the form: (<= 1 allowed for now!) @@ -442,12 +439,12 @@ def setgeo(rundata): # variable_eta_init newly added to QinitData: rundata.qinit_data.variable_eta_init = False - + # == fgmax.data values == # MODIFIED FORMAT: # Now specify a list of objects of class fgmax_tools.FGmaxGrid # specifying any fgmax grids. - + rundata.fgmax_data.fgmax_grids = [] rundata.fgmax_data.num_fgmax_val = 5 # Save depth, speed, hs, hss, hmin @@ -463,5 +460,6 @@ def setgeo(rundata): from clawpack.geoclaw import kmltools rundata = setrun(*sys.argv[1:]) rundata.write() - + kmltools.make_input_data_kmls(rundata) + diff --git a/GraysHarborBC/sine/src/ocean-forcing/src2.f90 b/GraysHarborBC/sine/src/ocean-forcing/src2.f90 new file mode 100644 index 0000000..df3467e --- /dev/null +++ b/GraysHarborBC/sine/src/ocean-forcing/src2.f90 @@ -0,0 +1,312 @@ +subroutine src2(meqn,mbc,mx,my,xlower,ylower,dx,dy,q,maux,aux,t,dt) + + use geoclaw_module, only: g => grav, coriolis_forcing, coriolis + use geoclaw_module, only: friction_forcing, friction_depth + use geoclaw_module, only: manning_coefficient + use geoclaw_module, only: manning_break, num_manning + use geoclaw_module, only: spherical_distance, coordinate_system + use geoclaw_module, only: RAD2DEG, pi, dry_tolerance, DEG2RAD + use geoclaw_module, only: rho_air + + use storm_module, only: wind_forcing, pressure_forcing, wind_drag + use storm_module, only: wind_index, pressure_index + use storm_module, only: storm_direction, storm_location + + use friction_module, only: variable_friction, friction_index + + use setprob_module, only: tide_t, tide_etaprime, tide_m + + implicit none + + ! Input parameters + integer, intent(in) :: meqn,mbc,mx,my,maux + double precision, intent(in) :: xlower,ylower,dx,dy,t,dt + + ! Output + double precision, intent(inout) :: q(meqn,1-mbc:mx+mbc,1-mbc:my+mbc) + double precision, intent(inout) :: aux(maux,1-mbc:mx+mbc,1-mbc:my+mbc) + + ! Locals + integer :: i, j, nman, k + real(kind=8) :: h, hu, hv, gamma, dgamma, y, fdt, a(2,2), coeff + real(kind=8) :: xm, xc, xp, ym, yc, yp, dx_meters, dy_meters + real(kind=8) :: u, v, hu0, hv0 + real(kind=8) :: tau, wind_speed, theta, phi, psi, P_gradient(2), S(2) + real(kind=8) :: Ddt, sloc(2) + real(kind=8) :: eta,x,tperiod,deta_dt,ramp,alpha,ampl + real(kind=8) :: x1rs,x2rs,y1rs,y2rs,area,discharge_cfs,discharge,rs + + ! Algorithm parameters + ! Parameter controls when to zero out the momentum at a depth in the + ! friction source term + real(kind=8), parameter :: depth_tolerance = 1.0d-30 + + ! Physics + ! Nominal density of water + real(kind=8), parameter :: rho = 1025.d0 + + + ! Tidal forcing + ! This is applied as a source term based on desired eta'(t) offshore + + if (.true.) then + ! Sinusoidal forcing as a test: + tperiod = 12*3600. + ampl = 1.d0 + eta = ampl*sin(2.d0*pi*t/tperiod) + deta_dt = ampl*2.d0*pi/tperiod * cos(2.d0*pi*t/tperiod) + endif + + if (.false.) then + ! tidal forcing read in by setprob.f90: + do k=1,tide_m + if (t < tide_t(k)) then + exit + endif + enddo + + if ((k>1) .and. (k <= tide_m)) then + alpha = (t - tide_t(k-1)) / (tide_t(k) - tide_t(k-1)) + deta_dt = (1.d0-alpha)*tide_etaprime(k-1) + alpha*tide_etaprime(k) + else + deta_dt = 0.d0 + endif + endif + + do i=1-mbc,mx+mbc + x = xlower + (i-0.5d0)*dx + if (x < -124.3d0) then + do j=1-mbc,my+mbc + q(1,i,j) = q(1,i,j) + dt*deta_dt + enddo + else if (x < -124.19d0) then + ! ramp down to zero closer to shore: + ramp = 1.d0 - (x + 124.3d0)/(-124.19d0 + 124.3d0) + do j=1-mbc,my+mbc + q(1,i,j) = q(1,i,j) + dt*deta_dt*ramp + enddo + endif + enddo + + + ! River sources: + + if (.false.) then + + ! Johns River + x1rs = -123.951d0 + x2rs = -123.950d0 + y1rs = 46.8815d0 + y2rs = 46.8825d0 + + area = (x2rs-x1rs)*(y2rs-y1rs)*(111d3)**2 * cos(y1rs*DEG2RAD) ! m**2 + discharge_cfs = 5000d0 ! cubic feet / second + discharge = discharge_cfs *(0.3048)**3 ! m**3 / second + rs = discharge/area ! m/sec needed in source area + + do i=1,mx + x = xlower + (i-0.5d0)*dx + do j=1,my + y = ylower + (j-0.5d0)*dy + if ((x >= x1rs) .and. (x <= x2rs) .and. & + (y >= y1rs) .and. (y <= y2rs)) then + q(1,i,j) = q(1,i,j) + dt*rs + endif + enddo + enddo + endif + + if (.false.) then + + ! Chehalis + + x1rs = -123.743d0 + x2rs = -123.740d0 + y1rs = 46.956d0 + y2rs = 46.958d0 + + area = (x2rs-x1rs)*(y2rs-y1rs)*(111d3)**2 * cos(y1rs*DEG2RAD) ! m**2 + discharge_cfs = 20000d0 ! cubic feet / second + discharge = discharge_cfs *(0.3048)**3 ! m**3 / second + rs = discharge/area ! m/sec needed in source area + + do i=1,mx + x = xlower + (i-0.5d0)*dx + do j=1,my + y = ylower + (j-0.5d0)*dy + if ((x >= x1rs) .and. (x <= x2rs) .and. & + (y >= y1rs) .and. (y <= y2rs)) then + q(1,i,j) = q(1,i,j) + dt*rs + endif + enddo + enddo + + ! Wishkah River + x1rs = -123.811d0 + x2rs = -123.810d0 + y1rs = 46.990d0 + y2rs = 46.991d0 + + area = (x2rs-x1rs)*(y2rs-y1rs)*(111d3)**2 * cos(y1rs*DEG2RAD) ! m**2 + discharge_cfs = 4000d0 ! cubic feet / second + discharge = discharge_cfs *(0.3048)**3 ! m**3 / second + rs = discharge/area ! m/sec needed in source area + + do i=1,mx + x = xlower + (i-0.5d0)*dx + do j=1,my + y = ylower + (j-0.5d0)*dy + if ((x >= x1rs) .and. (x <= x2rs) .and. & + (y >= y1rs) .and. (y <= y2rs)) then + q(1,i,j) = q(1,i,j) + dt*rs + endif + enddo + enddo + + + ! Hoquiam River + x1rs = -123.886d0 + x2rs = -123.885d0 + y1rs = 46.995d0 + y2rs = 46.996d0 + + area = (x2rs-x1rs)*(y2rs-y1rs)*(111d3)**2 * cos(y1rs*DEG2RAD) ! m**2 + discharge_cfs = 9000d0 ! cubic feet / second + discharge = discharge_cfs *(0.3048)**3 ! m**3 / second + rs = discharge/area ! m/sec needed in source area + + do i=1,mx + x = xlower + (i-0.5d0)*dx + do j=1,my + y = ylower + (j-0.5d0)*dy + if ((x >= x1rs) .and. (x <= x2rs) .and. & + (y >= y1rs) .and. (y <= y2rs)) then + q(1,i,j) = q(1,i,j) + dt*rs + endif + enddo + enddo + + endif + + ! Friction source term + if (friction_forcing) then + do j=1,my + do i=1,mx + ! Extract appropriate momentum + if (q(1,i,j) < depth_tolerance) then + q(2:3,i,j) = 0.d0 + else + ! Apply friction source term only if in shallower water + if (q(1,i,j) <= friction_depth) then + if (.not.variable_friction) then + do nman = num_manning, 1, -1 + if (aux(1,i,j) .lt. manning_break(nman)) then + coeff = manning_coefficient(nman) + endif + enddo + else + coeff = aux(friction_index,i,j) + endif + + ! Calculate source term + gamma = sqrt(q(2,i,j)**2 + q(3,i,j)**2) * g & + * coeff**2 / (q(1,i,j)**(7.d0/3.d0)) + dgamma = 1.d0 + dt * gamma + q(2, i, j) = q(2, i, j) / dgamma + q(3, i, j) = q(3, i, j) / dgamma + endif + endif + enddo + enddo + endif + ! End of friction source term + + ! Coriolis source term + ! TODO: May want to remove the internal calls to coriolis as this could + ! lead to slow downs. + if (coriolis_forcing) then + do j=1,my + y = ylower + (j - 0.5d0) * dy + fdt = coriolis(y) * dt ! Calculate f dependent on coordinate system + + ! Calculate matrix components + a(1,1) = 1.d0 - 0.5d0 * fdt**2 + fdt**4 / 24.d0 + a(1,2) = fdt - fdt**3 / 6.d0 + a(2,1) = -fdt + fdt**3 / 6.d0 + a(2,2) = a(1,1) + + do i=1,mx + q(2,i,j) = q(2, i, j) * a(1,1) + q(3, i, j) * a(1,2) + q(3,i,j) = q(2, i, j) * a(2,1) + q(3, i, j) * a(2,2) + enddo + enddo + endif + ! End of coriolis source term + + ! wind ----------------------------------------------------------- + if (wind_forcing) then + ! Need storm location and direction for sector based wind drag + sloc = storm_location(t) + theta = storm_direction(t) + do j=1,my + yc = ylower + (j - 0.5d0) * dy + do i=1,mx + xc = xlower + (i - 0.5d0) * dx + if (q(1,i,j) > dry_tolerance) then + psi = atan2(yc - sloc(2), xc - sloc(1)) + if (theta > psi) then + phi = (2.d0 * pi - theta + psi) * RAD2DEG + else + phi = (psi - theta) * RAD2DEG + endif + wind_speed = sqrt(aux(wind_index,i,j)**2 & + + aux(wind_index+1,i,j)**2) + tau = wind_drag(wind_speed, phi) * rho_air * wind_speed / rho + q(2,i,j) = q(2,i,j) + dt * tau * aux(wind_index,i,j) + q(3,i,j) = q(3,i,j) + dt * tau * aux(wind_index+1,i,j) + endif + enddo + enddo + endif + ! ---------------------------------------------------------------- + + ! Atmosphere Pressure -------------------------------------------- + ! Handled in Riemann solver + ! if (pressure_forcing) then + ! do j=1,my + ! ym = ylower + (j - 1.d0) * dy + ! yc = ylower + (j - 0.5d0) * dy + ! yp = ylower + j * dy + ! do i=1,mx + ! xm = xlower + (i - 1.d0) * dx + ! xc = xlower + (i - 0.5d0) * dx + ! xp = xlower + i * dx + + ! if (coordinate_system == 2) then + ! ! Convert distance in lat-long to meters + ! dx_meters = spherical_distance(xp,yc,xm,yc) + ! dy_meters = spherical_distance(xc,yp,xc,ym) + ! else + ! dx_meters = dx + ! dy_meters = dy + ! endif + + ! ! Extract depths + ! h = q(1,i,j) + + ! ! Calculate gradient of Pressure + ! P_gradient(1) = (aux(pressure_index,i+1,j) & + ! - aux(pressure_index,i-1,j)) / (2.d0 * dx_meters) + ! P_gradient(2) = (aux(pressure_index,i,j+1) & + ! - aux(pressure_index,i,j-1)) / (2.d0 * dy_meters) + + ! ! Modify momentum in each layer + ! if (h > dry_tolerance) then + ! q(2, i, j) = q(2, i, j) - dt * h * P_gradient(1) / rho + ! q(3, i, j) = q(3, i, j) - dt * h * P_gradient(2) / rho + ! end if + ! enddo + ! enddo + ! endif + +end subroutine src2 diff --git a/GraysHarborBC/RiemannGraysHarbor/topo/GraysHarborMTL.ipynb b/GraysHarborBC/topo/GraysHarborMTL.ipynb similarity index 100% rename from GraysHarborBC/RiemannGraysHarbor/topo/GraysHarborMTL.ipynb rename to GraysHarborBC/topo/GraysHarborMTL.ipynb diff --git a/GraysHarborBC/topo/README.md b/GraysHarborBC/topo/README.md new file mode 100644 index 0000000..917c35b --- /dev/null +++ b/GraysHarborBC/topo/README.md @@ -0,0 +1,11 @@ +# GraysHarbor/topo + +Use [GraysHarborMTL.ipynb](topo/GraysHarborMTL.html) to download 1/3 arcsecond +topography data that is referenced to MHW and adjust it so that it is +more closely aligned with Mean Tide Level (MTL). Since we are modeling +the tide, we want to use topography referenced to MTL if possible. + +Use `fetch_etopo.py` to download 1 arcminute topography of the coastal +region from the etopo1 database. + +Creat`topofiles` subdirectory and move the resulting .asc files into it. diff --git a/GraysHarborBC/RiemannGraysHarbor/topo/fetch_etopo.py b/GraysHarborBC/topo/fetch_etopo.py similarity index 100% rename from GraysHarborBC/RiemannGraysHarbor/topo/fetch_etopo.py rename to GraysHarborBC/topo/fetch_etopo.py diff --git a/NewYorkBC/README.md b/NewYorkBC/README.md index 4093f6e..a71ccee 100644 --- a/NewYorkBC/README.md +++ b/NewYorkBC/README.md @@ -11,4 +11,3 @@ region from the etopo1 database. In this directory, the right boundary condition is implemented using pure sine wave oscillation with amplitude 1. The notebook shows the simulation. -Feel free to contact yz3889@columbia.edu if you have any questions about the code. \ No newline at end of file diff --git a/NewYorkBC/sine/.data b/NewYorkBC/sine/.data deleted file mode 100644 index e69de29..0000000 diff --git a/NewYorkBC/sine/.output b/NewYorkBC/sine/.output deleted file mode 100644 index be1c5a4..0000000 --- a/NewYorkBC/sine/.output +++ /dev/null @@ -1 +0,0 @@ -_output From 5fff12926ec2e06bb1c37d1c699f071b378beb02 Mon Sep 17 00:00:00 2001 From: Yucheng Date: Fri, 12 Nov 2021 21:18:22 -0500 Subject: [PATCH 8/9] improve bc2amr call --- GraysHarborBC/kingtide2015/KingTide.ipynb | 2 +- GraysHarborBC/kingtide2015/Makefile | 11 +++++--- GraysHarborBC/kingtide2015/bc2amr.f90 | 18 +------------ GraysHarborBC/kingtide2015/setprob.f90 | 27 +++++++++++++++++++ GraysHarborBC/kingtide2015/setprob_module.f90 | 8 ++++++ .../kingtide2015/src/Riemann/bc2amr.f90 | 19 ++----------- .../kingtide2015/src/Simple/bc2amr.f90 | 18 +------------ 7 files changed, 47 insertions(+), 56 deletions(-) create mode 100644 GraysHarborBC/kingtide2015/setprob.f90 create mode 100644 GraysHarborBC/kingtide2015/setprob_module.f90 diff --git a/GraysHarborBC/kingtide2015/KingTide.ipynb b/GraysHarborBC/kingtide2015/KingTide.ipynb index c0d2f96..f5fb901 100644 --- a/GraysHarborBC/kingtide2015/KingTide.ipynb +++ b/GraysHarborBC/kingtide2015/KingTide.ipynb @@ -164,7 +164,7 @@ "### Linear interpolate the tidal signal\n", "For Riemann and Simple, we use the signal at Westport to derive our left boundary condition, \n", "\n", - "### For Riemann and Simple method, tidal signal is exported as tidal_signal.txt below, CREATE AND MOVE IT TO ./_output directory. " + "### For Riemann and Simple method, tidal signal is exported as tidal_signal.txt below, CREATE AND MOVE IT TO ./_output directory before you run the geoclaw code or you will get 0 signal from the BC. " ] }, { diff --git a/GraysHarborBC/kingtide2015/Makefile b/GraysHarborBC/kingtide2015/Makefile index f8d638a..7e6fb5b 100644 --- a/GraysHarborBC/kingtide2015/Makefile +++ b/GraysHarborBC/kingtide2015/Makefile @@ -21,7 +21,7 @@ PLOTDIR = _plots # Directory for plots # Environment variable FC should be set to fortran compiler, e.g. gfortran # Compiler flags can be specified here or set as an environment variable -FFLAGS ?= +FFLAGS ?= # --------------------------------- # package sources for this program: @@ -32,7 +32,7 @@ include $(GEOLIB)/Makefile.geoclaw # --------------------------------------- # package sources specifically to exclude -# (i.e. if a custom replacement source +# (i.e. if a custom replacement source # under a different name is provided) # --------------------------------------- @@ -44,8 +44,12 @@ EXCLUDE_SOURCES = \ # List of custom sources for this program: # ---------------------------------------- +MODULES = \ + setprob_module.f90 \ + SOURCES = \ bc2amr.f90 \ + setprob.f90 \ $(CLAW)/riemann/src/rpn2_geoclaw.f \ $(CLAW)/riemann/src/rpt2_geoclaw.f \ $(CLAW)/riemann/src/geoclaw_riemann_utils.f \ @@ -59,8 +63,7 @@ include $(CLAWMAKE) topo: python maketopo.py -all: +all: $(MAKE) topo $(MAKE) .plots $(MAKE) .htmls - diff --git a/GraysHarborBC/kingtide2015/bc2amr.f90 b/GraysHarborBC/kingtide2015/bc2amr.f90 index d48a608..78c36ee 100644 --- a/GraysHarborBC/kingtide2015/bc2amr.f90 +++ b/GraysHarborBC/kingtide2015/bc2amr.f90 @@ -89,6 +89,7 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & xlo_patch, xhi_patch, ylo_patch, yhi_patch) use amr_module use geoclaw_module, only: pi + use setprob_module, only: a !use amr_module, only: mthbc, xlower, ylower, xupper, yupper !use amr_module, only: xperdom,yperdom,spheredom @@ -105,8 +106,6 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & ! Local storage integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt - real, DIMENSION(1201) :: a - INTEGER :: col,rows,io hxmarg = hx * .01d0 hymarg = hy * .01d0 @@ -130,21 +129,6 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & select case(mthbc(1)) case(0) ! User defined boundary condition ! Getting the jump in tidal signal using linear Intepolation on height.txt - rows = 0 - OPEN(UNIT=19, FILE="tidal_signal.txt") - !count # of rows - DO - READ(19,*,iostat=io) - IF (io/=0) EXIT - rows = rows + 1 - END DO - - rewind(19) - !export as a() - DO col = 1, rows - READ(19,*) a(col) - END DO - close(19) t_num = floor(time/360) delt = possk(level) jump_h = (a(t_num+2) - a(t_num+1))*delt/360 diff --git a/GraysHarborBC/kingtide2015/setprob.f90 b/GraysHarborBC/kingtide2015/setprob.f90 new file mode 100644 index 0000000..80b9f95 --- /dev/null +++ b/GraysHarborBC/kingtide2015/setprob.f90 @@ -0,0 +1,27 @@ +subroutine setprob() + + use setprob_module, only: a + + implicit none + + + INTEGER :: col,rows,io + + rows = 0 + OPEN(UNIT=19, FILE="tidal_signal.txt") + !count # of rows + DO + READ(19,*,iostat=io) + IF (io/=0) EXIT + rows = rows + 1 + END DO + + rewind(19) + !export as a() + DO col = 1, rows + READ(19,*) a(col) + END DO + close(19) + + +end subroutine setprob diff --git a/GraysHarborBC/kingtide2015/setprob_module.f90 b/GraysHarborBC/kingtide2015/setprob_module.f90 new file mode 100644 index 0000000..0a9deaf --- /dev/null +++ b/GraysHarborBC/kingtide2015/setprob_module.f90 @@ -0,0 +1,8 @@ + +module setprob_module + + real, DIMENSION(1201) :: a + + save + +end module setprob_module diff --git a/GraysHarborBC/kingtide2015/src/Riemann/bc2amr.f90 b/GraysHarborBC/kingtide2015/src/Riemann/bc2amr.f90 index 8ef2dd1..976d602 100644 --- a/GraysHarborBC/kingtide2015/src/Riemann/bc2amr.f90 +++ b/GraysHarborBC/kingtide2015/src/Riemann/bc2amr.f90 @@ -89,6 +89,7 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & xlo_patch, xhi_patch, ylo_patch, yhi_patch) use amr_module use geoclaw_module, only: pi + use setprob_module, only: a !use amr_module, only: mthbc, xlower, ylower, xupper, yupper !use amr_module, only: xperdom,yperdom,spheredom @@ -105,8 +106,7 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & ! Local storage integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt - real, DIMENSION(1201) :: a - INTEGER :: col,rows,io + hxmarg = hx * .01d0 hymarg = hy * .01d0 @@ -128,21 +128,6 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & select case(mthbc(1)) case(0) ! User defined boundary condition ! Getting the jump in tidal signal using linear Intepolation on height.txt - rows = 0 - OPEN(UNIT=19, FILE="tidal_signal.txt") - !count # of rows - DO - READ(19,*,iostat=io) - IF (io/=0) EXIT - rows = rows + 1 - END DO - - rewind(19) - !export as a() - DO col = 1, rows - READ(19,*) a(col) - END DO - close(19) t_num = floor(time/360) delt = possk(level) jump_h = (a(t_num+2) - a(t_num+1))*delt/360 diff --git a/GraysHarborBC/kingtide2015/src/Simple/bc2amr.f90 b/GraysHarborBC/kingtide2015/src/Simple/bc2amr.f90 index d48a608..78c36ee 100644 --- a/GraysHarborBC/kingtide2015/src/Simple/bc2amr.f90 +++ b/GraysHarborBC/kingtide2015/src/Simple/bc2amr.f90 @@ -89,6 +89,7 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & xlo_patch, xhi_patch, ylo_patch, yhi_patch) use amr_module use geoclaw_module, only: pi + use setprob_module, only: a !use amr_module, only: mthbc, xlower, ylower, xupper, yupper !use amr_module, only: xperdom,yperdom,spheredom @@ -105,8 +106,6 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & ! Local storage integer :: i, j, ibeg, jbeg, nxl, nxr, nyb, nyt, t_num real(kind=8) :: hxmarg, hymarg, jump_h, h_r, h_m, u_r, delt - real, DIMENSION(1201) :: a - INTEGER :: col,rows,io hxmarg = hx * .01d0 hymarg = hy * .01d0 @@ -130,21 +129,6 @@ subroutine bc2amr(val,aux,nrow,ncol,meqn,naux, hx, hy, level, time, & select case(mthbc(1)) case(0) ! User defined boundary condition ! Getting the jump in tidal signal using linear Intepolation on height.txt - rows = 0 - OPEN(UNIT=19, FILE="tidal_signal.txt") - !count # of rows - DO - READ(19,*,iostat=io) - IF (io/=0) EXIT - rows = rows + 1 - END DO - - rewind(19) - !export as a() - DO col = 1, rows - READ(19,*) a(col) - END DO - close(19) t_num = floor(time/360) delt = possk(level) jump_h = (a(t_num+2) - a(t_num+1))*delt/360 From ca29c579404bdedc74ee17a22c616f12dd327d41 Mon Sep 17 00:00:00 2001 From: Yucheng Date: Mon, 15 Nov 2021 17:22:35 -0500 Subject: [PATCH 9/9] improved b4run.py --- GraysHarborBC/kingtide2015/KingTide.ipynb | 4 +--- GraysHarborBC/kingtide2015/b4run.py | 2 +- 2 files changed, 2 insertions(+), 4 deletions(-) diff --git a/GraysHarborBC/kingtide2015/KingTide.ipynb b/GraysHarborBC/kingtide2015/KingTide.ipynb index f5fb901..ea5b66c 100644 --- a/GraysHarborBC/kingtide2015/KingTide.ipynb +++ b/GraysHarborBC/kingtide2015/KingTide.ipynb @@ -162,9 +162,7 @@ "metadata": {}, "source": [ "### Linear interpolate the tidal signal\n", - "For Riemann and Simple, we use the signal at Westport to derive our left boundary condition, \n", - "\n", - "### For Riemann and Simple method, tidal signal is exported as tidal_signal.txt below, CREATE AND MOVE IT TO ./_output directory before you run the geoclaw code or you will get 0 signal from the BC. " + "For Riemann and Simple method, signal used on the left boundary is exported as tidal_signal.txt below." ] }, { diff --git a/GraysHarborBC/kingtide2015/b4run.py b/GraysHarborBC/kingtide2015/b4run.py index f85b5ef..ecdee17 100644 --- a/GraysHarborBC/kingtide2015/b4run.py +++ b/GraysHarborBC/kingtide2015/b4run.py @@ -29,7 +29,7 @@ def b4run(rundir, outdir): # --------------------------------------------------------------------- # files to copy to outdir (in addition to *.data files always copied): - to_copy = ['Makefile', '*.py', '*.f*', 'tidedata_dec2015.txt'] + to_copy = ['Makefile', '*.py', '*.f*', 'tidedata_dec2015.txt','tidal_signal.txt'] #to_copy = ['Makefile', '*.py', '*.f*'] if rundir != outdir: