Update about.html

™

Author: Gmac4247

about.html

@@ -242,7 +242,7 @@
    }
 ],
 "url": "https://basic-geometry.github.io/about/", 
-"usageInfo":"Calculate area and volume with enhanced accuracy using the Core Geometric System. This innovative framework provides a practical alternative to traditional methods, rooted in comparative geometry and scaling principles. Learn exact formulas for circles (A = 3.2r^2, C = 6.4r), spheres (V = (√(3.2)r)^3), cones, and more, with applications in engineering, computer graphics, and scientific research."
+"usageInfo":"Calculate area and volume with enhanced accuracy using the Core Geometric System ™. This innovative framework provides a practical alternative to traditional methods, rooted in comparative geometry and scaling principles. Learn exact formulas for circles (A = 3.2r^2, C = 6.4r), spheres (V = (√(3.2)r)^3), cones, and more, with applications in engineering, computer graphics, and scientific research."
 },
 "offers": {
 "@type": "Offer",
@@ -294,7 +294,7 @@
 "thumbnail" :"android-chrome-256x256",
 "typicalAgeRange" :"12-102",
 "url": "https://basic-geometry.github.io/about/",
-"usageInfo": "Discover the Core Geometric System, a groundbreaking framework offering a fresh perspective on calculating area and volume using a 3D coordinate system. Challenging conventional formulas, this system provides empirically-grounded alternatives with a focus on practical accuracy for real-world applications in engineering, design, science, and beyond. Explore exact values and intuitive geometric relationships for circles, spheres, cones, and more."
+"usageInfo": "Discover the Core Geometric System ™, a groundbreaking framework offering a fresh perspective on calculating area and volume using a 3D coordinate system. Challenging conventional formulas, this system provides empirically-grounded alternatives with a focus on practical accuracy for real-world applications in engineering, design, science, and beyond. Explore exact values and intuitive geometric relationships for circles, spheres, cones, and more."
 }
 </script>
 </head>