Update about.html

Gmac4247 · web-flow · commit c89bb59abb22 · 2025-05-26T02:02:35.000+02:00
🐸 bracket
diff --git a/about.html b/about.html
@@ -380,7 +380,7 @@
       "text": "The square consists of 16 right triangles with legs of side/4 and side/2 and hypotenuse of sqrt(5)*sqrt(π)÷4~0.991, which equals the radius.
 This means that the radius is shorter than it should logically be -one-. 
 
-That's a logical error in the "A=πr^2" formula; not the model.
+That's a logical error in the A=πr^2 formula; not the model.
 
 The π is a very rough approximation; 3.2 is an exact value. 
 
@@ -391,6 +391,7 @@
 The best practice is writing it as it is."
     }
   ]
+}
 ],
 "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."

Original file line number	Diff line number	Diff line change
`@@ -380,7 +380,7 @@`
`380`	`380`	`"text": "The square consists of 16 right triangles with legs of side/4 and side/2 and hypotenuse of sqrt(5)*sqrt(π)÷4~0.991, which equals the radius.`
`381`	`381`	`This means that the radius is shorter than it should logically be -one-.`
`382`	`382`
`383`		`-That's a logical error in the "A=πr^2" formula; not the model.`
	`383`	`+That's a logical error in the A=πr^2 formula; not the model.`
`384`	`384`
`385`	`385`	`The π is a very rough approximation; 3.2 is an exact value.`
`386`	`386`
`@@ -391,6 +391,7 @@`
`391`	`391`	`The best practice is writing it as it is."`
`392`	`392`	`}`
`393`	`393`	`]`
	`394`	`+}`
`394`	`395`	`],`
`395`	`396`	`"url": "https://basic-geometry.github.io/about/",`
`396`	`397`	`"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."`