If you want to see the examples below with side by side sources, go to SVG Examples with Sources: (#3-#4)
SVG Math Animation Example: Apollonian Gasket (-3,5,8,8)- Soddy(three tangential Circles) and Descartes' theorem. It may be slow because it's calculating circles on the fly.
SVG Math Animation Example: Apollonian Gasket (-1,2,2,3)- Soddy (three tangential Circles) and Descartes' theorem. It may be slow because it's calculating circles on the fly.
SVG Math Animation Example: Apollonian Gasket (-15,32,32,33)- Soddy (three tangential Circles) and Descartes' theorem. It may be slow because it's calculating circles on the fly.
(*)This example has been selected as a SVG Animation sample by wiki book
Fractals/Apollonian fractals
SVG Math Animation Example: Apollonian Gasket (-15,32,32,33)-Core section: Soddy (three tangential Circles) and Descartes' theorem. It may be slow because it's calculating circles on the fly.
SVG Math Animation Example: Apollonian Gasket (0,0,1,1)- Soddy (three tangential Circles) and Descartes' theorem. It may be slow because it's calculating circles on the fly and my circle packing algorithm is not efficient.
SVG Math Animation Example: Nested Apollonian Gasket [n,n+1,n(n+1),n(n+1)+1] (n=2,10) - Soddy (three tangential Circles) and Descartes' theorem. It may be slow because it's calculating circles on the fly and my circle packing algorithm is not efficient.