I believe that would be the truncated icosahedron! It is pentagons and hexagons, right? Here is a site with pictures:http://www.faculty.fairfield.edu/jmac/rs/polyhedra.htm
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Buckminsterfullerene C60
That would be 2 shapes counting the top ball... The actual pole would be a Cylinder The ball on top would be a Sphere
1520.531 square cm rounded to 3 d.p.
Ah, what a lovely question! With 12 pentagons on a soccer ball, you'll find 90 seams holding them all together. Each pentagon is surrounded by five hexagons, and each edge of a pentagon is shared with another pentagon, creating those beautiful seams that give the ball its shape and structure. Just imagine all those seams coming together to create something wonderful, like brushstrokes on a canvas!
Basketball, football, soccer, an if you have a tiny maybe baseball, softball, or lacross