Points of Johannes Kuhn

(sum_{i=0}^307 8*10^i)-(8.88888888889*10^307)
= (8*sum_{i=0}^307 10^i)-(8.88888888889*10^307)
= (8*sum_{i=0}^307 10^i)-(888888888889*(10**296))

a = 0
for i in range(308):
    a+= 8*10**i

2*(a-888888888889*(10**296))**2/2 =
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So you have p Points where p is about 1.2 * 10^199