a = 111...111 (a string of 2012 ones)
What is the 73rd digit from the end of a2?
list
10 A=(10^2012-1)//9
20 B=modpow(A,2,10^73)
30 print B\10^72
OK
run
0
showing zero as the answer.
The last 74 digits are:
?modpow(A,2,10^74)
20987654320987654320987654320987654320987654320987654320987654320987654321
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Posted by Charlie
on 2013-01-29 12:07:59 |