Find the remainder when 20^21 is divided by 1+400^7+20^7 ?
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For n∈N∪{0} ,
f(n)=7n+7n+1+7n+2+7n+3
=7n(1+72)+7n+1(1+72)
=7n(1+7)(1+72)
is a multiple of 1+72=50. Hence the remainder when f(n) is divided by 25 is 0 for each n∈N∪{0}. ■
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