ROSECODE 238

Large factorization

Philippe_57721 · Math · 2015-05-07

We have:

2^{10000000002} + 1 = f_{1} \cdot f_{2} = \underset{1505149979 digits}{\underset{⏟}{41776 \dots \dots 01}} \cdot \underset{1505149979 digits}{\underset{⏟}{41776 \dots \dots 05}}

Find the last 10 digits of

f_{1} & f_{2}

Answer format:

f_{1} \mod 10^{10}, f_{2} \mod 10^{10}

Leading zeros are ignored