Dat Do edited beginproblem_Alices_.tex  about 10 years ago

Commit id: c43aff9dbc33043bb95d4b444e0e37c998d1e07b

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\\Using linear combinations, we get:  \\$13(37)=1+60(8) (mod 60)$  \\$13*37=1 (mod 60)$  \\$37=13^{-1} (mod (mod\,  60)$ \\$d=37$  \\\\  To compute $m$ from $c$, we use $m=c^d (mod n)$.