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- p=7 q=11 for e1=13 e2=37
- n=pq
- = (7-1)(11-1)=60
- 13 mod 60 x 37 mod 60 = 481 mod 60 = 1
- encryption: e1 2^13 = 30 mod 77 = 30
- decryption: e2 30^37 = 2 mod 77 = 2
- e1 public key
- e2 private key
- Idk if you already had it
- If not heres 4 u my friend
- what? the email with 8 digits?
- oh its proof for quaetsion 2
- didnt load beofre i posted question
- but i am not understanding it 😕
- 13mod60 = 481mod60= 1 ??? 13mod60=13 isnt it?
- also where did e1 and e2 came from?
- E1 public key
- E2 private key
- Sty 13 mod 60 × 37 mod 60
- = 481
- E is given rnd values to proof
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