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Update sample_ans.md

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Bill Buchanan
2021-02-19 07:45:03 +00:00
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unit04_public_key/lab/sample_ans.md
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@@ -505,35 +505,38 @@ print(message.decode('utf8'))
A sample run gives:
<pre>
```
PublicKey(7044152640361902500168576401792350494310726185372977704588682647070501920385795486653093710793158373161949147824992313215786223524754692116109993477603703,
65537)
PrivateKey(7044152640361902500168576401792350494310726185372977704588682647070501920385795486653093710793158373161949147824992313215786223524754692116109993477603703,
65537, 1031520101462581111343482730793310461173078401529280666355457029829494893917496934907266419334856470211959662572029962392609614789178286814805200163248601,
7009636621105341733056641551350073875772161289792261672243040042003271353299512989, 1004924081107519375914073833480034561474534624800691686376057520755477027)
Here is my message
</pre>
```
The keys are (e,N) for the public key, and (d,N) for the private key. In this case the value of N is:
<pre>
```
7044152640361902500168576401792350494310726185372977704588682647070501920385795486653093710793158373161949147824992313215786223524754692116109993477603703
</pre>
```
And e is:
<pre>
```
65537
</pre>
```
For the decryption key, N is the same value as the encryption key, and d is:
<pre>
```
1031520101462581111343482730793310461173078401529280666355457029829494893917496934907266419334856470211959662572029962392609614789178286814805200163248601
</pre>
```
The two prime numbers used (p and q) are then:
<pre>
```
7009636621105341733056641551350073875772161289792261672243040042003271353299512989 1004924081107519375914073833480034561474534624800691686376057520755477027
</pre>
```
Sample:
<pre>
```
>>> 7009636621105341733056641551350073875772161289792261672243040042003271353299512989*1004924081107519375914073833480034561474534624800691686376057520755477027
7044152640361902500168576401792350494310726185372977704588682647070501920385795486653093710793158373161949147824992313215786223524754692116109993477603703L
</pre>
```
## E.3