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Create key-pair-generator.py
Create description.md Create requirements.txt Rename description.md to README.md Update requirements.txt Update README.md
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@ -71,6 +71,7 @@ So far, the following projects have been integrated to this repo:
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|[IMDB TV Series Info Extractor](https://github.com/hastagAB/Awesome-Python-Scripts/tree/master/imdb_episode_ratings)|[Yash Raj Sarrof](https://github.com/yashYRS) |
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|[IMDB TV Series Info Extractor](https://github.com/hastagAB/Awesome-Python-Scripts/tree/master/imdb_episode_ratings)|[Yash Raj Sarrof](https://github.com/yashYRS) |
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|[Yoda-speak Translator](https://github.com/hastagAB/Awesome-Python-Scripts/tree/master/speak_like_yoda)|[sonniki](https://github.com/sonniki) |
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|[Yoda-speak Translator](https://github.com/hastagAB/Awesome-Python-Scripts/tree/master/speak_like_yoda)|[sonniki](https://github.com/sonniki) |
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|[Medium Article Downloader](https://github.com/hastagAB/Awesome-Python-Scripts/tree/master/medium_article_downloader)|[coolsonu39](https://github.com/coolsonu39)|
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|[Medium Article Downloader](https://github.com/hastagAB/Awesome-Python-Scripts/tree/master/medium_article_downloader)|[coolsonu39](https://github.com/coolsonu39)|
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|[RSA Key Pair Generator](https://github.com/hastagAB/Awesome-Python-Scripts/tree/master/RSA-key-pairs) | [Aditya Parikh](https://github.com/obiwan69) |
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## How to use :
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## How to use :
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21
RSA-key-pairs/README.md
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RSA-key-pairs/README.md
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# Python RSA Key Pair Generator
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This python script will generate a private and public key pair using the RSA algorithm
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## Modules used
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Math
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```
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import math
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```
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Random
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```
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import random
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```
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#Usage
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You can use the public and private key to encrypt and decrypt information
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Run the python file and get key pairs or edit the code and define your custom bounds in the random limits
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```
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random.randint(start,end)
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```
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RSA-key-pairs/key-pair-generator.py
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RSA-key-pairs/key-pair-generator.py
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#a simple RSA public key and private key pair generator
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#using gcd from math module for coprimes
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#and random for random numbers
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import math
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import random
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p = random.randint(1,100)
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q = random.randint(100,200)
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if (math.gcd(p,q) == 1):
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n = p * q
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phi = (p-1)*(q-1)
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k = 0
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e = random.randint(1,20000)
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if (math.gcd(phi,e)==1):
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for i in range(1,20000):
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d = (((phi * i) + 1)/e)
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if d.is_integer():
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k = d
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break
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print('Public key is: (',e,',',n,')')
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print('Private key is: (',int(k),',',n,')')
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1
RSA-key-pairs/requirements.txt
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RSA-key-pairs/requirements.txt
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