Some toy cryptographic modules and related tools that should never, ever be used for anything other than demonstation purposes.
Project description
Toy cryptographic utilities
This is (almost certainly) not the package you are looking for.
The material here is meant for learning purposes only, often my own learning. Do not use it for anything else. And if you do, understand that it focuses on what I am trying to illustrate or learn. It may not always be correct, and it is not coded with safely in mind.
- Use pyca if you need to use cryptographic tools in Python.
- Use SageMath, sympy, or primefac if you want to play with some of the mathematics of some things underlying Cryptography in a Python-like environment.
Table of Contents
Motivation
This package is almost certainly not the package you are looking for. Instead, pyca or SageMath will better suite your needs. I created it to meet a number of my own idiosyncratic needs.
-
I don't have the flexibility of Python version that I may want when using SageMath.
For example, I want to have access to something that behaves a bit like SageMath's
factor()
or the ability to play with elliptic curves without having do everything in Sage. Perhaps when sagemath-standard quickly becomes available for the latest Python versions, I won't need to have my own (failable and incomplete) pure Python substitutes for some things I need. -
I sometimes talk about these algorithms for teaching purposes. Having pure Python versions allows me to present these.
Proper cryptographic packages, like pyca,
- Correctly obscure the lower level primitives I may wish to exhibit;
- Correctly prevent use of unsafe parameters such as small keys;
- Correctly involve a lot of abstractions in the calls to the concealed primitives.
Those features, essential for something to be used, are not great for expository discussion.
-
Some of these I created or copied for my own learning purposes.
-
I have a number of "good enough" (for my purposes) implementations of things that I want to reuse.
For example, Birthday collision calculations are things I occasionally want, and I don't want to hunt for wherever I have something like that written or rewrite it yet again. Likewise, I wouldn't be surprised if I'm written the extended GCD algorithm more than a dozen times (not all in Python), and so would like to have at least the Python version in one place
-
I want to use cryptographic examples in Jupyter Notebooks.
I also want them to be reproducible, which is why I am making this public.
Installation
Don't. If you need to do cryptography in Python use pyca.
If you must
Once I've published this to PyPi, you will be able to install it with
pip install toycrypto
Until this is released on PyPi, you will just have to install from this source.
Usage
This is erratically documented at best, a combination of pydoc
and reading the source it what you will need.
Documentation is started to appear at https://jpgoldberg.github.io/toy-crypto-math/
The import namespace is toy_crypto
An example might be something like this,
using the factor
function from the Number Theory (nt) module.
from toy_crypto.nt import factor
c = 9159288649
f = factor(c)
assert f == [(11, 2), (5483, 1), (104243, 1)]
assert str(f) == '11^2 * 5483 * 104243'
assert f.n == c
assert f.phi == 62860010840
License
toy-crypto-math
is distributed under the terms of the MIT license.
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