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# Don't bother setting unityhub/unit up.
# Just make a new unity project and then add the path to vpm.

PROJECT="/home/snail/Desktop/UnityProjects/Rusk" # Ofc set this to whatever project you want to add/edit

# Example usage

vpm add project $PROJECT
vpm list projects

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import java.awt.event.ActionEvent;
import java.awt.event.ActionListener;
import javax.swing.JFrame;
import javax.swing.JTextArea;
import javax.swing.JTextField;
/*
 * Chatroom.java
 *
 * Created on February 9, 2006, 12:03 PM
 *

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import requests
import os
import time
import pprint

import instructor
from pydantic import BaseModel, Field, create_model
from openai import OpenAI

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public class V1CurrentPlayerData
{
    // a bunch of random bullshit has to happen for these to get the right values when you run the app
    public static string username;
    public static int points;
}


public class V1ExampleUsage
{

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use rand::seq::SliceRandom;
use std::io::{stdin, stdout, Write};

/// Replaces angle brackets in a format string with corresponding parameters.
///
/// This function takes a format string and a vector of parameters and replaces
/// occurrences of angle brackets with the corresponding parameter value. The format
/// string is split at angle brackets, and even indices represent parts of the string
/// outside angle brackets, while odd indices correspond to the content within angle brackets.
///

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// Needs cleaned up/documented. But works.

use rand::seq::SliceRandom;
use std::io::{stdin, stdout,  Write};
/* This program will convert a shuffled deck into a binary entropy string. */

/*
    More or less format!, but accepts:
        non-compile-time format strings
        vec<str> params

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/* This program will convert a shuffled deck into a binary entropy string. */

/*
   Big-int MAC/MAD function.
   https://en.wikipedia.org/wiki/Multiply%E2%80%93accumulate_operation

   We're storing unsigned monotonic numbers in base 256 using a Vec<u8>.
   We never multiply or add more than a single u8 at a time, so this lets us do linear-time MAC operations.
   This will resize the bigint as necessary.

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# Notes: This does not generate a valid seed.
# Theres a handful of endianness problems.
# This does not compute checksums
# This is a proof of concept for converting a permutation into a base 2048 number.
# With a few more tweaks and some precise memory management, it should be compatable with proper bep-39 tools.


from math import perm, log
DECK_52 = [face+suit for suit in "HCDS" for face in "A234567890JQK"]

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"""Math behind entropy of shuffled decks and card pulling strategies.

This file contains 3 parts:
1) Helper methods intended to make the rest of the code more human readable.
2) An exploration on the math behind different deck sizes and usage strategies.
3) A conclusion at the bottom with my personal opinion on the topic.

Some assumptions for this to hold:
An end user can shuffle a deck of cards into a random state.
    Note: this is more complicated than 7 riffle shuffles. http://frans.us/research/pubs/NewAgeS.pdf?i=1

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>>> d = defaultdict(int)
>>> for i in range(100000):
...   d[len(set(random.randint(0,2047) for i in range(24)))] += 1
...
>>> print(d)
defaultdict(<class 'int'>, {24: 87462, 23: 11775, 22: 739, 21: 23, 20: 1})


 87,472
100,000