bitburner-src/src/Casino/RNG.ts

interface RNG {
  random(): number;
}

/*
 * very bad RNG, meant to be used as introduction to RNG manipulation. It has a
 * period of 1024.
 */
class RNG0 implements RNG {
  x: number;
  m = 1024;
  a = 341;
  c = 1;

  constructor() {
    this.x = 0;
    this.reset();
  }

  step(): void {
    this.x = (this.a * this.x + this.c) % this.m;
  }

  random(): number {
    this.step();
    return this.x / this.m;
  }

  reset(): void {
    this.x = new Date().getTime() % this.m;
  }
}

export const BadRNG: RNG0 = new RNG0();

/*
 * Wichmann–Hill PRNG
 * The period is 6e12.
 */
export class WHRNG implements RNG {
  s1 = 0;
  s2 = 0;
  s3 = 0;

  constructor(totalPlaytime: number) {
    // This one is seeded by the players total play time.
    const v: number = (totalPlaytime / 1000) % 30000;
    this.s1 = v;
    this.s2 = v;
    this.s3 = v;
  }

  step(): void {
    this.s1 = (171 * this.s1) % 30269;
    this.s2 = (172 * this.s2) % 30307;
    this.s3 = (170 * this.s3) % 30323;
  }

  random(): number {
    this.step();
    return (this.s1 / 30269.0 + this.s2 / 30307.0 + this.s3 / 30323.0) % 1.0;
  }
}

export function SFC32RNG(seed: string): () => number {
  let h = 1779033703 ^ seed.length;
  for (let i = 0; i < seed.length; i++) {
    h = Math.imul(h ^ seed.charCodeAt(i), 3432918353);
    h = (h << 13) | (h >>> 19);
  }
  const genSeed = (): number => {
    h = Math.imul(h ^ (h >>> 16), 2246822507);
    h = Math.imul(h ^ (h >>> 13), 3266489909);
    return (h ^= h >>> 16) >>> 0;
  };

  let a = genSeed();
  let b = genSeed();
  let c = genSeed();
  let d = genSeed();
  return (): number => {
    a >>>= 0;
    b >>>= 0;
    c >>>= 0;
    d >>>= 0;
    let t = (a + b) | 0;
    a = b ^ (b >>> 9);
    b = (c + (c << 3)) | 0;
    c = (c << 21) | (c >>> 11);
    d = (d + 1) | 0;
    t = (t + d) | 0;
    c = (c + t) | 0;
    return (t >>> 0) / 4294967296;
  };
}