GavalasDev

"""
This algorithm is based on an unproven conjecture but successfully produces at least the first 600 thousand digits.
Read more about it here: https://www.gavalas.dev/blog/spigot-algorithms-for-pi-in-python/
"""

def gospers_tau_unproven():
    q,r,t,i = 1, 180, 30, 2
    while True:
        u,y = 3*(3*i+1)*(3*i+2), (q*(27*i-12)+5*r)//(5*t)
        yield y

eliasffyksen

def do(snake: t.Tensor, action: int):
    positions = snake.flatten().topk(2)[1]
    [pos_cur, pos_prev] = [T(unravel(x, snake.shape)) for x in positions]
    rotation = T([[0, -1], [1, 0]]).matrix_power(3 + action)
    pos_next = (pos_cur + (pos_cur - pos_prev) @ rotation) % T(snake.shape)

    if (snake[tuple(pos_next)] > 0).any():
        return (snake[tuple(pos_cur)] - 2).item()
    if snake[tuple(pos_next)] == -1:
        pos_food = (snake == 0).flatten().to(t.float).multinomial(1)[0]

GavalasDev

"""
This algorithm is based on an unproven conjecture but successfully produces at least the first 1 million digits.
Read more about it here: https://www.gavalas.dev/blog/spigot-algorithms-for-pi-in-python/
"""

def gospers_pi_unproven():
    q,r,t,i = 1, 180, 60, 2
    while True:
        u,y = 3*(3*i+1)*(3*i+2), (q*(27*i-12)+5*r)//(5*t)
        yield y

jhidding

# requirements: python3, numba, dask

import random
import numba
import dask


@dask.delayed
@numba.jit(nopython=True, nogil=True)
def calc_pi(N):

fnky

ANSI Escape Sequences

Standard escape codes are prefixed with Escape:

• Ctrl-Key: ^[
• Octal: \033
• Unicode: \u001b
• Hexadecimal: \x1B
• Decimal: 27

RobertSudwarts

def degrees_to_cardinal(d):
    '''
    note: this is highly approximate...
    '''
    dirs = ["N", "NNE", "NE", "ENE", "E", "ESE", "SE", "SSE",
            "S", "SSW", "SW", "WSW", "W", "WNW", "NW", "NNW"]
    ix = int((d + 11.25)/22.5)
    return dirs[ix % 16]

deeplook

"""
Run the algorithm below using CPython, Cython, PyPy and Numba and compare 
their performance. (This is implementing a spigot algorithm by A. Sale, 
D. Saada, S. Rabinowitz, mentioned on
http://mail.python.org/pipermail/edu-sig/2012-December/010721.html).
"""

def pi_digits(n):
    "Generate n digits of Pi."
    k, a, b, a1, b1 = 2, 4, 1, 12, 4