lelogrott

Keybase proof

I hereby claim:

• I am lelogrott on github.
• I am lelogrott (https://keybase.io/lelogrott) on keybase.
• I have a public key ASD1SpGanTkWvtM6xeAZr9ba4qlmCuSf99bBsImh0lZYsAo

To claim this, I am signing this object:

lelogrott

{"lastUpload":"2020-06-04T18:09:57.938Z","extensionVersion":"v3.4.3"}

lelogrott

from __future__ import print_function
import pickle
import io
import argparse
import sys
import os.path
from pathlib import Path
from googleapiclient.discovery import build
from google_auth_oauthlib.flow import InstalledAppFlow
from google.auth.transport.requests import Request

lelogrott

import numpy as np
import matplotlib.pyplot as plt
import time

def H(x):
    return 0.5 * (np.sign(x) + 1)

def x(t):
    return ((-15/16 * np.sin(3/2 - 25 * t) - 5/7 * np.sin(16/11 - 23 * t) - 12/7 * np.sin(3/2 - 21 * t) - np.sin(14/9 - 19 * t) - 4/5 * np.sin(11/7 - 18 * t) - 7/5 * np.sin(3/2 - 17 * t) - 49/16 * np.sin(14/9 - 15 * t) - 7/5 * np.sin(11/7 - 14 * t) - 22/9 * np.sin(14/9 - 13 * t) - 7/4 * np.sin(14/9 - 12 * t) - 79/7 * np.sin(14/9 - 10 * t) - 47/8 * np.sin(17/11 - 8 * t) - 52/5 * np.sin(11/7 - 6 * t) - 108/5 * np.sin(11/7 - 5 * t) + 643/6 * np.sin(t + 11/7) + 431/18 * np.sin(2 * t + 11/7) + 111/5 * np.sin(3 * t + 8/5) + 179/8 * np.sin(4 * t + 8/5) + 152/17 * np.sin(7 * t + 8/5) + 5/6 * np.sin(9 * t + 7/4) + 22/9 * np.sin(11 * t + 13/8) + 1/18 * np.sin(16 * t + 12/7) + 2/5 * np.sin(20 * t + 14/3) + 18/17 * np.sin(22 * t + 5/3) + 1/8 * np.sin(24 * t + 33/16) - 64) * H(67 * np.pi - t) * H(t - 63 * np.pi) + (-1/2 * np.sin(3/2 - 24 * t) - 19/9 * np.sin(14/9 - 16 * t) - 6/11 * np.sin(10/7 - 15 * t) -

lelogrott

function filter_lines(line)
    !startswith(line,"#") && !isempty(line)
end

FILE_exported_functions = open(ARGS[1], "r")
FILE_missing_docstrings = open(ARGS[2], "r")
FILE_output = open("output", "w")

exported_functions = readstring(FILE_exported_functions)
missing_docstrings = readstring(FILE_missing_docstrings)