dimnikolos

def replaceAccents(l):
    """
    replace greek accents
    """
    l = l.lower()
    rDict = {'ά':'α','ό':'ο','ύ':'υ','ϋ':'υ','ΰ':'υ','έ':'ε','ί':'ι',
        'ϊ':'ι','ΐ':'ι','ή':'η','ώ':'ω','ς':'σ'}
    retStr = ''
    for x in l:
        retStr += (x if x not in rDict else rDict[x])

dimnikolos

from fractions import Fraction
def fromrepeating(r):
    if type(r) == int:
        return(Fraction(r,1))
    if type(r) == float:
        return(Fraction(int(str(r).replace('.','')),10**(len(str(r))-str(r).index('.')-1)))
    if type(r) != str:
        return(None)
    if 'r' not in r:
        try:

dimnikolos

"""
github.com/dimnikolos
2019
"""
import re
import scholarly

with open('citescount.html','w',encoding='utf-8') as resf:
	#cites.txt is your bibliography/reference in a text file
	#a line per reference

dimnikolos

from microbit import *


def showEL(greekLetter):
    greekLetters = {"Α": Image("09900:90090:99990:90090:90090"),
                "Β": Image("99900:90090:99900:90090:99900"),
                "Γ": Image("99990:90000:90000:90000:90000"),
                "Δ": Image("09900:90090:90090:90090:99990"),
                "Ε": Image("99990:90000:99900:90000:99990"),
                "Ζ": Image("99990:00900:09000:90000:99990"),

dimnikolos

from fractions import Fraction
def mixed(k):
  m = int(k)
  f = k-m
  if m == 0:
    return(str(f))
  if f == 0:
    return(str(m))
  return(str(m) + " " + str(f))

dimnikolos

import math
def einaiTetragwnos(x):
  if math.sqrt(x) == int(math.sqrt(x)):
    return(True)
  else:
    return(False)
    
for a in range(-3,3):
  for b in range(-3,3):
    for g in range(-3,3):

dimnikolos

#Συναισθήματα χαράς και λείπεις
#Μου λύπης!
#@dnikolos

removeProblems = {
	"ου":"ΟΥ",
	"ού":"ΟΎ",
	"αυ":"ΑΥ",
	"αύ":"ΑΎ",
	"ευ":"ΕΥ",

dimnikolos

"""
computing partial sums 
for a multiplication
"""


def updict(v,p,d):
  if p in d:
    d[p].append(v)
  else:

dimnikolos

\documentclass{article}
\usepackage{amsmath}
\begin{document}
\begin{align*}
999^2&=(999^2 - 1) + 1\\
999^2&=(999^2 - 1^2) + 1\\
&=(999-1)(999+1) + 1\\
&=998\cdot 1000 + 1\\
&=998000 + 1\\
&=998001

dimnikolos

import csv
import sys

csv.field_size_limit(sys.maxsize)
#allBlocks.csv is from https://github.com/TUDelftScratchLab/ScratchDataset
with open('allBlocks.csv','r') as rawcsv:
    reader = csv.DictReader(rawcsv,fieldnames =[
        'projectID', 'scriptCoordinates', 'scriptIndex',
        'stageSpriteindication', 'spriteName', 'indentation',
        'blockIndex', 'blockType', 'parameters'])