Skip to content

Instantly share code, notes, and snippets.

View gist:9f514b332da70c8b822eb82386275c39
<style>
html, body, button {
margin: 0!important;
padding: 0!important;
background-color: black;
color:white;
}
video {
View gist:e5437d4b5a612979d0d499df07c48d3f
convert_files_to_mobi()
{
for i in *.pdf *.djvu *.epub ; do ebook-convert "$i" "${i}.mobi";done
}
View a.py
# generate random Gaussian values
from random import seed
from random import gauss
# seed random number generator
seed()
# generate some Gaussian values
elem=[0,0]
cucc=[0,0]
nagyobb=[0,0]
sum=[0,0]
@bakaiadam
bakaiadam / a.cpp
Created Oct 18, 2018
probability calculator
View a.cpp
#include <iostream>
#include <cstdlib>
#include <vector>
using namespace std;
double rand_double()
{
return std::rand()/(double)RAND_MAX;
}
@bakaiadam
bakaiadam / gist:ebec49d0f0d97720c6a1cca1f36e12a2
Created Oct 18, 2016
kiszámolni bicskónak, hogy mennyi az esélye legalább egy jegyre
View gist:ebec49d0f0d97720c6a1cca1f36e12a2
#from __future__ import division
def calc(emberek,jegyek,beepitettek):
prob_to_win=beepitettek/float(emberek)
if (jegyek!=1):
prob_to_win+=calc(emberek-1,jegyek-1,beepitettek)*(1-prob_to_win);
# print prob_to_win
return prob_to_win;
#print calc(0,0,0)