roka

Keybase proof

I hereby claim:

• I am stenbock on github.
• I am streiff (https://keybase.io/streiff) on keybase.
• I have a public key ASDrg7sOlxf2y0qQi3xZRkcL1ffUUZpokzakqbmZ2quBbwo

To claim this, I am signing this object:

roka

#include <stdio.h>
#include <stdlib.h>

int main()
{
        char key[20] = { 0x94, 0xff, 0x63, 0xa3, 0x8d, 0x75, 0xd8, 0xc4, 0x1a, 0x84, 0xca, 0x24, 0x5b, 0x66, 0x0c, 0x1f, 0xc6, 0xe2, 0xcc, 0xea };

        FILE *fileptr;
        char *buffer;
        long filelen;

roka

error_corrected=[{}, {}, {}, {}, {}, {}, {}, {}]

f = open('input06.txt', 'r')

for line in f:
	i=0
	for ch in line:
		if ch >= 'a' and ch <= 'z':
			if ch in error_corrected[i]:
				error_corrected[i].update({ch: error_corrected[i].get(ch)+1})

roka

import hashlib

doorid = "ojvtpuvg".encode('utf-8')
n = 1
password = ""
password_part2 = ["x","x","x","x","x","x","x","x"]
found = False

#for i in range(0,8):
while found is False:

roka

# aaaaa-bbb-z-y-x-123[abxyz]
import re

def calcChecksum(w):
	checksum = ""
	mostCommon = ""
	d = dict.fromkeys(w, 0)
	for c in w: d[c] += 1

	for x in range(0, 5):

roka

def cntTris(mTriangles):
    valid = 0
    for t in mTriangles:
        if (t[0]+t[1]) > t[2]:
            valid += 1
    return valid

f = open('input.txt', 'r')

triangles = []

roka

;; nasm -f elf64 02.s
;; ld 02.o -o 02

section .data
	lenght: dw 0x1000
	SIZE dw 0x1000
section .bss
	buf resb 0x1000
	printbuf resb 0x10

roka

codes=["LLRRLLRLDDUURLLRDUUUDULUDLUULDRDDDULLLRDDLLLRRDDRRUDDURDURLRDDULRRRLLULLULLRUULDLDDDUUURRRRURURDUDLLRRLDLLRRDRDLLLDDRRLUDDLDDLRDRDRDDRUDDRUUURLDUDRRLULLLDRDRRDLLRRLDLDRRRRLURLLURLRDLLRUDDRLRDRRURLDULURDLUUDURLDRURDRDLULLLLDUDRLLURRLRURUURDRRRULLRULLDRRDDDULDURDRDDRDUDUDRURRRRUUURRDUUDUDDDLRRUUDDUUDDDUDLDRDLRDUULLRUUDRRRDURLDDDLDLUULUDLLRDUDDDDLDURRRDRLLRUUUUDRLULLUUDRLLRDLURLURUDURULUDULUDURUDDULDLDLRRUUDRDDDRLLRRRRLDRRRD",
	"DRRRDULLRURUDRLRDLRULRRLRLDLUDLUURUUURURULRLRUDRURRRLLUDRLLDUDULLUUDLLUUUDDRLRUDDDDLDDUUDULDRRRDULUULDULDRUUULRUDDDUDRRLRLUDDURLLDRLUDUDURUUDRLUURRLUUUDUURUDURLUUUDRDRRRDRDRULLUURURDLUULLDUULUUDULLLDURLUDRURULDLDLRDRLRLUURDDRLDDLRRURUDLUDDDLDRLULLDRLLLURULLUURLUDDURRDDLDDDDRDUUULURDLUUULRRLRDLDRDDDRLLRUDULRRRUDRRLDRRUULUDDLLDUDDRLRRDLDDULLLRDURRURLLULURRLUULULRDLULLUUULRRRLRUDLRUUDDRLLLLLLLURLDRRUURLDULDLDDRLLLRDLLLDLRUUDRURDRDLUULDDRLLRRURRDULLULURRDULRUDUDRLUUDDDDUULDDDUUDURLRUDDULDDDDRUULUUDLUDDRDRD",
	"RRRULLRULDRDLDUDRRDULLRLUUDLULLRUULULURDDDLLLULRURLLURUDLRDLURRRLRLDLLRRUR

roka

from math import sqrt 

steps="L4, L1, R4, R1, R1, L3, R5, L5, L2, L3, R2, R1, L4, R5, R4, L2, R1, R3, L5, R1, L3, L2, R5, L4, L5, R1, R2, L1, R5, L3, R2, R2, L1, R5, R2, L1, L1, R2, L1, R1, L2, L2, R4, R3, R2, L3, L188, L3, R2, R54, R1, R1, L2, L4, L3, L2, R3, L1, L1, R3, R5, L1, R5, L1, L1, R2, R4, R4, L5, L4, L1, R2, R4, R5, L2, L3, R5, L5, R1, R5, L2, R4, L2, L1, R4, R3, R4, L4, R3, L4, R78, R2, L3, R188, R2, R3, L2, R2, R3, R1, R5, R1, L1, L1, R4, R2, R1, R5, L1, R4, L4, R2, R5, L2, L5, R4, L3, L2, R1, R1, L5, L4, R1, L5, L1, L5, L1, L4, L3, L5, R4, R5, R2, L5, R5, R5, R4, R2, L1, L2, R3, R5, R5, R5, L2, L1, R4, R3, R1, L4, L2, L3, R2, L3, L5, L2, L2, L1, L2, R5, L2, L2, L3, L1, R1, L4, R2, L4, R3, R5, R3, R4, R1, R5, L3, L5, L5, L3, L2, L1, R3, L4, R3, R2, L1, R3, R1, L2, R4, L3, L3, L3, L1, L2"

lista=steps.split(',')

x=0
y=0
rotation=0