Luna Lailatova
3 years ago
commit
089cc4671a
20 changed files with 6540 additions and 0 deletions
@ -0,0 +1,12 @@ |
|||||||
|
f = open('input.txt', 'r') |
||||||
|
input = f.readlines() |
||||||
|
count = 0 |
||||||
|
for i in range(len(input)): |
||||||
|
input[i] = input[i].strip() |
||||||
|
input[i] = int(input[i]) |
||||||
|
for x in range(len(input) - 3): |
||||||
|
a = input[x] + input[x + 1] + input[x + 2] |
||||||
|
b = input[x + 1] + input[x + 2] + input[x + 3] |
||||||
|
if a < b: |
||||||
|
count += 1 |
||||||
|
print(count) |
@ -0,0 +1,14 @@ |
|||||||
|
f = open('input.txt', 'r') |
||||||
|
input = f.readlines() |
||||||
|
pre = 999999999999999999999999999999999999999999999 |
||||||
|
count = 0 |
||||||
|
for i in range(len(input)): |
||||||
|
input[i] = input[i].strip() |
||||||
|
input[i] = int(input[i]) |
||||||
|
print(len(input)) |
||||||
|
print(input) |
||||||
|
for x in input: |
||||||
|
if pre < x: |
||||||
|
count = count + 1 |
||||||
|
pre = x |
||||||
|
print(count) |
@ -0,0 +1,21 @@ |
|||||||
|
from os import readlink |
||||||
|
|
||||||
|
|
||||||
|
f = open ('input2.txt', 'r') |
||||||
|
input = f.readlines() |
||||||
|
forward = 0 |
||||||
|
depth = 0 |
||||||
|
aim = 0 |
||||||
|
for i in range(len(input)): |
||||||
|
input[i] = input[i].strip() |
||||||
|
for i in range(len(input)): |
||||||
|
direct, amount = input[i].split(" ", 1) |
||||||
|
if direct == 'forward': |
||||||
|
forward += int(amount) |
||||||
|
depth += aim * int(amount) |
||||||
|
if direct == 'down': |
||||||
|
aim += int(amount) |
||||||
|
if direct == 'up': |
||||||
|
aim -= int(amount) |
||||||
|
x = depth * forward |
||||||
|
print(x) |
@ -0,0 +1,19 @@ |
|||||||
|
from os import readlink |
||||||
|
|
||||||
|
|
||||||
|
f = open ('input2.txt', 'r') |
||||||
|
input = f.readlines() |
||||||
|
forward = 0 |
||||||
|
depth = 0 |
||||||
|
for i in range(len(input)): |
||||||
|
input[i] = input[i].strip() |
||||||
|
for i in range(len(input)): |
||||||
|
direct, amount = input[i].split(" ", 1) |
||||||
|
if direct == 'forward': |
||||||
|
forward += int(amount) |
||||||
|
if direct == 'down': |
||||||
|
depth += int(amount) |
||||||
|
if direct == 'up': |
||||||
|
depth -= int(amount) |
||||||
|
x = depth * forward |
||||||
|
print(x) |
@ -0,0 +1,47 @@ |
|||||||
|
f = open ('input3.txt', 'r') |
||||||
|
inp = f.readlines() |
||||||
|
oxy = 0 |
||||||
|
co = 0 |
||||||
|
for i in range(len(inp)): |
||||||
|
inp[i] = inp[i].strip() |
||||||
|
inp2 = inp |
||||||
|
for i in range(12): |
||||||
|
if len(inp) == 1: |
||||||
|
break |
||||||
|
zero = 0 |
||||||
|
one = 0 |
||||||
|
for line in inp: |
||||||
|
if line[i] == '0': |
||||||
|
zero += 1 |
||||||
|
else: |
||||||
|
one += 1 |
||||||
|
if zero <= one: |
||||||
|
inp = list(filter(lambda line: line[i] == '1', inp)) |
||||||
|
else: |
||||||
|
inp = list(filter(lambda line: line[i] == '0', inp)) |
||||||
|
for i in range(12): |
||||||
|
if len(inp2) == 1: |
||||||
|
break |
||||||
|
zero = 0 |
||||||
|
one = 0 |
||||||
|
for line in inp2: |
||||||
|
if line[i] == '0': |
||||||
|
zero += 1 |
||||||
|
else: |
||||||
|
one += 1 |
||||||
|
if zero <= one: |
||||||
|
inp2 = list(filter(lambda line: line[i] == '0', inp2)) |
||||||
|
else: |
||||||
|
inp2 = list(filter(lambda line: line[i] == '1', inp2)) |
||||||
|
print(inp, " ", inp2) |
||||||
|
for i in range(12): |
||||||
|
if inp[0][i] == '1': |
||||||
|
oxy = (oxy << 1) + 1 |
||||||
|
else: |
||||||
|
oxy <<= 1 |
||||||
|
if inp2[0][i] == '1': |
||||||
|
co = (co << 1) + 1 |
||||||
|
else: |
||||||
|
co <<= 1 |
||||||
|
print(co," ", oxy) |
||||||
|
print(co * oxy) |
@ -0,0 +1,24 @@ |
|||||||
|
f = open ('input3.txt', 'r') |
||||||
|
inp = f.readlines() |
||||||
|
ones = [0] * 12 |
||||||
|
zeroes = [0] * 12 |
||||||
|
gamma = 0 |
||||||
|
epsilon = 0 |
||||||
|
for i in range(len(inp)): |
||||||
|
inp[i] = inp[i].strip() |
||||||
|
for line in inp: |
||||||
|
for i in range(len(line)): |
||||||
|
if line[i] == '1': |
||||||
|
ones[i] += 1 |
||||||
|
if line[i] == '0': |
||||||
|
zeroes[i] += 1 |
||||||
|
for i in range(len(ones)): |
||||||
|
if ones[i] < zeroes[i]: |
||||||
|
gamma <<= 1 |
||||||
|
epsilon = (epsilon << 1) + 1 |
||||||
|
else: |
||||||
|
gamma = (gamma << 1) + 1 |
||||||
|
epsilon <<= 1 |
||||||
|
print(epsilon * gamma) |
||||||
|
print(gamma) |
||||||
|
print(epsilon) |
@ -0,0 +1,60 @@ |
|||||||
|
import re |
||||||
|
|
||||||
|
def check(cards, num): |
||||||
|
for i in cards: |
||||||
|
for x in i: |
||||||
|
for t in range(5): |
||||||
|
if x[t] == num: |
||||||
|
x[t] = None |
||||||
|
#print(cards) |
||||||
|
|
||||||
|
def bingo(cards): |
||||||
|
rv = set() |
||||||
|
for i in range(len(cards)): |
||||||
|
counter = 0 |
||||||
|
for x in cards[i]: |
||||||
|
# print(x) |
||||||
|
if x[0] is None and x[1] is None and x[2] is None and x[3] is None and x[4] is None: |
||||||
|
rv.add(i) |
||||||
|
for t in range(5): |
||||||
|
counter = 0 |
||||||
|
for x in cards[i]: |
||||||
|
if x[t] is None: |
||||||
|
counter += 1 |
||||||
|
if counter == 5: |
||||||
|
rv.add(i) |
||||||
|
return list(rv) |
||||||
|
|
||||||
|
nums = [4,75,74,31,76,79,27,19,69,46,98,59,83,23,90,52,87,6,11,92,80,51,43,5,94,17,15,67,25,30,48,47,62,71,85,58,60,1,72,99,3,35,42,10,96,49,37,36,8,44,70,40,45,39,0,63,2,78,68,53,50,77,20,55,38,86,54,93,26,88,12,91,95,34,9,14,33,66,41,13,28,57,29,73,56,22,89,21,64,61,32,65,97,84,18,82,81,7,16,24] |
||||||
|
f = open('input4.txt', 'r') |
||||||
|
cards = [] |
||||||
|
card = [] |
||||||
|
score = 0 |
||||||
|
for i in f: |
||||||
|
i = i.strip() |
||||||
|
if len(i) == 0: |
||||||
|
cards.append(card) |
||||||
|
card = list() |
||||||
|
continue |
||||||
|
t = list(map(int, re.split('\s+', i))) |
||||||
|
card.append(t) |
||||||
|
if len(card) > 0: |
||||||
|
cards.append(card) |
||||||
|
|
||||||
|
for z in nums: |
||||||
|
check(cards, z) |
||||||
|
bing = bingo(cards) |
||||||
|
if len(bing) > 0 and len(cards) > 1: |
||||||
|
print('Found bingo: ', bing, ' after pulling number ', z, ', cards left: ', len(cards)) |
||||||
|
for card in reversed(sorted(bing)): |
||||||
|
cards.pop(card) |
||||||
|
continue |
||||||
|
if len(cards) == 1 and len(bing) > 0: |
||||||
|
for x in cards[0]: |
||||||
|
for i in x: |
||||||
|
if i is not None: |
||||||
|
score += i |
||||||
|
break |
||||||
|
print(cards) |
||||||
|
print(z) |
||||||
|
print(score*z, ' eöokrggm') |
@ -0,0 +1,53 @@ |
|||||||
|
import re |
||||||
|
|
||||||
|
def check(cards, num): |
||||||
|
for i in cards: |
||||||
|
for x in i: |
||||||
|
for t in range(5): |
||||||
|
if x[t] == num: |
||||||
|
x[t] = None |
||||||
|
print(cards) |
||||||
|
|
||||||
|
def bingo(cards): |
||||||
|
for i in cards: |
||||||
|
counter = 0 |
||||||
|
for x in i: |
||||||
|
if x[1] is None and x[2] is None and x[3] is None and x[4] is None and x[5] is None: |
||||||
|
return i |
||||||
|
for t in range(5): |
||||||
|
counter = 0 |
||||||
|
for x in i: |
||||||
|
if x[t] is None: |
||||||
|
counter += 1 |
||||||
|
if counter == 5: |
||||||
|
return i |
||||||
|
return None |
||||||
|
|
||||||
|
nums = [4,75,74,31,76,79,27,19,69,46,98,59,83,23,90,52,87,6,11,92,80,51,43,5,94,17,15,67,25,30,48,47,62,71,85,58,60,1,72,99,3,35,42,10,96,49,37,36,8,44,70,40,45,39,0,63,2,78,68,53,50,77,20,55,38,86,54,93,26,88,12,91,95,34,9,14,33,66,41,13,28,57,29,73,56,22,89,21,64,61,32,65,97,84,18,82,81,7,16,24] |
||||||
|
f = open('input4.txt', 'r') |
||||||
|
cards = [] |
||||||
|
card = [] |
||||||
|
score = 0 |
||||||
|
for i in f: |
||||||
|
i = i.strip() |
||||||
|
if len(i) == 0: |
||||||
|
cards.append(card) |
||||||
|
card = list() |
||||||
|
continue |
||||||
|
t = list(map(int, re.split('\s+', i))) |
||||||
|
card.append(t) |
||||||
|
if len(card) > 0: |
||||||
|
cards.append(card) |
||||||
|
|
||||||
|
for z in nums: |
||||||
|
check(cards, z) |
||||||
|
bing = bingo(cards) |
||||||
|
if bing is not None: |
||||||
|
print(bing) |
||||||
|
print(z) |
||||||
|
for x in bing: |
||||||
|
for i in x: |
||||||
|
if i is not None: |
||||||
|
score += i |
||||||
|
break |
||||||
|
print(score*z) |
@ -0,0 +1,75 @@ |
|||||||
|
import sys |
||||||
|
|
||||||
|
def aa(num): |
||||||
|
return str(num) if num > 0 else '.' |
||||||
|
|
||||||
|
xone = [] |
||||||
|
xtwo = [] |
||||||
|
yone = [] |
||||||
|
ytwo = [] |
||||||
|
print('Reading ', sys.argv[1]) |
||||||
|
with open(sys.argv[1], 'r') as f: |
||||||
|
for i in f.readlines(): |
||||||
|
inp = i.strip() |
||||||
|
temp1, temp2 = inp.split(" -> ", 1) |
||||||
|
tempx1, tempy1 = temp1.split(",") |
||||||
|
tempx2, tempy2 = temp2.split(",") |
||||||
|
xone.append(int(tempx1)) |
||||||
|
xtwo.append(int(tempx2)) |
||||||
|
yone.append(int(tempy1)) |
||||||
|
ytwo.append(int(tempy2)) |
||||||
|
|
||||||
|
maxx = max(xone + xtwo) |
||||||
|
maxy = max(yone + ytwo) |
||||||
|
print('Max x: ', maxx, ', max y: ', maxy) |
||||||
|
|
||||||
|
|
||||||
|
class grid: |
||||||
|
def __init__(self, maxx, maxy): |
||||||
|
self._points = [] |
||||||
|
|
||||||
|
for i in range(maxy + 1): |
||||||
|
self._points.append([0] * (maxx + 1)) |
||||||
|
|
||||||
|
def mark(self, x, y): |
||||||
|
self._points[y][x] += 1 |
||||||
|
|
||||||
|
def count(self): |
||||||
|
counter = 0 |
||||||
|
for i in self._points: |
||||||
|
for t in i: |
||||||
|
if t > 1: |
||||||
|
counter += 1 |
||||||
|
return counter |
||||||
|
|
||||||
|
|
||||||
|
gri = grid(maxx, maxy) |
||||||
|
|
||||||
|
for i in range(len(xone)): |
||||||
|
if xone[i] == xtwo[i]: |
||||||
|
poiA = min(yone[i], ytwo[i]) |
||||||
|
poiB = max(yone[i], ytwo[i]) |
||||||
|
print('Drawing y line from ', xone[i], ',', poiA, ' to ', xtwo[i], ',', poiB + 1) |
||||||
|
for t in range(poiA, poiB + 1): |
||||||
|
gri.mark(xone[i], t) |
||||||
|
elif yone[i] == ytwo[i]: |
||||||
|
poiA = min(xone[i], xtwo[i]) |
||||||
|
poiB = max(xone[i], xtwo[i]) |
||||||
|
print('Drawing x line from ', poiA, ',', yone[i], ' to ', poiB + 1, ',', ytwo[i]) |
||||||
|
for t in range(poiA, poiB + 1): |
||||||
|
gri.mark(t, yone[i]) |
||||||
|
else: |
||||||
|
xdir = -1 if xone[i] > xtwo[i] else 1 |
||||||
|
ydir = -1 if yone[i] > ytwo[i] else 1 |
||||||
|
xcoords = list(range(xone[i], xtwo[i] + xdir, xdir)) |
||||||
|
ycoords = list(range(yone[i], ytwo[i] + ydir, ydir)) |
||||||
|
#print(ycoords) |
||||||
|
#print(xcoords) |
||||||
|
for x, y in zip(xcoords, ycoords): |
||||||
|
gri.mark(x, y) |
||||||
|
# Print the grid as ASCII art. |
||||||
|
for p in gri._points: |
||||||
|
print(''.join([aa(x) for x in p])) |
||||||
|
|
||||||
|
solu = gri.count() |
||||||
|
print(solu, ' intersections found') |
@ -0,0 +1,42 @@ |
|||||||
|
#inp = [3,4,3,1,2] |
||||||
|
inp = [1,4,1,1,1,1,5,1,1,5,1,4,2,5,1,2,3,1,1,1,1,5,4,2,1,1,3,1,1,1,1,1,1,1,2,1,1,1,1,1,5,1,1,1,1,1,1,1,1,1,4,1,1,1,1,5,1,4,1,1,4,1,1,1,1,4,1,1,5,5,1,1,1,4,1,1,1,1,1,3,2,1,1,1,1,1,2,3,1,1,2,1,1,1,3,1,1,1,2,1,2,1,1,2,1,1,3,1,1,1,3,3,5,1,4,1,1,5,1,1,4,1,5,3,3,5,1,1,1,4,1,1,1,1,1,1,5,5,1,1,4,1,2,1,1,1,1,2,2,2,1,1,2,2,4,1,1,1,1,3,1,2,3,4,1,1,1,4,4,1,1,1,1,1,1,1,4,2,5,2,1,1,4,1,1,5,1,1,5,1,5,5,1,3,5,1,1,5,1,1,2,2,1,1,1,1,1,1,1,4,3,1,1,4,1,4,1,1,1,1,4,1,4,4,4,3,1,1,3,2,1,1,1,1,1,1,1,4,1,3,1,1,1,1,1,1,1,5,2,4,2,1,4,4,1,5,1,1,3,1,3,1,1,1,1,1,4,2,3,2,1,1,2,1,5,2,1,1,4,1,4,1,1,1,4,4,1,1,1,1,1,1,4,1,1,1,2,1,1,2] |
||||||
|
|
||||||
|
class Fish: |
||||||
|
def __init__(self, day, fesh): |
||||||
|
self.fishcount = 0 |
||||||
|
self.days = day |
||||||
|
self.fishcount += fesh |
||||||
|
|
||||||
|
def dayend(self): |
||||||
|
if self.days > 0: |
||||||
|
self.days -= 1 |
||||||
|
return None |
||||||
|
elif self.days == 0: |
||||||
|
self.days = 6 |
||||||
|
return self.fishcount |
||||||
|
def howmuchfish(self): |
||||||
|
return self.fishcount |
||||||
|
|
||||||
|
fishies = [] |
||||||
|
fishcounter = 0 |
||||||
|
|
||||||
|
for t in range(1, max(inp) + 1): |
||||||
|
fishies.append(Fish(t, 0)) |
||||||
|
|
||||||
|
for i in inp: |
||||||
|
for t in fishies: |
||||||
|
if t.days == i: |
||||||
|
t.fishcount += 1 |
||||||
|
|
||||||
|
for i in range(256): |
||||||
|
newborn = 0 |
||||||
|
for t in fishies: |
||||||
|
temp = t.dayend() |
||||||
|
if temp is not None: |
||||||
|
newborn += temp |
||||||
|
fishies.append(Fish(8, newborn)) |
||||||
|
|
||||||
|
for t in fishies: |
||||||
|
fishcounter += t.howmuchfish() |
||||||
|
|
||||||
|
print(fishcounter) |
@ -0,0 +1,16 @@ |
|||||||
|
#inp = [3,4,3,1,2] |
||||||
|
inp = [1,4,1,1,1,1,5,1,1,5,1,4,2,5,1,2,3,1,1,1,1,5,4,2,1,1,3,1,1,1,1,1,1,1,2,1,1,1,1,1,5,1,1,1,1,1,1,1,1,1,4,1,1,1,1,5,1,4,1,1,4,1,1,1,1,4,1,1,5,5,1,1,1,4,1,1,1,1,1,3,2,1,1,1,1,1,2,3,1,1,2,1,1,1,3,1,1,1,2,1,2,1,1,2,1,1,3,1,1,1,3,3,5,1,4,1,1,5,1,1,4,1,5,3,3,5,1,1,1,4,1,1,1,1,1,1,5,5,1,1,4,1,2,1,1,1,1,2,2,2,1,1,2,2,4,1,1,1,1,3,1,2,3,4,1,1,1,4,4,1,1,1,1,1,1,1,4,2,5,2,1,1,4,1,1,5,1,1,5,1,5,5,1,3,5,1,1,5,1,1,2,2,1,1,1,1,1,1,1,4,3,1,1,4,1,4,1,1,1,1,4,1,4,4,4,3,1,1,3,2,1,1,1,1,1,1,1,4,1,3,1,1,1,1,1,1,1,5,2,4,2,1,4,4,1,5,1,1,3,1,3,1,1,1,1,1,4,2,3,2,1,1,2,1,5,2,1,1,4,1,4,1,1,1,4,4,1,1,1,1,1,1,4,1,1,1,2,1,1,2] |
||||||
|
offspring = 0 |
||||||
|
for t in range(80): |
||||||
|
#inp.extend([8] * offspring) |
||||||
|
offspring = 0 |
||||||
|
for fish in range(len(inp)): |
||||||
|
if inp[fish] > 0: |
||||||
|
inp[fish] -= 1 |
||||||
|
elif inp[fish] == 0: |
||||||
|
|
||||||
|
inp[fish] = 6 |
||||||
|
offspring += 1 |
||||||
|
inp.extend([8] * offspring) |
||||||
|
#print('day ', t, ' : ', inp) |
||||||
|
print(len(inp)) |
@ -0,0 +1,24 @@ |
|||||||
|
#inp = [16,1,2,0,4,2,7,1,2,14] |
||||||
|
inp = [1101,1,29,67,1102,0,1,65,1008,65,35,66,1005,66,28,1,67,65,20,4,0,1001,65,1,65,1106,0,8,99,35,67,101,99,105,32,110,39,101,115,116,32,112,97,115,32,117,110,101,32,105,110,116,99,111,100,101,32,112,114,111,103,114,97,109,10,601,578,981,315,530,525,671,1501,616,214,724,1247,543,58,183,282,242,54,90,130,1788,360,1719,710,1165,1476,29,744,164,293,1360,274,47,119,16,387,134,547,72,48,77,416,863,39,65,144,500,678,430,160,1689,550,753,1478,480,56,583,85,206,93,335,990,174,276,1119,52,308,470,563,387,897,21,85,720,983,178,383,134,299,722,57,391,489,768,232,646,1312,1316,31,57,927,176,531,421,1162,369,934,7,172,237,340,169,261,1371,1351,1268,72,58,375,1570,1238,55,513,403,1462,141,263,419,1316,852,251,39,358,209,204,439,150,1667,344,205,1299,1226,992,967,536,1160,1503,1154,1323,486,1079,329,823,506,1252,387,28,69,649,296,233,62,219,344,464,1284,291,234,47,949,1126,935,1367,1450,1431,379,344,478,731,648,77,184,927,211,262,728,1093,381,140,239,332,1436,78,665,1486,601,1444,364,1057,753,488,127,1001,350,1016,357,638,309,40,333,136,655,779,821,414,275,140,149,185,445,1169,476,196,907,1570,193,161,43,204,1489,1125,1024,101,17,592,1378,338,1625,3,269,1568,254,803,25,776,109,52,291,1595,255,739,34,768,378,632,4,181,373,162,562,74,85,160,16,47,38,266,1610,9,7,1398,358,287,450,188,1390,37,98,80,685,1645,50,55,16,542,20,443,848,49,808,76,233,69,110,471,73,408,638,89,861,280,1062,75,314,808,237,96,401,57,48,1306,115,1164,1533,5,1032,1314,66,630,96,496,116,1558,438,13,182,1360,802,101,327,370,444,335,812,430,900,1259,1117,318,118,433,501,401,101,582,27,454,981,776,14,26,163,384,1652,87,788,474,588,155,845,207,33,200,622,840,1360,432,11,525,86,296,481,200,529,95,924,431,40,846,220,285,14,66,755,111,647,643,1201,81,483,555,125,426,1499,29,115,48,39,92,316,434,217,218,116,9,33,496,358,1106,736,1181,1153,117,20,1719,1113,1620,26,581,407,114,1559,6,1918,964,909,340,630,817,473,111,1485,434,262,1702,651,11,182,1043,1904,633,336,252,677,1238,637,1008,82,327,171,185,19,141,395,1209,53,798,836,1378,598,262,298,265,287,85,21,249,848,162,89,1050,108,34,41,25,291,918,28,1234,139,351,867,146,79,995,1173,635,24,31,81,214,1114,155,1256,159,206,586,426,452,650,1653,47,42,264,240,500,864,893,1308,1249,853,286,62,592,102,77,1082,91,120,625,211,978,319,655,200,152,86,396,52,308,1479,38,41,53,179,648,216,41,641,659,1556,226,1421,291,33,1461,1095,529,309,1100,314,1695,505,1200,150,946,53,124,139,1506,52,33,463,613,33,1264,386,678,563,564,318,273,912,60,31,150,1321,133,1333,302,1243,49,421,808,1399,555,195,611,268,39,1302,1154,92,664,117,92,124,332,561,1436,865,198,71,271,909,40,1185,664,251,422,306,122,814,158,1676,122,217,312,952,845,104,572,1796,392,651,176,714,44,757,111,56,489,333,738,369,304,1239,105,297,277,674,213,938,2,681,336,171,1252,166,88,489,273,260,565,231,319,1085,650,211,510,12,511,325,46,107,980,1136,16,95,308,935,514,469,20,44,209,345,467,1310,500,75,594,166,199,741,193,28,52,106,1437,366,575,1200,609,678,534,573,723,325,8,386,268,690,321,186,375,2,104,657,1341,601,175,0,745,146,508,180,426,811,7,215,300,86,25,372,233,900,276,1625,808,1941,510,234,813,131,334,58,783,992,236,244,174,609,1581,1767,204,187,208,1340,347,803,146,299,140,142,339,60,118,300,809,276,413,267,946,77,154,466,425,193,187,852,674,2,17,1006,1007,166,195,137,97,41,407,65,1072,20,789,311,1227,20,132,1536,995,194,506,635,115,1500,529,93,72,950,208,944,1177,476,207,1228,5,974,226,225,290,690,581,218,401,49,361,1408,242,254,24,313,441,635,126,513,994,299,1722,52,1123,44,1332,628,534,789,298,692,45,596,1583,77,15,38,1293,1181,1498,772,148,297,49,692,87,594,49,148,170,54,1079,7,468,847,336,421,34,1108,406,892,689,245,298,85,1187,1142,286,310,207,34,660,549,39,1172,97,1,750,47,0,77,1632,135,54,18,22,1292,230,1031,11,225,820,461,1208,108,1443,274,1134,41,287,166,274,1032,585,1491,75,549,1231,1314,443,212,395,386,698,58,644,395,81,905,366,233,716,656,799,643,1011,173,790,360,269,930,13,606,488,387,1206,51] |
||||||
|
|
||||||
|
maxP = max(inp) |
||||||
|
minP = min(inp) |
||||||
|
|
||||||
|
fuelpoints = [None, 0] |
||||||
|
|
||||||
|
for i in range(minP, maxP + 1): |
||||||
|
fuelcounter = 0 |
||||||
|
for pos in inp: |
||||||
|
temp = i - pos |
||||||
|
if temp < 0: |
||||||
|
temp = temp*-1 |
||||||
|
temp = (temp*temp + temp)//2 |
||||||
|
fuelcounter += temp |
||||||
|
if fuelpoints[0] is None: |
||||||
|
fuelpoints[0] = fuelcounter |
||||||
|
fuelpoints[1] = i |
||||||
|
elif fuelpoints[0] > fuelcounter: |
||||||
|
fuelpoints[0] = fuelcounter |
||||||
|
fuelpoints[1] = i |
||||||
|
|
||||||
|
print(fuelpoints) |
@ -0,0 +1,23 @@ |
|||||||
|
#inp = [16,1,2,0,4,2,7,1,2,14] |
||||||
|
inp = [1101,1,29,67,1102,0,1,65,1008,65,35,66,1005,66,28,1,67,65,20,4,0,1001,65,1,65,1106,0,8,99,35,67,101,99,105,32,110,39,101,115,116,32,112,97,115,32,117,110,101,32,105,110,116,99,111,100,101,32,112,114,111,103,114,97,109,10,601,578,981,315,530,525,671,1501,616,214,724,1247,543,58,183,282,242,54,90,130,1788,360,1719,710,1165,1476,29,744,164,293,1360,274,47,119,16,387,134,547,72,48,77,416,863,39,65,144,500,678,430,160,1689,550,753,1478,480,56,583,85,206,93,335,990,174,276,1119,52,308,470,563,387,897,21,85,720,983,178,383,134,299,722,57,391,489,768,232,646,1312,1316,31,57,927,176,531,421,1162,369,934,7,172,237,340,169,261,1371,1351,1268,72,58,375,1570,1238,55,513,403,1462,141,263,419,1316,852,251,39,358,209,204,439,150,1667,344,205,1299,1226,992,967,536,1160,1503,1154,1323,486,1079,329,823,506,1252,387,28,69,649,296,233,62,219,344,464,1284,291,234,47,949,1126,935,1367,1450,1431,379,344,478,731,648,77,184,927,211,262,728,1093,381,140,239,332,1436,78,665,1486,601,1444,364,1057,753,488,127,1001,350,1016,357,638,309,40,333,136,655,779,821,414,275,140,149,185,445,1169,476,196,907,1570,193,161,43,204,1489,1125,1024,101,17,592,1378,338,1625,3,269,1568,254,803,25,776,109,52,291,1595,255,739,34,768,378,632,4,181,373,162,562,74,85,160,16,47,38,266,1610,9,7,1398,358,287,450,188,1390,37,98,80,685,1645,50,55,16,542,20,443,848,49,808,76,233,69,110,471,73,408,638,89,861,280,1062,75,314,808,237,96,401,57,48,1306,115,1164,1533,5,1032,1314,66,630,96,496,116,1558,438,13,182,1360,802,101,327,370,444,335,812,430,900,1259,1117,318,118,433,501,401,101,582,27,454,981,776,14,26,163,384,1652,87,788,474,588,155,845,207,33,200,622,840,1360,432,11,525,86,296,481,200,529,95,924,431,40,846,220,285,14,66,755,111,647,643,1201,81,483,555,125,426,1499,29,115,48,39,92,316,434,217,218,116,9,33,496,358,1106,736,1181,1153,117,20,1719,1113,1620,26,581,407,114,1559,6,1918,964,909,340,630,817,473,111,1485,434,262,1702,651,11,182,1043,1904,633,336,252,677,1238,637,1008,82,327,171,185,19,141,395,1209,53,798,836,1378,598,262,298,265,287,85,21,249,848,162,89,1050,108,34,41,25,291,918,28,1234,139,351,867,146,79,995,1173,635,24,31,81,214,1114,155,1256,159,206,586,426,452,650,1653,47,42,264,240,500,864,893,1308,1249,853,286,62,592,102,77,1082,91,120,625,211,978,319,655,200,152,86,396,52,308,1479,38,41,53,179,648,216,41,641,659,1556,226,1421,291,33,1461,1095,529,309,1100,314,1695,505,1200,150,946,53,124,139,1506,52,33,463,613,33,1264,386,678,563,564,318,273,912,60,31,150,1321,133,1333,302,1243,49,421,808,1399,555,195,611,268,39,1302,1154,92,664,117,92,124,332,561,1436,865,198,71,271,909,40,1185,664,251,422,306,122,814,158,1676,122,217,312,952,845,104,572,1796,392,651,176,714,44,757,111,56,489,333,738,369,304,1239,105,297,277,674,213,938,2,681,336,171,1252,166,88,489,273,260,565,231,319,1085,650,211,510,12,511,325,46,107,980,1136,16,95,308,935,514,469,20,44,209,345,467,1310,500,75,594,166,199,741,193,28,52,106,1437,366,575,1200,609,678,534,573,723,325,8,386,268,690,321,186,375,2,104,657,1341,601,175,0,745,146,508,180,426,811,7,215,300,86,25,372,233,900,276,1625,808,1941,510,234,813,131,334,58,783,992,236,244,174,609,1581,1767,204,187,208,1340,347,803,146,299,140,142,339,60,118,300,809,276,413,267,946,77,154,466,425,193,187,852,674,2,17,1006,1007,166,195,137,97,41,407,65,1072,20,789,311,1227,20,132,1536,995,194,506,635,115,1500,529,93,72,950,208,944,1177,476,207,1228,5,974,226,225,290,690,581,218,401,49,361,1408,242,254,24,313,441,635,126,513,994,299,1722,52,1123,44,1332,628,534,789,298,692,45,596,1583,77,15,38,1293,1181,1498,772,148,297,49,692,87,594,49,148,170,54,1079,7,468,847,336,421,34,1108,406,892,689,245,298,85,1187,1142,286,310,207,34,660,549,39,1172,97,1,750,47,0,77,1632,135,54,18,22,1292,230,1031,11,225,820,461,1208,108,1443,274,1134,41,287,166,274,1032,585,1491,75,549,1231,1314,443,212,395,386,698,58,644,395,81,905,366,233,716,656,799,643,1011,173,790,360,269,930,13,606,488,387,1206,51] |
||||||
|
|
||||||
|
maxP = max(inp) |
||||||
|
minP = min(inp) |
||||||
|
|
||||||
|
fuelpoints = [None, 0] |
||||||
|
|
||||||
|
for i in range(minP, maxP + 1): |
||||||
|
fuelcounter = 0 |
||||||
|
for pos in inp: |
||||||
|
temp = i - pos |
||||||
|
if temp < 0: |
||||||
|
temp = temp*-1 |
||||||
|
fuelcounter += temp |
||||||
|
if fuelpoints[0] is None: |
||||||
|
fuelpoints[0] = fuelcounter |
||||||
|
fuelpoints[1] = i |
||||||
|
elif fuelpoints[0] > fuelcounter: |
||||||
|
fuelpoints[0] = fuelcounter |
||||||
|
fuelpoints[1] = i |
||||||
|
|
||||||
|
print(fuelpoints) |
@ -0,0 +1,599 @@ |
|||||||
|
30 46 94 20 2 |
||||||
|
53 67 69 75 65 |
||||||
|
27 24 85 28 60 |
||||||
|
57 58 42 36 78 |
||||||
|
35 98 87 91 93 |
||||||
|
|
||||||
|
72 71 91 73 19 |
||||||
|
2 13 14 8 74 |
||||||
|
42 34 31 56 9 |
||||||
|
82 59 44 67 79 |
||||||
|
49 6 98 10 30 |
||||||
|
|
||||||
|
95 24 25 11 34 |
||||||
|
57 65 41 92 8 |
||||||
|
91 26 1 62 38 |
||||||
|
47 93 4 37 0 |
||||||
|
15 44 33 20 97 |
||||||
|
|
||||||
|
24 69 55 7 25 |
||||||
|
45 64 56 71 18 |
||||||
|
94 10 62 19 36 |
||||||
|
53 74 49 61 80 |
||||||
|
50 68 60 76 84 |
||||||
|
|
||||||
|
86 78 29 1 71 |
||||||
|
2 9 24 34 96 |
||||||
|
47 75 61 13 26 |
||||||
|
10 66 28 83 14 |
||||||
|
91 63 45 76 50 |
||||||
|
|
||||||
|
61 60 22 11 95 |
||||||
|
25 81 13 15 53 |
||||||
|
59 89 65 18 39 |
||||||
|
58 50 1 47 52 |
||||||
|
48 16 29 75 56 |
||||||
|
|
||||||
|
62 0 93 41 53 |
||||||
|
69 47 29 50 46 |
||||||
|
81 8 20 38 23 |
||||||
|
4 64 5 37 27 |
||||||
|
32 75 48 33 15 |
||||||
|
|
||||||
|
97 75 15 55 36 |
||||||
|
98 77 76 3 69 |
||||||
|
11 39 88 18 93 |
||||||
|
94 99 59 50 63 |
||||||
|
33 26 35 58 14 |
||||||
|
|
||||||
|
58 91 7 36 81 |
||||||
|
44 90 46 57 93 |
||||||
|
16 35 28 61 34 |
||||||
|
60 3 96 65 14 |
||||||
|
24 49 94 11 77 |
||||||
|
|
||||||
|
5 91 53 85 36 |
||||||
|
6 64 41 7 50 |
||||||
|
87 94 96 15 49 |
||||||
|
18 78 37 52 75 |
||||||
|
28 34 16 71 48 |
||||||
|
|
||||||
|
75 14 2 52 49 |
||||||
|
79 37 13 53 12 |
||||||
|
91 73 94 72 36 |
||||||
|
48 54 3 93 5 |
||||||
|
40 85 42 9 50 |
||||||
|
|
||||||
|
26 53 24 58 95 |
||||||
|
15 54 65 80 30 |
||||||
|
90 72 27 40 47 |
||||||
|
81 22 57 1 17 |
||||||
|
82 46 20 94 49 |
||||||
|
|
||||||
|
60 25 86 18 92 |
||||||
|
2 85 89 5 55 |
||||||
|
12 71 74 46 68 |
||||||
|
33 52 82 84 29 |
||||||
|
76 43 40 11 31 |
||||||
|
|
||||||
|
21 23 93 46 60 |
||||||
|
99 20 75 55 4 |
||||||
|
73 9 74 92 16 |
||||||
|
25 35 0 70 90 |
||||||
|
27 86 42 94 15 |
||||||
|
|
||||||
|
69 73 42 46 53 |
||||||
|
5 71 50 6 74 |
||||||
|
14 44 99 62 87 |
||||||
|
54 84 86 94 21 |
||||||
|
29 51 38 67 8 |
||||||
|
|
||||||
|
43 28 24 46 22 |
||||||
|
61 15 4 52 17 |
||||||
|
62 77 18 56 85 |
||||||
|
93 60 33 71 41 |
||||||
|
63 2 6 68 92 |
||||||
|
|
||||||
|
60 92 52 36 38 |
||||||
|
66 34 26 19 25 |
||||||
|
24 65 90 39 74 |
||||||
|
17 97 96 7 48 |
||||||
|
50 55 57 73 64 |
||||||
|
|
||||||
|
19 77 60 66 16 |
||||||
|
41 54 5 49 6 |
||||||
|
69 61 94 86 98 |
||||||
|
67 37 87 71 72 |
||||||
|
44 96 90 40 74 |
||||||
|
|
||||||
|
90 49 68 74 32 |
||||||
|
31 85 42 65 53 |
||||||
|
76 43 41 36 20 |
||||||
|
16 75 46 47 86 |
||||||
|
54 44 95 13 23 |
||||||
|
|
||||||
|
56 0 88 99 76 |
||||||
|
10 42 96 30 14 |
||||||
|
67 73 16 21 35 |
||||||
|
80 41 64 40 78 |
||||||
|
13 19 4 24 20 |
||||||
|
|
||||||
|
79 98 28 58 41 |
||||||
|
24 97 85 22 89 |
||||||
|
12 81 68 50 47 |
||||||
|
2 34 16 6 95 |
||||||
|
64 51 11 43 26 |
||||||
|
|
||||||
|
6 39 79 95 3 |
||||||
|
82 9 61 80 33 |
||||||
|
94 87 13 70 11 |
||||||
|
0 8 37 35 19 |
||||||
|
62 75 84 55 93 |
||||||
|
|
||||||
|
44 51 54 27 94 |
||||||
|
77 32 81 71 62 |
||||||
|
98 91 68 41 89 |
||||||
|
6 39 40 56 53 |
||||||
|
73 88 5 49 80 |
||||||
|
|
||||||
|
97 29 15 61 83 |
||||||
|
46 69 51 71 17 |
||||||
|
40 94 49 14 66 |
||||||
|
52 20 57 62 80 |
||||||
|
19 72 75 84 36 |
||||||
|
|
||||||
|
27 26 95 78 92 |
||||||
|
98 18 31 51 45 |
||||||
|
39 43 94 33 13 |
||||||
|
50 16 71 30 22 |
||||||
|
70 81 36 38 64 |
||||||
|
|
||||||
|
90 7 71 11 63 |
||||||
|
25 39 61 17 46 |
||||||
|
51 86 56 81 84 |
||||||
|
14 33 37 23 60 |
||||||
|
52 64 8 65 29 |
||||||
|
|
||||||
|
41 92 40 71 33 |
||||||
|
90 2 24 37 25 |
||||||
|
0 94 74 53 69 |
||||||
|
81 61 1 70 88 |
||||||
|
44 34 99 29 75 |
||||||
|
|
||||||
|
63 39 44 3 82 |
||||||
|
68 95 67 28 49 |
||||||
|
22 53 76 81 47 |
||||||
|
15 75 0 54 6 |
||||||
|
86 37 65 52 77 |
||||||
|
|
||||||
|
11 64 39 47 72 |
||||||
|
97 59 83 19 58 |
||||||
|
12 65 92 89 28 |
||||||
|
9 78 40 79 99 |
||||||
|
17 50 71 18 68 |
||||||
|
|
||||||
|
31 78 27 32 18 |
||||||
|
97 20 60 68 88 |
||||||
|
12 5 99 49 82 |
||||||
|
35 6 87 2 61 |
||||||
|
70 53 63 36 93 |
||||||
|
|
||||||
|
89 4 50 54 80 |
||||||
|
85 36 17 5 71 |
||||||
|
44 95 57 73 60 |
||||||
|
46 92 25 8 59 |
||||||
|
98 82 21 93 99 |
||||||
|
|
||||||
|
27 12 82 95 47 |
||||||
|
8 21 69 83 64 |
||||||
|
11 7 88 26 30 |
||||||
|
70 96 18 75 53 |
||||||
|
28 22 56 52 29 |
||||||
|
|
||||||
|
56 1 30 13 53 |
||||||
|
37 86 98 19 9 |
||||||
|
3 67 16 71 85 |
||||||
|
83 79 48 54 14 |
||||||
|
47 62 44 95 65 |
||||||
|
|
||||||
|
51 18 87 35 55 |
||||||
|
52 85 79 56 82 |
||||||
|
83 26 24 29 43 |
||||||
|
80 76 4 45 13 |
||||||
|
11 12 99 94 47 |
||||||
|
|
||||||
|
14 1 52 95 63 |
||||||
|
54 27 67 92 98 |
||||||
|
34 61 26 32 33 |
||||||
|
76 77 49 83 2 |
||||||
|
97 59 12 71 80 |
||||||
|
|
||||||
|
78 16 59 44 5 |
||||||
|
73 21 53 37 50 |
||||||
|
25 86 88 61 74 |
||||||
|
80 30 69 56 57 |
||||||
|
98 39 26 58 51 |
||||||
|
|
||||||
|
71 48 28 14 81 |
||||||
|
69 67 6 77 47 |
||||||
|
94 83 8 40 20 |
||||||
|
30 58 9 99 76 |
||||||
|
51 24 91 21 52 |
||||||
|
|
||||||
|
84 76 33 14 72 |
||||||
|
37 36 25 12 34 |
||||||
|
39 54 89 81 30 |
||||||
|
2 15 46 10 22 |
||||||
|
41 75 27 66 69 |
||||||
|
|
||||||
|
8 20 53 16 86 |
||||||
|
38 99 4 11 60 |
||||||
|
55 14 47 1 48 |
||||||
|
51 50 69 52 37 |
||||||
|
3 56 32 79 68 |
||||||
|
|
||||||
|
69 40 17 70 98 |
||||||
|
12 86 41 35 50 |
||||||
|
60 44 8 20 81 |
||||||
|
14 82 25 55 4 |
||||||
|
87 67 85 3 5 |
||||||
|
|
||||||
|
72 90 14 78 94 |
||||||
|
2 85 91 97 42 |
||||||
|
84 9 27 70 95 |
||||||
|
55 56 74 73 1 |
||||||
|
11 59 13 67 18 |
||||||
|
|
||||||
|
5 84 21 73 13 |
||||||
|
11 46 35 79 99 |
||||||
|
57 25 48 52 2 |
||||||
|
51 70 56 54 94 |
||||||
|
37 62 47 43 41 |
||||||
|
|
||||||
|
99 30 74 11 51 |
||||||
|
48 90 1 27 76 |
||||||
|
71 63 28 86 10 |
||||||
|
52 5 83 16 69 |
||||||
|
70 93 92 73 43 |
||||||
|
|
||||||
|
52 70 58 95 82 |
||||||
|
74 18 90 99 39 |
||||||
|
12 51 71 48 47 |
||||||
|
92 11 91 16 61 |
||||||
|
41 62 97 68 0 |
||||||
|
|
||||||
|
20 32 76 50 55 |
||||||
|
4 70 14 36 82 |
||||||
|
74 10 97 26 87 |
||||||
|
61 83 56 98 71 |
||||||
|
64 38 8 65 92 |
||||||
|
|
||||||
|
63 68 84 36 41 |
||||||
|
71 44 12 77 50 |
||||||
|
18 92 54 58 23 |
||||||
|
89 98 72 69 25 |
||||||
|
62 38 42 5 52 |
||||||
|
|
||||||
|
59 65 60 84 49 |
||||||
|
51 69 12 15 38 |
||||||
|
70 1 79 22 35 |
||||||
|
66 88 85 83 32 |
||||||
|
3 33 78 48 16 |
||||||
|
|
||||||
|
79 91 35 90 77 |
||||||
|
22 59 58 96 97 |
||||||
|
99 84 34 2 74 |
||||||
|
10 92 5 4 45 |
||||||
|
53 21 42 71 56 |
||||||
|
|
||||||
|
43 23 45 81 34 |
||||||
|
1 52 7 24 51 |
||||||
|
42 22 17 20 77 |
||||||
|
31 21 29 19 79 |
||||||
|
58 87 30 60 49 |
||||||
|
|
||||||
|
81 64 86 76 70 |
||||||
|
44 14 43 90 2 |
||||||
|
96 16 42 22 7 |
||||||
|
5 57 19 84 21 |
||||||
|
95 74 80 28 72 |
||||||
|
|
||||||
|
3 57 12 95 35 |
||||||
|
61 72 98 39 17 |
||||||
|
62 87 30 66 4 |
||||||
|
26 58 16 20 47 |
||||||
|
37 46 13 42 85 |
||||||
|
|
||||||
|
55 24 36 49 85 |
||||||
|
19 39 88 73 61 |
||||||
|
1 60 45 72 29 |
||||||
|
47 12 53 76 44 |
||||||
|
28 98 70 54 0 |
||||||
|
|
||||||
|
77 29 17 36 96 |
||||||
|
35 64 93 37 83 |
||||||
|
12 10 57 82 7 |
||||||
|
90 69 0 86 32 |
||||||
|
74 66 72 63 97 |
||||||
|
|
||||||
|
53 18 82 30 4 |
||||||
|
6 47 28 80 71 |
||||||
|
39 36 22 20 51 |
||||||
|
7 57 26 34 79 |
||||||
|
72 10 56 89 1 |
||||||
|
|
||||||
|
92 20 76 27 51 |
||||||
|
72 82 39 95 38 |
||||||
|
19 33 70 62 26 |
||||||
|
79 99 40 30 8 |
||||||
|
94 80 10 91 4 |
||||||
|
|
||||||
|
56 21 15 54 60 |
||||||
|
69 64 55 0 59 |
||||||
|
39 95 98 34 99 |
||||||
|
24 76 3 6 30 |
||||||
|
65 45 96 82 26 |
||||||
|
|
||||||
|
59 55 44 79 12 |
||||||
|
87 73 37 76 91 |
||||||
|
68 92 51 49 36 |
||||||
|
99 54 3 71 64 |
||||||
|
25 60 94 45 81 |
||||||
|
|
||||||
|
23 67 96 86 98 |
||||||
|
14 47 45 66 62 |
||||||
|
73 76 74 54 50 |
||||||
|
64 60 35 10 58 |
||||||
|
99 81 34 9 13 |
||||||
|
|
||||||
|
71 44 19 13 2 |
||||||
|
18 80 24 11 85 |
||||||
|
36 1 99 26 52 |
||||||
|
48 76 84 88 63 |
||||||
|
61 30 49 86 35 |
||||||
|
|
||||||
|
20 85 55 47 99 |
||||||
|
18 49 38 65 61 |
||||||
|
37 48 32 6 15 |
||||||
|
80 94 66 89 91 |
||||||
|
1 44 36 92 21 |
||||||
|
|
||||||
|
72 65 4 76 16 |
||||||
|
80 97 15 56 33 |
||||||
|
14 40 50 11 57 |
||||||
|
34 37 68 88 44 |
||||||
|
6 38 21 49 7 |
||||||
|
|
||||||
|
39 80 87 32 21 |
||||||
|
41 97 66 15 83 |
||||||
|
68 69 28 88 62 |
||||||
|
18 2 48 58 77 |
||||||
|
63 64 17 13 95 |
||||||
|
|
||||||
|
44 3 41 55 85 |
||||||
|
83 75 13 0 81 |
||||||
|
95 9 23 8 26 |
||||||
|
71 94 37 70 45 |
||||||
|
77 82 62 87 19 |
||||||
|
|
||||||
|
65 16 30 91 52 |
||||||
|
78 67 24 58 11 |
||||||
|
75 47 90 0 8 |
||||||
|
83 88 73 60 2 |
||||||
|
46 59 77 32 19 |
||||||
|
|
||||||
|
82 80 0 24 85 |
||||||
|
92 99 50 94 38 |
||||||
|
19 98 10 51 32 |
||||||
|
36 73 67 43 57 |
||||||
|
46 21 13 69 37 |
||||||
|
|
||||||
|
89 94 78 1 9 |
||||||
|
16 34 18 15 38 |
||||||
|
69 82 35 92 27 |
||||||
|
66 64 68 63 26 |
||||||
|
62 21 65 36 71 |
||||||
|
|
||||||
|
15 4 25 50 41 |
||||||
|
69 98 12 74 21 |
||||||
|
2 13 66 55 83 |
||||||
|
93 90 23 27 33 |
||||||
|
82 52 68 61 60 |
||||||
|
|
||||||
|
57 21 28 29 5 |
||||||
|
67 35 19 62 68 |
||||||
|
91 83 3 33 99 |
||||||
|
20 30 79 50 85 |
||||||
|
60 89 4 7 36 |
||||||
|
|
||||||
|
43 4 81 19 77 |
||||||
|
89 92 46 52 35 |
||||||
|
1 21 2 75 88 |
||||||
|
8 97 26 62 71 |
||||||
|
9 93 30 50 66 |
||||||
|
|
||||||
|
42 46 38 85 82 |
||||||
|
18 80 91 1 40 |
||||||
|
72 81 89 51 31 |
||||||
|
37 20 24 67 92 |
||||||
|
32 43 95 70 84 |
||||||
|
|
||||||
|
90 48 63 15 45 |
||||||
|
67 52 2 26 31 |
||||||
|
30 13 36 77 49 |
||||||
|
60 8 86 70 99 |
||||||
|
94 27 85 78 34 |
||||||
|
|
||||||
|
76 65 22 60 55 |
||||||
|
81 88 54 4 26 |
||||||
|
72 39 86 12 8 |
||||||
|
68 46 98 28 99 |
||||||
|
45 69 21 7 35 |
||||||
|
|
||||||
|
47 22 34 19 95 |
||||||
|
30 15 39 51 10 |
||||||
|
11 37 48 44 71 |
||||||
|
2 89 92 78 35 |
||||||
|
21 73 33 20 69 |
||||||
|
|
||||||
|
6 70 84 25 3 |
||||||
|
21 12 55 78 49 |
||||||
|
80 60 98 58 83 |
||||||
|
17 96 69 9 66 |
||||||
|
76 59 39 86 51 |
||||||
|
|
||||||
|
97 60 93 22 99 |
||||||
|
2 4 25 45 78 |
||||||
|
43 53 63 41 6 |
||||||
|
64 74 16 56 28 |
||||||
|
77 12 20 35 49 |
||||||
|
|
||||||
|
82 10 91 16 77 |
||||||
|
17 85 48 24 1 |
||||||
|
61 96 38 68 99 |
||||||
|
41 42 25 66 56 |
||||||
|
97 18 63 93 29 |
||||||
|
|
||||||
|
95 37 83 61 17 |
||||||
|
11 15 43 6 24 |
||||||
|
0 28 51 87 9 |
||||||
|
76 52 2 64 32 |
||||||
|
85 41 99 29 7 |
||||||
|
|
||||||
|
11 86 3 39 80 |
||||||
|
35 78 26 34 65 |
||||||
|
46 79 44 64 66 |
||||||
|
29 74 63 20 0 |
||||||
|
92 28 41 69 50 |
||||||
|
|
||||||
|
99 58 15 51 28 |
||||||
|
1 36 45 38 34 |
||||||
|
46 94 35 44 88 |
||||||
|
39 20 8 59 61 |
||||||
|
3 4 37 14 63 |
||||||
|
|
||||||
|
31 91 85 61 29 |
||||||
|
66 54 9 49 2 |
||||||
|
81 62 70 98 38 |
||||||
|
68 1 16 95 78 |
||||||
|
59 52 53 21 36 |
||||||
|
|
||||||
|
69 59 50 48 56 |
||||||
|
17 61 16 92 47 |
||||||
|
63 60 62 5 3 |
||||||
|
37 97 38 83 58 |
||||||
|
73 18 71 19 94 |
||||||
|
|
||||||
|
55 9 34 57 85 |
||||||
|
31 37 30 16 64 |
||||||
|
44 91 94 6 7 |
||||||
|
90 87 77 59 50 |
||||||
|
12 79 43 17 89 |
||||||
|
|
||||||
|
90 53 57 28 58 |
||||||
|
56 49 29 8 12 |
||||||
|
77 27 62 30 82 |
||||||
|
71 98 63 37 83 |
||||||
|
9 15 84 36 74 |
||||||
|
|
||||||
|
80 56 52 44 71 |
||||||
|
40 5 26 28 46 |
||||||
|
11 70 57 95 93 |
||||||
|
85 29 21 84 35 |
||||||
|
20 15 81 54 91 |
||||||
|
|
||||||
|
60 86 80 79 11 |
||||||
|
90 82 84 48 43 |
||||||
|
92 81 39 57 47 |
||||||
|
64 36 4 71 9 |
||||||
|
78 62 53 51 66 |
||||||
|
|
||||||
|
84 51 19 73 55 |
||||||
|
42 18 75 96 9 |
||||||
|
47 46 12 98 93 |
||||||
|
62 57 24 6 74 |
||||||
|
50 53 30 70 80 |
||||||
|
|
||||||
|
57 60 1 49 20 |
||||||
|
93 0 39 6 74 |
||||||
|
86 9 56 41 25 |
||||||
|
53 99 83 38 80 |
||||||
|
37 79 18 23 45 |
||||||
|
|
||||||
|
33 95 37 86 45 |
||||||
|
62 65 16 3 77 |
||||||
|
4 14 82 61 13 |
||||||
|
18 71 11 8 23 |
||||||
|
50 67 35 75 76 |
||||||
|
|
||||||
|
43 30 48 38 86 |
||||||
|
62 46 72 21 97 |
||||||
|
0 18 91 17 42 |
||||||
|
6 99 56 22 64 |
||||||
|
15 25 79 13 55 |
||||||
|
|
||||||
|
54 34 98 43 86 |
||||||
|
39 47 56 52 95 |
||||||
|
62 92 6 70 29 |
||||||
|
65 78 57 99 35 |
||||||
|
72 55 20 88 77 |
||||||
|
|
||||||
|
87 97 67 99 20 |
||||||
|
58 50 30 78 31 |
||||||
|
4 6 96 85 70 |
||||||
|
80 59 77 88 93 |
||||||
|
9 0 90 86 3 |
||||||
|
|
||||||
|
18 17 81 50 8 |
||||||
|
12 62 73 32 72 |
||||||
|
41 90 42 11 79 |
||||||
|
1 7 94 13 0 |
||||||
|
77 33 23 83 74 |
||||||
|
|
||||||
|
71 84 22 14 54 |
||||||
|
98 34 56 81 33 |
||||||
|
58 39 6 46 96 |
||||||
|
15 7 11 13 37 |
||||||
|
70 5 2 9 68 |
||||||
|
|
||||||
|
28 58 11 63 26 |
||||||
|
6 14 44 70 93 |
||||||
|
32 52 60 96 3 |
||||||
|
76 0 75 66 71 |
||||||
|
50 54 34 30 98 |
||||||
|
|
||||||
|
91 26 2 53 92 |
||||||
|
45 67 68 32 50 |
||||||
|
80 30 15 78 73 |
||||||
|
10 14 28 27 0 |
||||||
|
21 38 88 22 5 |
||||||
|
|
||||||
|
42 11 23 88 41 |
||||||
|
54 58 8 74 40 |
||||||
|
6 13 80 89 82 |
||||||
|
81 3 5 53 76 |
||||||
|
47 39 9 25 46 |
||||||
|
|
||||||
|
82 14 52 43 95 |
||||||
|
15 37 12 58 80 |
||||||
|
64 97 45 61 49 |
||||||
|
71 65 29 25 9 |
||||||
|
21 11 51 1 87 |
||||||
|
|
||||||
|
20 80 50 27 90 |
||||||
|
21 35 9 40 81 |
||||||
|
89 16 26 74 84 |
||||||
|
29 97 88 19 32 |
||||||
|
85 63 10 46 52 |
||||||
|
|
||||||
|
16 66 0 53 40 |
||||||
|
94 42 80 86 25 |
||||||
|
11 15 68 35 5 |
||||||
|
60 89 41 92 79 |
||||||
|
51 77 88 36 67 |
||||||
|
|
||||||
|
51 65 33 97 81 |
||||||
|
78 96 86 64 22 |
||||||
|
10 28 93 2 14 |
||||||
|
71 29 92 6 62 |
||||||
|
98 38 35 0 70 |
@ -0,0 +1,500 @@ |
|||||||
|
644,38 -> 644,265 |
||||||
|
941,468 -> 941,89 |
||||||
|
807,552 -> 618,363 |
||||||
|
896,510 -> 896,744 |
||||||
|
227,909 -> 227,745 |
||||||
|
24,66 -> 946,988 |
||||||
|
563,529 -> 563,270 |
||||||
|
894,707 -> 359,172 |
||||||
|
146,253 -> 146,569 |
||||||
|
544,683 -> 140,683 |
||||||
|
755,612 -> 755,463 |
||||||
|
394,320 -> 891,320 |
||||||
|
68,616 -> 68,628 |
||||||
|
801,770 -> 801,942 |
||||||
|
650,290 -> 580,360 |
||||||
|
376,18 -> 181,213 |
||||||
|
285,391 -> 805,911 |
||||||
|
57,153 -> 501,153 |
||||||
|
686,301 -> 686,316 |
||||||
|
81,971 -> 683,369 |
||||||
|
75,456 -> 75,355 |
||||||
|
769,59 -> 769,81 |
||||||
|
49,958 -> 49,718 |
||||||
|
492,754 -> 492,256 |
||||||
|
606,133 -> 391,133 |
||||||
|
134,683 -> 134,656 |
||||||
|
195,463 -> 658,926 |
||||||
|
982,498 -> 982,927 |
||||||
|
841,122 -> 889,74 |
||||||
|
968,891 -> 968,189 |
||||||
|
104,941 -> 104,868 |
||||||
|
801,450 -> 272,979 |
||||||
|
212,749 -> 212,366 |
||||||
|
880,928 -> 880,757 |
||||||
|
503,483 -> 283,263 |
||||||
|
792,924 -> 792,540 |
||||||
|
58,87 -> 905,934 |
||||||
|
275,661 -> 36,422 |
||||||
|
475,654 -> 466,645 |
||||||
|
34,946 -> 969,11 |
||||||
|
725,664 -> 725,150 |
||||||
|
837,680 -> 837,952 |
||||||
|
109,987 -> 644,452 |
||||||
|
860,984 -> 860,691 |
||||||
|
672,800 -> 107,235 |
||||||
|
216,888 -> 301,888 |
||||||
|
399,676 -> 718,357 |
||||||
|
957,544 -> 784,544 |
||||||
|
677,743 -> 633,743 |
||||||
|
491,866 -> 77,452 |
||||||
|
967,949 -> 45,27 |
||||||
|
659,699 -> 659,27 |
||||||
|
987,116 -> 696,116 |
||||||
|
465,847 -> 309,847 |
||||||
|
353,19 -> 353,627 |
||||||
|
265,713 -> 592,386 |
||||||
|
541,765 -> 461,765 |
||||||
|
21,409 -> 895,409 |
||||||
|
950,149 -> 766,149 |
||||||
|
856,889 -> 895,889 |
||||||
|
335,962 -> 485,812 |
||||||
|
425,774 -> 400,749 |
||||||
|
71,932 -> 989,14 |
||||||
|
484,974 -> 44,974 |
||||||
|
86,797 -> 86,470 |
||||||
|
876,962 -> 876,384 |
||||||
|
45,631 -> 169,507 |
||||||
|
161,789 -> 523,427 |
||||||
|
791,640 -> 791,581 |
||||||
|
415,170 -> 835,590 |
||||||
|
299,275 -> 988,964 |
||||||
|
105,233 -> 231,359 |
||||||
|
202,226 -> 202,958 |
||||||
|
814,717 -> 618,521 |
||||||
|
185,442 -> 559,68 |
||||||
|
26,149 -> 665,149 |
||||||
|
673,369 -> 247,795 |
||||||
|
171,963 -> 171,46 |
||||||
|
689,801 -> 94,206 |
||||||
|
619,243 -> 619,637 |
||||||
|
426,245 -> 660,11 |
||||||
|
47,503 -> 47,179 |
||||||
|
341,363 -> 487,217 |
||||||
|
371,774 -> 371,871 |
||||||
|
781,794 -> 781,180 |
||||||
|
391,632 -> 92,632 |
||||||
|
517,150 -> 517,715 |
||||||
|
903,10 -> 18,895 |
||||||
|
34,500 -> 426,500 |
||||||
|
82,955 -> 886,151 |
||||||
|
142,297 -> 142,527 |
||||||
|
60,965 -> 36,965 |
||||||
|
250,807 -> 372,685 |
||||||
|
227,393 -> 610,776 |
||||||
|
269,893 -> 269,556 |
||||||
|
969,223 -> 611,223 |
||||||
|
255,92 -> 194,92 |
||||||
|
220,233 -> 958,233 |
||||||
|
144,209 -> 144,979 |
||||||
|
48,413 -> 48,195 |
||||||
|
209,151 -> 648,590 |
||||||
|
867,648 -> 871,644 |
||||||
|
499,555 -> 807,555 |
||||||
|
571,729 -> 865,435 |
||||||
|
683,151 -> 485,151 |
||||||
|
803,26 -> 803,691 |
||||||
|
533,921 -> 300,688 |
||||||
|
625,695 -> 483,553 |
||||||
|
719,370 -> 139,950 |
||||||
|
981,17 -> 16,982 |
||||||
|
367,617 -> 367,636 |
||||||
|
249,644 -> 835,644 |
||||||
|
260,825 -> 260,519 |
||||||
|
275,144 -> 275,315 |
||||||
|
767,314 -> 962,119 |
||||||
|
76,625 -> 76,166 |
||||||
|
403,680 -> 313,680 |
||||||
|
977,21 -> 16,982 |
||||||
|
578,753 -> 271,753 |
||||||
|
212,358 -> 477,623 |
||||||
|
596,220 -> 868,220 |
||||||
|
67,797 -> 935,797 |
||||||
|
181,107 -> 181,379 |
||||||
|
741,332 -> 419,10 |
||||||
|
732,827 -> 732,989 |
||||||
|
835,111 -> 436,510 |
||||||
|
480,328 -> 480,682 |
||||||
|
327,673 -> 327,70 |
||||||
|
911,547 -> 833,625 |
||||||
|
944,509 -> 874,579 |
||||||
|
169,340 -> 731,902 |
||||||
|
156,842 -> 825,173 |
||||||
|
976,40 -> 51,965 |
||||||
|
199,416 -> 916,416 |
||||||
|
51,970 -> 792,229 |
||||||
|
14,577 -> 501,577 |
||||||
|
246,464 -> 246,289 |
||||||
|
641,464 -> 100,464 |
||||||
|
984,11 -> 43,952 |
||||||
|
548,36 -> 156,428 |
||||||
|
519,799 -> 519,43 |
||||||
|
332,364 -> 332,774 |
||||||
|
85,123 -> 85,753 |
||||||
|
778,12 -> 40,750 |
||||||
|
507,56 -> 507,840 |
||||||
|
973,632 -> 670,632 |
||||||
|
895,928 -> 37,70 |
||||||
|
661,784 -> 661,718 |
||||||
|
114,25 -> 938,849 |
||||||
|
428,752 -> 428,543 |
||||||
|
357,270 -> 957,870 |
||||||
|
27,70 -> 899,942 |
||||||
|
85,780 -> 747,780 |
||||||
|
717,565 -> 951,565 |
||||||
|
191,748 -> 651,748 |
||||||
|
679,301 -> 679,417 |
||||||
|
150,266 -> 150,184 |
||||||
|
774,964 -> 64,254 |
||||||
|
34,248 -> 34,279 |
||||||
|
782,610 -> 802,610 |
||||||
|
109,146 -> 822,859 |
||||||
|
825,848 -> 825,666 |
||||||
|
251,718 -> 615,718 |
||||||
|
912,722 -> 289,722 |
||||||
|
729,579 -> 729,889 |
||||||
|
214,756 -> 214,716 |
||||||
|
58,497 -> 58,927 |
||||||
|
62,55 -> 742,55 |
||||||
|
110,429 -> 110,154 |
||||||
|
55,794 -> 638,794 |
||||||
|
182,96 -> 676,96 |
||||||
|
632,334 -> 202,764 |
||||||
|
36,541 -> 36,397 |
||||||
|
191,819 -> 191,277 |
||||||
|
971,491 -> 839,491 |
||||||
|
849,561 -> 538,250 |
||||||
|
176,523 -> 10,689 |
||||||
|
162,638 -> 717,638 |
||||||
|
132,843 -> 646,329 |
||||||
|
873,67 -> 873,389 |
||||||
|
167,631 -> 167,473 |
||||||
|
49,337 -> 465,337 |
||||||
|
550,429 -> 438,429 |
||||||
|
305,720 -> 476,720 |
||||||
|
547,636 -> 547,902 |
||||||
|
21,627 -> 49,627 |
||||||
|
286,70 -> 989,70 |
||||||
|
87,930 -> 896,121 |
||||||
|
659,916 -> 200,916 |
||||||
|
234,589 -> 234,308 |
||||||
|
530,962 -> 90,962 |
||||||
|
366,478 -> 676,788 |
||||||
|
284,520 -> 284,546 |
||||||
|
580,74 -> 146,508 |
||||||
|
561,977 -> 561,237 |
||||||
|
85,150 -> 804,869 |
||||||
|
740,850 -> 159,269 |
||||||
|
458,705 -> 458,639 |
||||||
|
969,563 -> 381,563 |
||||||
|
139,439 -> 139,263 |
||||||
|
135,971 -> 908,198 |
||||||
|
440,632 -> 102,632 |
||||||
|
446,549 -> 446,734 |
||||||
|
24,49 -> 212,237 |
||||||
|
692,882 -> 527,882 |
||||||
|
156,895 -> 156,239 |
||||||
|
359,246 -> 359,603 |
||||||
|
12,349 -> 604,941 |
||||||
|
375,161 -> 732,161 |
||||||
|
674,287 -> 322,287 |
||||||
|
902,957 -> 328,383 |
||||||
|
352,185 -> 352,766 |
||||||
|
222,205 -> 222,419 |
||||||
|
769,815 -> 769,739 |
||||||
|
83,147 -> 880,147 |
||||||
|
136,148 -> 136,279 |
||||||
|
807,241 -> 439,241 |
||||||
|
464,240 -> 478,254 |
||||||
|
37,839 -> 646,839 |
||||||
|
351,316 -> 639,604 |
||||||
|
449,492 -> 449,125 |
||||||
|
69,892 -> 933,28 |
||||||
|
565,161 -> 598,161 |
||||||
|
147,802 -> 905,44 |
||||||
|
809,861 -> 38,90 |
||||||
|
34,80 -> 34,538 |
||||||
|
896,405 -> 582,405 |
||||||
|
474,201 -> 893,201 |
||||||
|
289,64 -> 975,750 |
||||||
|
378,785 -> 375,782 |
||||||
|
709,472 -> 357,472 |
||||||
|
17,14 -> 987,984 |
||||||
|
625,46 -> 647,46 |
||||||
|
20,84 -> 914,978 |
||||||
|
364,811 -> 397,811 |
||||||
|
395,726 -> 628,726 |
||||||
|
831,89 -> 593,89 |
||||||
|
370,562 -> 827,562 |
||||||
|
278,371 -> 609,40 |
||||||
|
904,529 -> 391,16 |
||||||
|
232,829 -> 232,63 |
||||||
|
927,121 -> 194,854 |
||||||
|
547,280 -> 547,895 |
||||||
|
292,904 -> 292,897 |
||||||
|
99,525 -> 99,868 |
||||||
|
371,44 -> 643,44 |
||||||
|
942,74 -> 986,118 |
||||||
|
708,179 -> 110,179 |
||||||
|
485,637 -> 713,637 |
||||||
|
477,512 -> 102,137 |
||||||
|
636,657 -> 727,657 |
||||||
|
686,564 -> 256,564 |
||||||
|
636,169 -> 377,169 |
||||||
|
627,943 -> 627,703 |
||||||
|
987,795 -> 987,758 |
||||||
|
364,827 -> 642,827 |
||||||
|
613,694 -> 864,945 |
||||||
|
910,521 -> 777,654 |
||||||
|
119,394 -> 22,394 |
||||||
|
594,439 -> 515,360 |
||||||
|
177,11 -> 177,73 |
||||||
|
456,628 -> 456,467 |
||||||
|
246,214 -> 594,562 |
||||||
|
47,790 -> 47,491 |
||||||
|
788,21 -> 788,343 |
||||||
|
136,847 -> 136,543 |
||||||
|
958,302 -> 733,302 |
||||||
|
50,981 -> 923,108 |
||||||
|
298,179 -> 298,921 |
||||||
|
962,644 -> 93,644 |
||||||
|
988,671 -> 988,258 |
||||||
|
646,140 -> 646,852 |
||||||
|
721,264 -> 721,563 |
||||||
|
972,407 -> 684,119 |
||||||
|
245,422 -> 401,422 |
||||||
|
16,494 -> 16,16 |
||||||
|
564,72 -> 361,72 |
||||||
|
436,390 -> 166,120 |
||||||
|
511,571 -> 241,571 |
||||||
|
259,215 -> 259,975 |
||||||
|
648,841 -> 898,841 |
||||||
|
918,881 -> 438,401 |
||||||
|
458,561 -> 752,855 |
||||||
|
791,192 -> 319,192 |
||||||
|
383,929 -> 217,929 |
||||||
|
733,26 -> 527,26 |
||||||
|
620,160 -> 620,734 |
||||||
|
818,181 -> 61,181 |
||||||
|
39,21 -> 927,909 |
||||||
|
952,208 -> 952,749 |
||||||
|
194,55 -> 304,55 |
||||||
|
519,673 -> 519,875 |
||||||
|
730,919 -> 733,919 |
||||||
|
963,269 -> 933,299 |
||||||
|
707,112 -> 178,112 |
||||||
|
924,349 -> 264,349 |
||||||
|
910,94 -> 96,94 |
||||||
|
747,289 -> 89,947 |
||||||
|
164,956 -> 164,655 |
||||||
|
264,300 -> 753,789 |
||||||
|
207,672 -> 207,488 |
||||||
|
243,838 -> 812,269 |
||||||
|
455,320 -> 425,320 |
||||||
|
59,964 -> 59,841 |
||||||
|
350,373 -> 526,549 |
||||||
|
604,683 -> 604,83 |
||||||
|
537,281 -> 537,933 |
||||||
|
737,634 -> 737,28 |
||||||
|
92,909 -> 725,276 |
||||||
|
859,335 -> 859,487 |
||||||
|
605,495 -> 371,495 |
||||||
|
783,155 -> 783,930 |
||||||
|
388,591 -> 388,133 |
||||||
|
374,634 -> 472,634 |
||||||
|
963,914 -> 64,15 |
||||||
|
57,435 -> 140,435 |
||||||
|
759,619 -> 105,619 |
||||||
|
326,501 -> 326,821 |
||||||
|
942,136 -> 414,136 |
||||||
|
490,376 -> 490,260 |
||||||
|
377,59 -> 377,773 |
||||||
|
894,169 -> 99,964 |
||||||
|
350,511 -> 726,511 |
||||||
|
787,728 -> 787,750 |
||||||
|
688,11 -> 688,68 |
||||||
|
107,514 -> 183,514 |
||||||
|
861,12 -> 22,851 |
||||||
|
149,49 -> 149,713 |
||||||
|
826,737 -> 890,737 |
||||||
|
299,307 -> 299,549 |
||||||
|
251,648 -> 862,37 |
||||||
|
898,85 -> 412,85 |
||||||
|
936,168 -> 845,168 |
||||||
|
278,677 -> 302,677 |
||||||
|
493,878 -> 493,133 |
||||||
|
539,205 -> 539,522 |
||||||
|
412,495 -> 412,929 |
||||||
|
334,605 -> 334,817 |
||||||
|
68,462 -> 462,856 |
||||||
|
234,134 -> 234,942 |
||||||
|
293,823 -> 678,823 |
||||||
|
852,874 -> 158,874 |
||||||
|
859,612 -> 435,612 |
||||||
|
10,876 -> 613,273 |
||||||
|
370,13 -> 118,13 |
||||||
|
616,774 -> 14,172 |
||||||
|
193,543 -> 81,543 |
||||||
|
784,179 -> 14,949 |
||||||
|
324,533 -> 153,533 |
||||||
|
15,976 -> 976,15 |
||||||
|
943,52 -> 20,975 |
||||||
|
100,34 -> 671,605 |
||||||
|
140,552 -> 140,27 |
||||||
|
448,497 -> 186,497 |
||||||
|
734,355 -> 734,933 |
||||||
|
544,131 -> 259,131 |
||||||
|
193,84 -> 663,84 |
||||||
|
190,949 -> 833,306 |
||||||
|
430,34 -> 328,34 |
||||||
|
21,46 -> 483,508 |
||||||
|
621,202 -> 98,202 |
||||||
|
196,874 -> 889,181 |
||||||
|
106,217 -> 850,961 |
||||||
|
701,891 -> 488,678 |
||||||
|
21,597 -> 894,597 |
||||||
|
249,21 -> 249,614 |
||||||
|
887,808 -> 887,948 |
||||||
|
255,711 -> 913,53 |
||||||
|
173,447 -> 173,78 |
||||||
|
956,224 -> 956,747 |
||||||
|
513,882 -> 48,417 |
||||||
|
772,591 -> 930,591 |
||||||
|
976,98 -> 86,988 |
||||||
|
264,67 -> 264,931 |
||||||
|
987,982 -> 48,43 |
||||||
|
494,514 -> 494,416 |
||||||
|
867,785 -> 556,474 |
||||||
|
350,902 -> 257,902 |
||||||
|
978,977 -> 978,735 |
||||||
|
312,240 -> 371,240 |
||||||
|
890,112 -> 890,662 |
||||||
|
753,327 -> 427,653 |
||||||
|
83,888 -> 927,44 |
||||||
|
142,480 -> 12,480 |
||||||
|
965,39 -> 85,919 |
||||||
|
158,926 -> 158,801 |
||||||
|
439,22 -> 439,860 |
||||||
|
10,26 -> 765,781 |
||||||
|
775,838 -> 775,732 |
||||||
|
871,607 -> 871,288 |
||||||
|
337,850 -> 337,533 |
||||||
|
89,581 -> 89,582 |
||||||
|
524,977 -> 524,88 |
||||||
|
473,283 -> 639,449 |
||||||
|
23,324 -> 23,372 |
||||||
|
671,486 -> 278,879 |
||||||
|
266,98 -> 989,98 |
||||||
|
51,947 -> 634,947 |
||||||
|
47,18 -> 47,43 |
||||||
|
95,239 -> 609,753 |
||||||
|
953,34 -> 71,916 |
||||||
|
243,685 -> 243,427 |
||||||
|
642,537 -> 304,199 |
||||||
|
545,41 -> 914,41 |
||||||
|
112,860 -> 112,159 |
||||||
|
12,12 -> 989,989 |
||||||
|
622,907 -> 648,907 |
||||||
|
230,983 -> 230,941 |
||||||
|
111,868 -> 852,127 |
||||||
|
315,895 -> 799,411 |
||||||
|
771,533 -> 584,720 |
||||||
|
65,492 -> 657,492 |
||||||
|
820,315 -> 820,627 |
||||||
|
710,554 -> 829,554 |
||||||
|
100,967 -> 877,190 |
||||||
|
530,733 -> 530,202 |
||||||
|
880,28 -> 83,825 |
||||||
|
914,448 -> 494,28 |
||||||
|
886,344 -> 966,344 |
||||||
|
782,923 -> 857,848 |
||||||
|
597,632 -> 597,946 |
||||||
|
366,789 -> 366,96 |
||||||
|
568,834 -> 187,834 |
||||||
|
451,687 -> 224,687 |
||||||
|
123,12 -> 914,803 |
||||||
|
734,42 -> 526,42 |
||||||
|
844,116 -> 844,521 |
||||||
|
744,976 -> 744,792 |
||||||
|
337,837 -> 617,837 |
||||||
|
848,139 -> 848,571 |
||||||
|
853,264 -> 112,264 |
||||||
|
986,965 -> 92,71 |
||||||
|
888,892 -> 53,57 |
||||||
|
150,342 -> 150,516 |
||||||
|
457,264 -> 796,264 |
||||||
|
544,595 -> 544,406 |
||||||
|
243,118 -> 482,357 |
||||||
|
138,804 -> 138,646 |
||||||
|
99,80 -> 99,34 |
||||||
|
442,883 -> 442,165 |
||||||
|
428,72 -> 428,826 |
||||||
|
450,815 -> 901,364 |
||||||
|
852,516 -> 852,384 |
||||||
|
13,969 -> 972,10 |
||||||
|
921,50 -> 32,939 |
||||||
|
969,470 -> 969,539 |
||||||
|
691,238 -> 763,238 |
||||||
|
171,733 -> 823,81 |
||||||
|
722,963 -> 21,262 |
||||||
|
849,203 -> 849,151 |
||||||
|
12,99 -> 884,971 |
||||||
|
903,240 -> 148,240 |
||||||
|
633,140 -> 633,202 |
||||||
|
194,393 -> 747,393 |
||||||
|
748,43 -> 126,665 |
||||||
|
182,155 -> 182,298 |
||||||
|
668,814 -> 668,306 |
||||||
|
619,384 -> 255,384 |
||||||
|
166,341 -> 795,970 |
||||||
|
898,870 -> 57,29 |
||||||
|
976,148 -> 976,244 |
||||||
|
386,525 -> 662,249 |
||||||
|
719,67 -> 131,655 |
||||||
|
419,847 -> 188,847 |
||||||
|
953,823 -> 743,823 |
||||||
|
307,299 -> 307,78 |
||||||
|
948,253 -> 756,253 |
||||||
|
926,938 -> 46,58 |
||||||
|
982,618 -> 652,618 |
||||||
|
539,742 -> 539,177 |
||||||
|
531,974 -> 531,781 |
||||||
|
880,922 -> 283,325 |
||||||
|
707,257 -> 707,673 |
||||||
|
327,308 -> 930,911 |
||||||
|
526,170 -> 980,624 |
||||||
|
445,653 -> 445,986 |
||||||
|
842,737 -> 754,737 |
||||||
|
847,982 -> 16,151 |
||||||
|
137,426 -> 292,271 |
||||||
|
126,556 -> 50,556 |
||||||
|
168,766 -> 168,767 |
||||||
|
152,46 -> 363,46 |
||||||
|
50,381 -> 760,381 |
||||||
|
43,943 -> 43,374 |
||||||
|
45,964 -> 956,53 |
||||||
|
37,403 -> 576,403 |
||||||
|
130,317 -> 576,763 |
||||||
|
882,840 -> 179,137 |
||||||
|
572,608 -> 572,274 |
||||||
|
874,977 -> 32,135 |
||||||
|
794,56 -> 730,120 |
||||||
|
812,841 -> 812,440 |
||||||
|
111,66 -> 137,92 |
||||||
|
255,287 -> 255,787 |
||||||
|
121,137 -> 121,63 |
||||||
|
81,811 -> 81,586 |
||||||
|
303,365 -> 910,972 |
||||||
|
177,134 -> 962,919 |
||||||
|
405,41 -> 405,645 |
||||||
|
219,934 -> 441,934 |
Loading…
Reference in new issue