day 8,9 & 10
This commit is contained in:
parent
f57e712d38
commit
d9f6c01f2b
10 changed files with 821 additions and 0 deletions
58
day_10/code.py
Normal file
58
day_10/code.py
Normal file
|
|
@ -0,0 +1,58 @@
|
|||
import fileinput
|
||||
|
||||
scores = [
|
||||
3,
|
||||
57,
|
||||
1197,
|
||||
25137
|
||||
]
|
||||
|
||||
opening_chars = ['(', '[', '{', '<']
|
||||
closing_chars = [')', ']', '}', '>']
|
||||
|
||||
lines = fileinput.input()
|
||||
|
||||
score = []
|
||||
completions = []
|
||||
completion_points = []
|
||||
|
||||
for line in lines:
|
||||
total = 0
|
||||
stack = []
|
||||
line = line.strip()
|
||||
complete = True
|
||||
for column, c in enumerate(line):
|
||||
if c in opening_chars:
|
||||
stack.append(c)
|
||||
if c in closing_chars:
|
||||
i = closing_chars.index(c)
|
||||
if stack[-1] != opening_chars[i]:
|
||||
expected_i = opening_chars.index(stack[-1])
|
||||
# print(line)
|
||||
|
||||
# print(''.join(column*[' ']+['^']))
|
||||
# print(f'Expected {closing_chars[expected_i]} but found {c}')
|
||||
# print('')
|
||||
score.append(scores[i])
|
||||
complete = False
|
||||
break
|
||||
stack.pop()
|
||||
if not complete: continue
|
||||
# the line is just incomplete
|
||||
completion = []
|
||||
while len(stack) > 0:
|
||||
i = opening_chars.index(stack.pop())
|
||||
char = closing_chars[i]
|
||||
total = total*5 + (i+1)
|
||||
completion.append(char)
|
||||
completion_points.append(total)
|
||||
print(''.join(completion))
|
||||
completion_points.sort()
|
||||
|
||||
print('part 1')
|
||||
print(score)
|
||||
print(sum(score))
|
||||
|
||||
print('part 2')
|
||||
print(completion_points)
|
||||
print(completion_points[len(completion_points)//2])
|
||||
10
day_10/example.txt
Normal file
10
day_10/example.txt
Normal file
|
|
@ -0,0 +1,10 @@
|
|||
[({(<(())[]>[[{[]{<()<>>
|
||||
[(()[<>])]({[<{<<[]>>(
|
||||
{([(<{}[<>[]}>{[]{[(<()>
|
||||
(((({<>}<{<{<>}{[]{[]{}
|
||||
[[<[([]))<([[{}[[()]]]
|
||||
[{[{({}]{}}([{[{{{}}([]
|
||||
{<[[]]>}<{[{[{[]{()[[[]
|
||||
[<(<(<(<{}))><([]([]()
|
||||
<{([([[(<>()){}]>(<<{{
|
||||
<{([{{}}[<[[[<>{}]]]>[]]
|
||||
107
day_10/input.txt
Normal file
107
day_10/input.txt
Normal file
|
|
@ -0,0 +1,107 @@
|
|||
{{[<(<<<([{(({<>()}<[]()>)<({}{})(()<>)>){[([]()]{[]()}][<()()>{()[]}]}}[[(<[][]><{}{}>)]<[{{}()}
|
||||
{<{<{[[[{[{<([[]()](()<>))>([<[]()>])}<{[[<>[]]<{}()>](<{}()>([]()))}<[{[][]}[<><>]][<()()>]>>
|
||||
<<{[[<([<(<<([(){}])>(<<[]{}>(<>{})>({[]<>}{{}<>}))>)>]{[<[({<<>()>[()())}{([]())[<>[]]})([<(){}>]<<[][]>{{
|
||||
{[[[<({{{[{{({<>[]}[()()])[<<>[]>(()<>)]}<{{()()}[()()]}({{}()})>}[{[(<>{}){<><>]]<(()()){{}}>}<{{<>()}[[]
|
||||
[<{[{[<[{[[({(()<>)}<{[]{}}<()>])<([[]<>][[]<>])(<<>()>{(){}})>]{{(<()[]>[<>{}]){([]{})}}[{{{}{}}(<>{}
|
||||
[<<<{<<[((({{[{}[]]}}[[<()[]>(<>[])]{({}{})(()[])}]){<{{()()}{{}[]}}<{[]()}>>{<[(){}]><<{}{}><
|
||||
{[({[[[{<({[((<>[])([]{})){{{}<>}{(){}}}][<[{}{}]<{}()>><{{}()}<<><>]>]})>([[<[<<><>>{{}()}]<[{}
|
||||
{(<(<{{(<[(((([]{})<{}[]>))(([[]()]{()<>})(({}{}){<>[]})))]{[([{<>{}}{()<>}]<[{}()]<<><>>>
|
||||
{<[[[(<[{(<({[{}()]{(){}}}{{()<>}(()[])})({[{}()]{[]}})>)({{[{()()}[[][]])((<><>)<<><>>)}{
|
||||
{<{(<[(<{([<[<[][]>[()[]]]<{<>()}([]())>>]([{<<>{}><{}{}>}[[[]{}]<[]{}>]]{({()[]}){({}())((){})}})){([
|
||||
<[(((<{{<[[{<(<><>)<<><>>>{{[]<>}<()>}}<(<[]()>{()<>}]{([]<>)[[]{}]}>]](<{{({}<>)[[]()]}[([])]}<[<{
|
||||
({[[(<{[({<{<[{}()]([]{})>(({}{})(()<>))}<(<{}[]>({}()))[({}<>)]>>}[[([[(){}]([]<>)][(<><>)({}{}}])<{[{}()]}[
|
||||
[{{[(({[{{({(<()[]>{[]<>})}{[({}())]{<()[]>[{}{}]}})<(([()<>]{()()}){([]{})<[]>}){<<()<>>[<><>]>{<<>{}
|
||||
{{<{[(<(({<{{<(){}>(()<>)}}[<<{}()>{{}{}}>([<>()]{<><>}]]>}(({{<{}()>([]())}{({}())}})<<{{
|
||||
{{<<<[{{<[(({[<>{}][[]()]})({[<>()]<<>[]>}(<{}{}>([]<>))))[[((()())[{}{}])[<[]()>[()<>]]]{[({}{})
|
||||
(({[({{<([<[{{(){}}<{}[]>}]([({}<>){<>[]}]{({}{})(()())})><{<[{}{}]{[][]}>{[{}{}]{[][]}}}{<[()]<{}{}>>
|
||||
[{[({<({<<({((<>()))})<{<[[]<>](<><>)>}[{<<>[]>{<>()}}([{}{}]{{}[]})]>>>})>})<[[<[{{(<({<><>}{<><>})<<(){}>>>
|
||||
{(<<{(<{<[[{<<()[]>{()<>}>}{(<<>()>({}()))}]]>([<[<<{}>[<>{}]>({[]<>}(()[]))]<{{<>()}<{}{}>}
|
||||
{{(<([[<[({<{{{}{}}(<><>)}<({}<>)<{}[]>>>}[[({()<>}{{}[]}){<{}[]>{{}[]}}]<[{{}()}([]())][({}{})[{
|
||||
(<(<<{<[{{((<{{}()}[()]>({{}()}[[][]]))({{()[]}[<>{}]}{<()[]><()<>>}))[{[{[]()}[{}()]]([{}<>])}{<<()[
|
||||
[{(<<{[([[({<[{}{}){<>{}}><[()<>]([]{})>}{<[()[]][<><>]>[{[]<>}[<>{}]]})]]{<<[<({}[])>(<<>{}>[[][]])]><([{{}{
|
||||
[{([([[<{[[[<{<>[]}{()()}>((()<>))][{[{}()][[]{}]}]][{{(()<>)([][])}{({}{})(<>())}}(([{}{}]){<
|
||||
<[{{({[[(([{[[{}[]]<<>()>][({}{})]}]<[<([]<>)><{()()}[()[]]>]<{(<>())<(){}>}<[{}<>][{}<>]>>>))<(((<{<
|
||||
{<{{[{[{<<<{{([][])[<>]}<{{}<>}(<>())>}[<[()<>](<>[])>[[[][]]{()<>}]]>>>}<[[[{[({}())((){})]{(()()
|
||||
{<{[(<{(<((({<<><>><<><>>})[[{()()}[()()]](<{}()>((){}))]))[{<[({}{})[{}[]]]([[]()])>((({}<>)[[]
|
||||
[{{(<[[[{{[((<[]()>[[]<>>)[<()[]>])]({<[[]{}][{}{}]>{[[]]{<>{}}}}(<{[]{}}<<>{}>><([]<>){[]{}}>))}{[<{{[]()
|
||||
{<<<(({{{{(<{{{}[]}}><[{(){}}<[]()>><<()()>({}())>>)<(({<>{}}([][]))<<()[]><{}()>>){[{<><>}[[][]]
|
||||
{<[({({<<[{{{{[]{}}(()[])}<{(){}}>}<(([][]){[]{}})>}]{[{{<<><>>[[]<>]}}<[([]<>)<{}()>]{{{}{}}
|
||||
{({<<[(([{(<((()[]))<[{}]>>[<({}[])[{}<>]>[{()()}<[]()>]])<((<(){}>(<>[]))<<<>><{}()>>)[<({}{}){
|
||||
<<[<(((<{{{<<{<>{}}<{}()>][([]())[{}()]]>[[{()<>}<{}[]>]<(()()){<>{}}>]}}<{([{<>()}<<><>>]{{()()}}
|
||||
[(<<<[(([{[<(<()()>)[{<><>}{(){}}]>{{([]())[<>{}]}{{<>[]>[{}()]}}]}]))]>[[[{<((<(<()<>>){{<>[]}<[]
|
||||
[{(<[((({{([(([]{})<{}()>)<[[]{}]{{}()}>]<{{<>[]}{[]()}}({<>()}[{}{}])>)[{{<[][]><<>[]>}[<{}{}>]}<<[[][]][(
|
||||
([<(<<[(({[[<<[]{}]>{[()[]](()<>)}][({{}[]}{{}{}}){{{}<>}}]]<{({<>}(()[]))[<()[]>{[]{}}]}[{<
|
||||
<<[<{{(([([<[[[]{}]<[]<>>][[<><>]{()()}]>]((({{}{}}(<>{})){([][])[{}()]})))<<([(<>)<[]{}>][{{}()}
|
||||
(<{<([<[{[([(<[]{}>{{}})(([][]){[]{}})]<<({})[()()]>(({}[])[{}<>])>)(<[{{}{}}{{}[]}](<[]{}>[()[]])><<{{}()}
|
||||
[{({{(({[{[<<[[]()]<<><>>>({()()})><[{<>()}{()<>}]<<()()><{}<>>>>]{(({<>{}}([][]})({{}[]}<<>()>))<<(<
|
||||
{(<(<{{(((<({((){})[()[]]}{<{}()>{{}()}})[(<{}[]>[{}{}])([()[]]<<>()>)]>{[<[[]<>]<[]>><{{}<>}
|
||||
{[[<{(<<<[{(((<>[])<{}<>>)<{[]{}}{<>{}}>)}[[{[{}{}][{}<>]}[(<>[])({}())]](<[{}{}]{()<>}>)]]([(((<>{})({}
|
||||
{(<(({[([([((({}[])[()]))]([((<>())[[][]])])){{({([]())([][])}(<()()>{()[]}))}}]<{<(([{}[]](<>{}))[<[]
|
||||
({<[[<<(<[(<[((){})]{[(){}][(){}]}><(({}())[<>()>){{()()}}>)(<[<()[]>(<>{})](<[]{}><(){}>)>[({[]
|
||||
[<<[{{[<[<[[{[(){}]{<>[]}}[(<><>){{}{}}]]{<((){})(()[])>[[[]{}]{{}}]}]{(<{<><>}<{}<>>>)([(()[]){(){}}][
|
||||
(<<<((<[<[[[[{{}()}{[]<>}]<{(){}}[[]<>}>][<[[]{}]{{}<>}>{<<><>>([]{})}]]]{{{<{<><>}[{}()]>}
|
||||
{{<<{[{[<[{(({{}()})(((){})[<>{}]))[[<[]{}>[[]]]{[[]{}]{{}{}}}]})>[{([{(<>[])[<>]}]<<[[]{}][<><>]>{{{}()}({
|
||||
[{{{(<{{[<{((<<>{}>[(){}])[(<>[])<[]<>>]][(({}<>)<[][]>)({[][]}{<>{}})]}({{[<>[]]([]<>)}}{(
|
||||
<[([{[<<<[([(<(){}>{<>[]}){[{}[]]{[]{}}}]{({<><>})[[<>{}][[]{}]]}){<[<<>[]>[<><>]]({[]{}}{<>[]})>[
|
||||
[(<(<[({<[{{({()<>})<[()<>}<(){}>>}(({[]<>}(()<>))([()()]{<>}))}<{{([]<>)<<>>}[[{}<>]<[]()>]}<<([
|
||||
[[[<([[[[<<<((()<>)<[]<>>)(<{}()>[<>()]))>{((({}()))(<<>()>)){{{<><>}}<<{}<>>>}}><{{({[][]}<{}{}>)[(<><>
|
||||
<<[({(<<<[{([(<>{})[{}[]]](({}[])))[<(<>[])><<()[]>[{}{}]>]}{([<[][]>{()()}][<[][]><[]<>>])}]>>>)}[{((<<([{((
|
||||
{(({[{{<[(<<<<<>()><{}{}>><<{}<>>[{}<>]>>((<()<>>)(<[]{}>[[]{}]))>((((<>())[[][]]){{()()}([][])}){<[<
|
||||
({{{[(({<[[<[([][])(()[])](<{}<>>{{}()))><<(<>[])<{}()>>(<(){}>[<>()])>]]([<(<{}{}><[]()>)[[<>[]](()[])
|
||||
(<<[{[(({[({{{()()}(()<>)}<<<>()><<>[]>>})<{([<><>]<[]()>){<{}()>{(){}}}}>>}[{(<{[{}<>][<>{}]}([()()]({}()
|
||||
({<<<<([{(([(<<>>{[]<>})][<<[]()>({}{})>])({(<{}[]>){([]<>)([]{})}}<[{[]{}}{<>{}}]>)){<{<[[]<>]([]<>)>
|
||||
([{[[<((((<[[{<><>}(<>())]<(()<>){[][]}>]<[([])[<><>]](<{}{}}([]()))>>){{{[{<>{}}([]<>)]{[(){}
|
||||
[{([[(({<[[{{(()[])(<>{})}<[()<>]{{}[]}>}{[<<>>[[]<>]]<[[]<>][<>()]>}]]{{[{<[]{}>((){})}<<<><>>{{}()}>]
|
||||
(<({(<<({([<[{(){}}[[]()]]>[[[[]{}](<>())]]]{{({(){}}(<>{}))[[<>()]<<>{}>]}({[<>()]}{{[]<>}{[][]}})}]}){({{<[
|
||||
{([(((<{<[<{<((){})[<><>]>({[]()}<<>{}>)}}((<(<>())>{<{}()>{{}[]}}))]<{(({[]<>}<[]()>))<{{()}[()[]]
|
||||
([[((([<[[{<[(()())][(<>[])]>[[[[]<>]{(){}}][[(){}]{<>[]}]]}({[<{}<>>(()())]<({}<>){[]<>}>}[(<{
|
||||
{([<{{{[{<[<<[<>()][<>[]]><<(){}>>>]<<({{}[]})<(()[])>>[<<[]<>>[()[]]><([][])[<>[]]>]>><[[[(<><>
|
||||
<<{[<[{[[{{<[(<><>)[<>()]](<<>[]>{<>()})>{<{<>[])(<><>)><([]<>){<>()}>}}({([{}{}](<>()))<{(){}}([]
|
||||
({<([({{{<{(({[]()}{<>[]})<{{}<>}[<><>]>)(<[[]]<()()>>]}>}}}){[{{<{<[[()[]]<()<>>]{{{}[]}{[]<>}}>}[{{{
|
||||
([{[[{<([<([({{}<>}<()[]>)<{<><>]{{}{}}>])[[{[<>[]]{{}<>}}({{}[]}<<>()>)]]>([{({<>}{()()})({{}{}}([]<>))}][
|
||||
{{[[((([{{[<{<{}()>}[(<>{})<{}()>]>({((){})([]<>)}([[]<>]{{}()}))]{[{{[]()}(())}(<<><>><<><>>
|
||||
<{({[((<[<{[({<>[]}{{}{}})(({}<>)<()[]>)]({{{}()}[<>[]]}[<[]{}>[{}()]])}([{[<>()]({}[])}(<[][]>
|
||||
<{[[{<<[<<<{({{}[]}[<>{}])<(<>())((){})>}<[<(){}>(<>())]>>(([<[]<>>{<>()]](<[][]>{()<>}))<([[][]]([]<>)){{()(
|
||||
[[<[{[(({<<((<<>{}>[{}[]])){([<>{}]){{(){}}<(){}>>}>({<[{}<>][{}{}]><(<>{})>}[<({}{})[[]{}]>[[()()][{}]]])>}
|
||||
({{<[<<[([{<<{[]()}{{}<>}>(<(){}>(<>{}))>}]<{[{{<><>}<<>[]>}(<()()><[][]})]{<[{}<>]<<>[]>>}}({{{()}(
|
||||
[([(({[[<({[({()[]})([[]]{()<>})]<<{[]<>}{<>[]}>>}){{({[()[]](()<>)}({[][]}))<<[<>()]<[]<>>>[{{}<>}{()[]}
|
||||
(<[<[([[{[<[[{{}[]}<<>>]{[[][]]<{}{}>}]({<()()>(<>{})}[<<>><[]{}>])><{{({}<>)[<>[]]}{[[]<>](<>())}
|
||||
{[[[((([<[([(([]())({}{}))<<()<>>[(){}]>](<[<><>]{<><>}>{{{}[]}{<>()})))](({(<<>[]>)}){<<<
|
||||
{<(<[<{{<<{[(<()[]>{{}<>})(<()()><[]{}>)]([{()()}<<>()>](<()[]>)}}([(<[][]>)[{{}<>}<()[]>]])>{<({<[]()>{
|
||||
[[[<[({([[{({(<>[])<{}>})<<<[]{}>>{[[]{}]{[][]>}>}[{<[<>[]](()[])><[{}<>][[]()]>}]]((<{{[][]}{(){}}}(([][])
|
||||
(<{<[<{({<[[[{()<>}[[][]]](([]{})[{}<>])][[<[]{}>{(){}}][<<>{}>[{}()]]]]<[{{()}(<>[])}((()<>)[{}[]])]
|
||||
{[{({(<{(<(<{[<>()][()[]]}[({}{})<<><>>]><<(<>[])([]{})>])>)}(<<<([[{}{}]({})])({[[][]]<[]{}>}{[<>[]
|
||||
[[[(<[{([[(([({}{})(()[])][<<>()>{[]()}])<<{<>{}}([]{})><(<>[]}<()[]>>>)({[<[]>((){})]<[{}<>][[]<>]>}{<<[][]
|
||||
(<[<[(<<[<<<({{}[]}({}[])){(()<>){{}{}}}>>>[{[[<{}()><{}()>]{(<><>)<{}{}>}]([{[]<>}{<>[]}])}({{([]()){<>{}}}
|
||||
[([[<<[(<[[{[((){})({}())][({}{})[()[]]]}({{()[]}}{[[]<>](<>())})]{(<[{}<>]{()()}>({<><>}((){})))}]((
|
||||
{<[{([{<<(<{{{[]{}}}[([]<>)(()<>)]}<<<<>>[()<>]>{([][])(<>())}>>)<({{[()[]]{<>{})}<<[]{}>(()<>)>}
|
||||
[[<[{[<{{<<(<[{}<>]{<>{}}><{<>[]}[[]<>]>)>[{[({}[]){(){}}]({<>()}[<>{}])}]>{([([{}{}][<>[]])[[{}{}]]]<{[()
|
||||
{<({<{([<(<(<[(){}][()[]]><{<>()}<<>{}>>)<[{[][]}]{([][])<(){}>}>>[({(<>{})<<>{}>}{{{}<>}{[]<>}}){<
|
||||
(<<(([{<[(<{({[]()}[[]{}])}([<())(<>{})]<(<>{}){<>[]}>)><{[<()<>>]{<()()>{{}<>}}}{{({}<>){
|
||||
[[<[[[<({<[{[{(){}}<()()>]}([{{}{}}{()()}][([]())<<>>])])[({<<<>()><[]()>>{([]()){[]}}}){{{[{}{}]<{}>
|
||||
<[(<[(<{(<{[(([]()))]<{[[][]]}{[<>[]]}>}<{<([]<>)>}{[((){})<[]()>][({}{}){{}{}}]}>>{({{<{}()>[[]{}]}[((
|
||||
({(<[[([<{[([[<><>]((){})]{[[]{}]{()}})<[<[][]><{}<>>]((()[]))>]}(((((()())[[]()])({<>()}))<{[
|
||||
<<({[<<[<{{[([{}[]]({}))[{{}()}{{}()}]]{[<{}{}>]<{[]}{()[]}>}}}><[{<((<>()))<{{}{}}>>(<(<>{
|
||||
[(((<{[{<{<<{[[][]]{[][]}}>>{<{[[]{}][<>[]]}{([]{})({}{})}>{({{}()}<()<>>){({})[{}[])}}}}>[(<{{{(){}}}<({}[]
|
||||
{<<(<{({[{<{<([]())[{}()]>[[()()]<()>)}<({[]()}<[]<>>)<{<>()}(())>>>}(([[{<>()}<<>()>]]{({()<>}
|
||||
[[({<<[([{([[[<><>]([][])]<([]{})[<>[]]>][<[[]<>]((){})>])<(({()()}{{}{}}))({{()[]}([][]))[[<><>]<[]{}>])>
|
||||
(<{<{[(([{[{<([][])<<>()]>{({}[])<<>>}}{<{[]<>}<[]{}>>}]{(<[{}[]]({}())><{(){}}{{}<>}>)}}][[{
|
||||
<{[[<[{(((([{[<>()][<>[]]}]<<{()<>}>(({}<>))>)[[({[]()}<[][]>){({}<>){[][]}}]((<{}{}>{()()}))])[<
|
||||
<<<<[<[[[(<[{(()<>){()()}}([{}{}]<[]{}>)]>[{<<<>{}>{()[]}>({()}[()[]])}((({}())([][])))])]<([([<[]
|
||||
{((<({({{{<<[{<>{}}(()[])]{(<>{})([]{})}>>{{{({})[<>{}]}{<{}>}}{{<[][]>[(){}]}{{{}[]}<<>()>}}
|
||||
<[{[(((({{{[<<(){}>(<><>)>{{{}[]}<[]()>)]<<([][])([][])>[[<>()][[]<>]]>}((([{}])<<{}[]><()<>
|
||||
[{[{<{[{<(([<(<>[])(()<>)>([[]<>]([]()))]<({{}<>}<[][]>){<<>{}>{[]()}}>))>[([(<{[]()}{{}[]}><(()<>){[]
|
||||
[{[[[(([[[(([<{}[]>][[<><>]{()<>}]){[<[][]>]({<><>}[[][]])})({{{{}<>}{(){}}}<<()>[{}()]>])]]{(<<((
|
||||
(((([[{{<{[{<(()())(()[])>(({}<>){{}[]})}[<({}[])[[]()]><{{}()){<>()}>]]{[{<()<>><()()>}]{{<(
|
||||
{[<[(({({<[(<{<>[]}>[{{}[]}{()[]}])[<[()[]]([]())>{[[]()]{{}()}}]]{<{<<>[]>(<><>)}>{([[]<>]{()<>})<{<>}>}}>}(
|
||||
[({[{((([({(([[]<>]([]{}))<({}{})>)})(({<([]<>)([][])>}({<[]{}>[<>{}]}[<<><>>([]())])))][<<<({(){}}([]()))
|
||||
[{<(<<{<({<{[({}<>)<{}{}>]{<[]{}>{<>[]}}}{{{{}()}(<><>)}({<>{}})}>{{<{{}()}<<>{}>>({{}}(()[]))}(({<>{}}[
|
||||
{(({<<{[((<((<{}()><()<>>)[<()()><{}[]>])[[<[]()>(()<>)][<{}()>{()[]}]]><<{(<>{})[[]{}]}[<[]<>><{}{}>]><{<{}
|
||||
{{[{(<{({(<(<([]{})([][])>[{<>}<{}()>])(({()[]}[()<>>){(()<>)<{}[]>})>[(<([]<>)([]())>(<{}<>>[()[
|
||||
<[(<<[{[{[[<([{}<>]<[]<>>){[{}[]][{}[]]}>{<([]{})}<{{}{}}<<>()>>}]]}[([([{[]{}}<(){}>]{[{}{}][{}{}]})<<({}{}
|
||||
{[<<[{{<<[{{[[[]<>]{<>[]}]<{{}{}}(()())>}<((<>[])<<><>>)>}<{[<[]><{}<>>]<[{}<>}{()[]}>}<([(
|
||||
[<([({<<[{{{(<{}<>>({}())){[<><>][<>[]]}}<{<[]<>>{[]()})[([]{})<<>[]>]>}{{{[[][]]<{}[]>}[<[]<>>(()<>)
|
||||
[((([[{<{[{{((<>[])(()<>)){{[][]}{{}{}}}}({({}<>)({}())}((<>{})[{}{}]))}]<(<((<>[])<(){}>)>
|
||||
<({{({[{{<{([{()[]}(<><>)](((){})(()[])))({[<>{}]<<>[]>}[<<>[]>])}>}<[{<(<{}<>>)<{<><>}<[]>>>(([{}()]
|
||||
[{{<({((<([(<[<>{}](()[])><{[]()}<<>()>>)[<(<>)(<>())>)]({({()()}[()[]])}<[[[]<>]<{}<>>](({}[]){
|
||||
|
||||
205
day_8/code.py
Normal file
205
day_8/code.py
Normal file
|
|
@ -0,0 +1,205 @@
|
|||
import fileinput
|
||||
import itertools
|
||||
|
||||
# key: the digit, value: the number of segments
|
||||
digit_segment_count = {
|
||||
0: 6,
|
||||
1: 2, #
|
||||
2: 5,
|
||||
3: 5,
|
||||
4: 4, #
|
||||
5: 5,
|
||||
6: 6,
|
||||
7: 3, #
|
||||
8: 7, #
|
||||
9: 6
|
||||
}
|
||||
|
||||
unique_digit = { # easy digits: 1,4,7,8
|
||||
2: 1,
|
||||
4: 4,
|
||||
3: 7,
|
||||
7: 8
|
||||
}
|
||||
|
||||
actual_digit = 'abcdefg'
|
||||
|
||||
actual_digit_mapping = {
|
||||
0: 'abcefg',
|
||||
1: 'cf',
|
||||
2: 'acdeg',
|
||||
3: 'acdfg',
|
||||
4: 'bcdf',
|
||||
5: 'abdfg',
|
||||
6: 'abdefg',
|
||||
7: 'acf',
|
||||
8: 'abcdefg',
|
||||
9: 'abcdfg'
|
||||
}
|
||||
|
||||
# ab: digit 1
|
||||
# dab: digit 7
|
||||
# eafb: digit 4
|
||||
# acedgfb: digit 8
|
||||
|
||||
def get_keys(d, value):
|
||||
keys = []
|
||||
ls = filter(lambda i: i[1] == value, list(d.items()))
|
||||
ls = map(lambda i: i[0], ls)
|
||||
return list(ls)
|
||||
|
||||
data = []
|
||||
ex =[]
|
||||
#ex = ['acedgfb cdfbe gcdfa fbcad dab cefabd cdfgeb eafb cagedb ab | cdfeb fcadb cdfeb cdbaf']
|
||||
for line in ex+list(fileinput.input()):
|
||||
content = line.strip()
|
||||
if content == '': continue
|
||||
|
||||
def parse(x):
|
||||
l = map(str, x.split(' '))
|
||||
l = filter(lambda x: x != '', l)
|
||||
return list(l)
|
||||
|
||||
ls = list(map(parse, content.split('|')))
|
||||
data.append((ls[0], ls[1]))
|
||||
|
||||
def part_1():
|
||||
count = 0
|
||||
for _,output in data:
|
||||
for x in output:
|
||||
out = get_keys(digit_segment_count, len(x))
|
||||
if len(out) == 1:
|
||||
count += 1
|
||||
return count
|
||||
|
||||
def is_similar(a, b):
|
||||
return set(list(a)) == set(list(b))
|
||||
|
||||
#print(part_1())
|
||||
|
||||
def find_by_length(ls, length):
|
||||
return list(filter(lambda x: len(x) == length, ls))[0]
|
||||
|
||||
def diff_str(a, b):
|
||||
commons = []
|
||||
longest,shortest = a, b
|
||||
if len(b) > len(a): longest, shortest = b, a
|
||||
for e in longest:
|
||||
if e in shortest:
|
||||
commons.append(e)
|
||||
all_d = list(set(a+b))
|
||||
diff = []
|
||||
for e in all_d:
|
||||
if e not in commons:
|
||||
diff.append(e)
|
||||
return diff
|
||||
|
||||
def remove_char_from_str(subject, char):
|
||||
return ''.join(list(filter(lambda x: x != char, subject)))
|
||||
|
||||
def remove_set(subject, char_set):
|
||||
return ''.join(list(filter(lambda x: not (x in char_set), subject)))
|
||||
|
||||
def remove_char_to_entry(entry, char):
|
||||
new_entry = []
|
||||
for e in entry:
|
||||
new_entry.append(e.replace(char, ''))
|
||||
return new_entry
|
||||
|
||||
# return true
|
||||
def included_in_str(subject, char_set):
|
||||
pass
|
||||
|
||||
|
||||
def process_entry(entry):
|
||||
str_3 = find_by_length(entry, 3)
|
||||
str_2 = find_by_length(entry, 2)
|
||||
a = diff_str(str_3, str_2)[0]
|
||||
cf = str_2
|
||||
# on récupère le bd à partir du 4
|
||||
str_4 = find_by_length(entry, 4)
|
||||
bd = remove_set(str_4, cf)
|
||||
|
||||
# enlever a
|
||||
entry = remove_char_to_entry(entry, a)
|
||||
|
||||
# trouver g
|
||||
# trouver le str_5 qui continent cf et bd
|
||||
str_5 = list(
|
||||
filter(
|
||||
lambda x: included_in_str(x, cf+bd),
|
||||
find_by_length(entry, 5)
|
||||
))
|
||||
print(str_5)
|
||||
|
||||
return entry
|
||||
|
||||
def digit_with_mapping(mapping, digit):
|
||||
assert(digit in actual_digit_mapping)
|
||||
actual = actual_digit_mapping[digit]
|
||||
|
||||
encoded = [mapping[actual_digit.index(a)] for i,a in enumerate(actual)]
|
||||
return ''.join(encoded)
|
||||
|
||||
|
||||
def process_entry_force(entry):
|
||||
sets = [set(s) for s in entry]
|
||||
poss = list(itertools.permutations('abcdefg'))
|
||||
for p in poss:
|
||||
# we do an hypothesis that poss is the mapping
|
||||
mapping = ''.join(p)
|
||||
ok = True
|
||||
for d in range(10):
|
||||
s = set(digit_with_mapping(mapping, d))
|
||||
if not (s in sets):
|
||||
ok = False
|
||||
break
|
||||
if ok:
|
||||
return mapping
|
||||
|
||||
def compute_output(mapping, segments):
|
||||
def match(w):
|
||||
i = mapping.index(w)
|
||||
return actual_digit[i]
|
||||
a = list(map(match, segments))
|
||||
a = list(sorted(a))
|
||||
key = ''.join(a)
|
||||
d = get_keys(actual_digit_mapping, key)[0]
|
||||
return d
|
||||
|
||||
|
||||
def part_2():
|
||||
res = 0
|
||||
for entry in data:
|
||||
mapping = process_entry_force(entry[0])
|
||||
val = int(
|
||||
''.join([str(compute_output(mapping, d)) for d in entry[1]])
|
||||
)
|
||||
print(f'{mapping=} {val=}')
|
||||
res += val
|
||||
print(res)
|
||||
|
||||
|
||||
print(part_2())
|
||||
|
||||
"""
|
||||
{dab} = {acf}
|
||||
{ab} = {cf}
|
||||
|
||||
so d = a
|
||||
|
||||
|
||||
using the "unique signal patterns" hypothesis will give:
|
||||
|
||||
0,1,2,3,4,5,6,7,8,9
|
||||
|
||||
on enlève les digits faciles (1,4,7,8)
|
||||
|
||||
1 = cf
|
||||
4 = bcdf
|
||||
7 = acf
|
||||
8 = abcdefg
|
||||
|
||||
il reste donc 0,2,3,5,6,9
|
||||
|
||||
"""
|
||||
10
day_8/example.txt
Normal file
10
day_8/example.txt
Normal file
|
|
@ -0,0 +1,10 @@
|
|||
be cfbegad cbdgef fgaecd cgeb fdcge agebfd fecdb fabcd edb | fdgacbe cefdb cefbgd gcbe
|
||||
edbfga begcd cbg gc gcadebf fbgde acbgfd abcde gfcbed gfec | fcgedb cgb dgebacf gc
|
||||
fgaebd cg bdaec gdafb agbcfd gdcbef bgcad gfac gcb cdgabef | cg cg fdcagb cbg
|
||||
fbegcd cbd adcefb dageb afcb bc aefdc ecdab fgdeca fcdbega | efabcd cedba gadfec cb
|
||||
aecbfdg fbg gf bafeg dbefa fcge gcbea fcaegb dgceab fcbdga | gecf egdcabf bgf bfgea
|
||||
fgeab ca afcebg bdacfeg cfaedg gcfdb baec bfadeg bafgc acf | gebdcfa ecba ca fadegcb
|
||||
dbcfg fgd bdegcaf fgec aegbdf ecdfab fbedc dacgb gdcebf gf | cefg dcbef fcge gbcadfe
|
||||
bdfegc cbegaf gecbf dfcage bdacg ed bedf ced adcbefg gebcd | ed bcgafe cdgba cbgef
|
||||
egadfb cdbfeg cegd fecab cgb gbdefca cg fgcdab egfdb bfceg | gbdfcae bgc cg cgb
|
||||
gcafb gcf dcaebfg ecagb gf abcdeg gaef cafbge fdbac fegbdc | fgae cfgab fg bagce
|
||||
9
day_8/example1.txt
Normal file
9
day_8/example1.txt
Normal file
|
|
@ -0,0 +1,9 @@
|
|||
edbfga begcd cbg gc gcadebf fbgde acbgfd abcde gfcbed gfec | fcgedb cgb dgebacf gc
|
||||
fgaebd cg bdaec gdafb agbcfd gdcbef bgcad gfac gcb cdgabef | cg cg fdcagb cbg
|
||||
fbegcd cbd adcefb dageb afcb bc aefdc ecdab fgdeca fcdbega | efabcd cedba gadfec cb
|
||||
aecbfdg fbg gf bafeg dbefa fcge gcbea fcaegb dgceab fcbdga | gecf egdcabf bgf bfgea
|
||||
fgeab ca afcebg bdacfeg cfaedg gcfdb baec bfadeg bafgc acf | gebdcfa ecba ca fadegcb
|
||||
dbcfg fgd bdegcaf fgec aegbdf ecdfab fbedc dacgb gdcebf gf | cefg dcbef fcge gbcadfe
|
||||
bdfegc cbegaf gecbf dfcage bdacg ed bedf ced adcbefg gebcd | ed bcgafe cdgba cbgef
|
||||
egadfb cdbfeg cegd fecab cgb gbdefca cg fgcdab egfdb bfceg | gbdfcae bgc cg cgb
|
||||
gcafb gcf dcaebfg ecagb gf abcdeg gaef cafbge fdbac fegbdc | fgae cfgab fg bagce
|
||||
201
day_8/input.txt
Normal file
201
day_8/input.txt
Normal file
|
|
@ -0,0 +1,201 @@
|
|||
eb cbgfae cabdf fedab efb adgcef cbgaefd egdb dbgefa eafgd | dfbae be gdafe gcefab
|
||||
bfcae acegfd dbfac daf bgfdc dfgaceb gfebdc da dbag cdgbaf | bgfdc dfcba bdegfc efadcg
|
||||
afgdb dcge ed dfe geafcd aefdcb adgef gfcea gdbecfa agfceb | dfe ceabdf efbcag gefacd
|
||||
ebad gbfed dfe caefdbg gdbcf fgcdae de fdgabe efbag gabecf | gacfed bgedf dfebgac befga
|
||||
dabegfc gfeab gdefbc ecagdb bcfd fd ecdgb adgfec bfdge dgf | efbag egbdf ceagfd dfegb
|
||||
bfadge dbgec fgbdce cafbgde gbe gcbafd cfbe be cgbdf aedcg | bcdeg egacd beg cgedb
|
||||
aecfgd dabcegf gca dbgacf gc degbaf caged gefc adebc agfed | agc gc cg fdgaebc
|
||||
beagfc ecf agdecbf cf acfd dgace deafgc efbgd gdfce gadbce | decfbga dbaceg bfgde gdecfa
|
||||
cgbef dafeg fdc gbadfc cbed aedbcgf cd bfagce fcgde efgcdb | gefcd fgacbd cd bfegdc
|
||||
bce efdcbg ebgfda cbfgae bdegc ce dfec dbefg cgadb edcfgab | cfaebgd bedgc cfed efcd
|
||||
gedcfba cfbdg dgecf bafdcg efbgda cbed efd bcfged de afegc | bfcdg agefc fabdgec fegca
|
||||
fa dgcef gfacd bdgac fcbegd fedcga adef fcgaebd afbgec acf | gefdac egfcbda egfdc gefdca
|
||||
ebcgf dagbc cfedga cfgba afg agebfc befa dcfgaeb af edbgcf | cbgefd acdgb afdgce fabe
|
||||
gfe fg fdageb bgfd cagfde abegf baecf daegb cabged cgfdeba | gfe gdafbce fg bgdf
|
||||
bagdce acfbd faebcgd dae fecdbg ageb ae dbcae defacg gedcb | dea eabg bcdae aecdb
|
||||
gceaf dagc eda febcagd gebdaf ecafdg deacf ad cdebf abgcef | fdaec fdebc dcfae ade
|
||||
adebcfg ecd ecbag bgaecf cgdfb afecdb gbedc caedbg aegd ed | bedcag gabecf dcgfb fcabed
|
||||
fbecda cabgf dg deag cdeagf gdf begcdfa acfed cfagd dcegfb | dg edcfa gefdbc gdea
|
||||
gfbcad dafbge fdcbea dgbfa dbeag eb eba eadcg bgef edgfcab | agbed degafb eagdb caedg
|
||||
aegbdc fecdgb eac cgefab fecag abcf ca dbgeafc gebcf fedga | fbgecad abfc cgefba agcef
|
||||
dc fcda gadbec fabcgde gbcfda dcg befcg deabfg bgdcf fgdba | cdfa acfdebg fgadbe ecfbg
|
||||
cdbagf gcf badgc fgdac fc cbgead fbcd defga ecagbf gdbafce | gfabdc bdcf gcdab fdcb
|
||||
cfdabe faedc febcg acbd abf cdagfe ebdgcaf bdgfea ba beafc | fab bafdce dacbfe fab
|
||||
eag cfedba aecgdfb deafgb agcdb gefc eg gdeafc ecadg cedfa | fedabc gbadc bacdg gecad
|
||||
fgcae afbdec cad edfab cedfa cdfb bdceag bfdeag fdgecba dc | ecagf dc fdecab cdaef
|
||||
fcegbd dagefb dbf cgfbd eafcdg dbagc cfdeg gecbafd fb efcb | bf efcgd gdcef gbfedc
|
||||
dgbcfe dagef fcbadg fdceg efbc edgbfca deabgc ec cbdfg gec | feagd dbafgec fdgcb bdgaecf
|
||||
fgbcd dagcef fb begfac cbdge bcf gacfd gafbdc gbfadce adfb | bfc bcdgf deagcf fgdbc
|
||||
gafdbe gefba bf gbdaec faecg bcgfead bgdf efb acfbde gdeba | becagd bf bdfg fb
|
||||
af agdcfbe aegfbc agdf dfbce acdbf fab edabgc cdabg gdbafc | dagf fa bdfce bfgdca
|
||||
edfgba edbgf afb beadc gbcdfae dfga afgceb af edbaf gefbcd | efgcba ebagdf dbgfe fa
|
||||
fecba df dbf dcefgba dgaf aefbd decbgf bcdeag begad deafbg | acbedg degabc fdebcg deabg
|
||||
cgabedf abd daebgf gbde db bdaefc fecgad cagfb gabdf edfga | gabfc cgbaf beagcdf cafdge
|
||||
efdgb fbe adcbfe edfbga cafgbde gefdca be eagb gbfdc geafd | eb eabg bega abfgde
|
||||
cfadg bfeacg gae ecdfga dgcea fabdcg efgbacd aecbd ge fedg | adcgef fdgaec gdface gcfadb
|
||||
gabd fcdbag cagfbe deafgc dcbaf ad bdefc dca dcbefag bcagf | facdb gceadf dagb bcafg
|
||||
adc eabfcd ecbgad dfab bedfc edcfa ecafg fecbdg fdaebgc ad | cadebf egcaf gaecf febdc
|
||||
gfdab cd agcbef cedf ecabdf ebacf febdgca dbcgea fbdca dcb | fabdc fcbdae acebf dc
|
||||
bagcd gdabfc dcg fgecdb dc dfcbaeg cbage dfgba dcfa dfbega | dc egbfcad gfdba dgc
|
||||
deb beacd cdbga gbdfce cegfbda abgced be dacfbg agbe cfeda | gfbcad deb ebd cgadeb
|
||||
efbag gbe gbaefc adbefcg gb bacg efbacd edafg bgdfec abcfe | bacg gfead dfeag dbfgce
|
||||
gdbfea dacgfb dacbfge fgceb cd afedb efcdba bcfed cdb ecad | gdfacb bdgfea ecgbf ecda
|
||||
caedbf dcge abgdc gcfbae fcdbgae bcg abcedg bgdfa cg decba | acdgbe cg gbc ecfdabg
|
||||
adfce bdefga acdgfeb fadeg gecdba gebf bfcagd afg ebdga fg | bdage fg edafbg fgadbe
|
||||
gfbdec cabdf dca fgca gbcdf ca fbaed cagbdf fagbced eadgcb | ac badecg afbde bcdfeg
|
||||
gdc agbed adbgc abgfc eabgfcd acfd dc gecfdb cfeagb gcafbd | fdac beadg gcafbd cdabg
|
||||
cf ecgfadb ecabdg begcaf bfadc fabdgc dbacg cgdf bfade cfb | dafbc cadgb becfdag cbf
|
||||
fda abgfe gcadbf cdae egfcad bfedcg gcfed ad dfega fgdeacb | cgdef efcbgda fbgdeca eacd
|
||||
ef ebfcad dceag acgbdf fec bagfedc fbeg ecgdf ebdfcg bfgcd | efcgd bgef fdcgb gfcbd
|
||||
gadbecf bdgcea fb bafedg bfcdag bdfc aefgc dabgc facgb baf | abf adfebg fba bdagc
|
||||
afgceb dfcba cdeb gafdecb bcf edfcba bc aedfc fdbga fcaedg | fbedgca efcgda ebacfg deabcf
|
||||
gefbcad cgfbd cagdf dfa fa gdaefb fabc cefdgb aedgc gbcdfa | deafbg caegd ebfadcg dfa
|
||||
bfced gdabfc dbeac afgdce fegb dfgcaeb egdbcf fce fe dbfcg | bfdce cdegfa acdegf befdc
|
||||
edb befcda fabcd ed adbce cfbaegd fbcgad cedf gcaeb agebdf | fegdab bed fgaecdb afdecb
|
||||
fbea gebdac gbdea fbeagd gdfab fa dfa adfcegb aecfdg bgcdf | faebdg cfbdgea dbcgf adbgf
|
||||
eac cgabef aebgf cgbde dfebcag efadbc aegbc daefbg facg ca | fcag eabfcg cae cgbde
|
||||
ce fce gdefb geca dcfeg afdcg gfcdea ecabgdf gbfdac cedafb | gcefd fcdage gdacf gefcd
|
||||
fbdcgea fabcg ebafg gfecab fge gebc bdfcag debaf eg fgdeca | acgfb bacfg cgbfa gfbea
|
||||
acdeb gcedba befac bacdgef gfbec fbdeca afc fdceag fa dabf | baegdc gecfb dgfeca bafcdge
|
||||
dfgbc deagfcb cfga dabgc fagbed cfbgda bfedcg ag abg adceb | gdfceba cgdab dbcea ga
|
||||
ecafbg ge feg cadef decfabg begd geafd dfgacb gfdaeb gbafd | dacef ge gef faedg
|
||||
gabecd ecdag edabc fdcbgae ebdafc bcdg gbadef dg cfage edg | cgbade cbgd cgdb edfbgca
|
||||
beca bgead fbecgd fbagcde cb gbc egfdab dgfac dgbac eabcgd | gaebd dcafg dbgefca abec
|
||||
bcfea ead cebda fbdcge dgabce gedbc fcdage da dcafebg badg | cbged aegfcd dbag agdb
|
||||
cefagd gfbedc fagc acedb efc aefbdg afcde fc gafed febgdac | feabdg ceafgd eacfdg feagdc
|
||||
dbegfa aefdcbg bafecd cd cfaged bfade febdc adcb dcf cfbge | cd badfe dbca bdgfae
|
||||
dcfa eaf aedgfc aecgbfd efcag fa edabfg fegdbc cgedf agbec | ceagb cfbdeg gabedf fa
|
||||
db eadgbf dagfc gbefdc egbcaf bdegafc debc fbd bcdgf fegcb | gfcedb ebdc eagbfd ecbd
|
||||
cb cgbafde dcfegb cdfgae facb bcg degab gefacb caefg cgbea | degba bfgedc egacb egcfa
|
||||
gbcfd dabgfe abecfgd beagcf cg gcad bgadf fdecb bafdgc gbc | abegdf dagfeb cdebf gcbdf
|
||||
bfaedc deabgf aecbf fgcba ec bdefacg aedc fcbgde dbafe bce | gfcdbea fbdae bdcaef ec
|
||||
bedafgc dgcbfa ebc afgcb cfade geba debfcg cgfbea ceabf eb | faedc ebga bega baeg
|
||||
dfeag acegd cae bgdca gdefab ec cefd cadgefb eadfcg fabcge | faecgb gedaf eca aec
|
||||
abgf cgebdfa dfcab adcfg cdbgaf bdcefg efcdga dfb bf abecd | gfeadc baecd gcdeaf bfegdc
|
||||
cbgde egfadc dafec abdf cba ba afgecb bdeac aedbcf adecfbg | eadfc debcg abc ba
|
||||
ecdfgb adecgf fcged cbef bdceagf bde adgbc cbgde gbfead eb | agdcef dfabge eb cedfag
|
||||
dgb bg dgfaec efadg bedag afbg bagfdce bfcegd edabc agebfd | befdga dgbea dceab ebadg
|
||||
cfbe agedb bcg acefg acegfdb bgafec aecbg gafced abgfcd cb | cgbadf adfgcb gfacbed cdeagf
|
||||
gadfc bag acgdbf abfgce bfgda fedcag dfcegab gb fdeba gdbc | bcfgae febad bg bag
|
||||
cbaef fgea gabfdc fac cegdba ecabg fdebc ceagfdb af gaefbc | gfcbad dbcage cbaef fca
|
||||
bace bdcfe bfgedc afb cabdfe ab aegdf befad agecbfd dfcgab | ab cebgfd bace fdgbeac
|
||||
agfb bgcad edgca becfda cabfgd gefdcb ba cabdgef bcdfg bad | cdabg daceg bda bgfdc
|
||||
cbefad gcfbade bdcgf edcaf gad acfegd dfeagb ga gcea cdagf | gda ag agd ga
|
||||
agc adgec ca cgdfe bfdcaeg cdfbge cedfga edagb acbgef facd | abgde bdfcaeg gdabe gca
|
||||
egcda degcb fabcgde fgaebd be gfdeac ecab bde gfcdb edgbac | dbe afgbde ecab deb
|
||||
defbga bceg cabgef cadgbef agefb dfgcba becaf dceaf bc cba | gaebf cafeb bc dfacgb
|
||||
bedag bdfcea dfbacg efdg ebcga abedfcg dg aefbd gbdfae bdg | caebg degbcaf gbcfda efadb
|
||||
eb bacdf bde bega gdfaec daecg dafcbge acdbge cdabe ecdfgb | agecd eb edb bde
|
||||
gabcd dcafbe edacgb badce gdcefba fgabc dcbgfe dg dage dgb | dg ceafgdb dfgbec ceadbg
|
||||
acedb geadcb cafd edf fdcegb dbfae dfcabe fd agfdbce agbfe | adfbe dcbaef dcaf eagfb
|
||||
dgfb daebcf gaced dab ecgbfad eabfgc db gabedf fgeba agbed | bd bd acedfb fcdbega
|
||||
daebf befdac gf bdecfag egfb gabefd adfgbc fgeda fgd cdage | agedc fg fdbeac defcab
|
||||
bcgda egbdac bgf dgbface cagbdf afcb fb ecfdgb edgfa gadbf | fbcegd egcbfd adgfcb dgbaec
|
||||
de ebcfa dec bacegdf afdbec ecgbaf fcaed cafgd bfde cedabg | cdeagb cfgabde fbed bgedfca
|
||||
cdgbf cgedbf cdef baceg ef dfbacg bef egbcf dfeagb bafgcde | gbfce fbdcag fcabgd ef
|
||||
fbac efbdga gebdc fc bfegc bgcfead dfcega baecfg afgeb cgf | adcgbef abcgef fcg bacf
|
||||
eagdbf de bacfgd abfce dfgab dfabe cfegda bedg fde cebagdf | dfgace cfgdba degb bged
|
||||
cefabg bcfgd decbg fdcgeab cdbae ceg bgefcd efgd eg cfgdab | bfgdc fbdcga gce adecb
|
||||
ecgabd ebgd gdc fdaegc dbcaf fcegdab acgeb agdcb eabfgc gd | gdbafec efacbdg bgeafc dfacb
|
||||
egbfac abg fgeca fgaedc dbfeg cbae acbfgd gefab ba bfcdgea | gab ab efbgca aecbfdg
|
||||
eadgcfb ge aegbd cedagf dagfb feabcd abcged dbeca cegb egd | debca fadcbe baedg ge
|
||||
cagfeb edabc gd gfdabe cdfg degcfab bgcfa dgbacf gbcda dgb | gd bfeacg afedgb dbaec
|
||||
ba bfad febcg decafg fdeac fdgcabe bca abdefc gacbde bcefa | badgce cba eacbf bcafe
|
||||
ac cedfa bdecgf dgfea fgbdac dfgabce abce edcfb caefbd fac | gafcbd ecfgbd fbgcde faegd
|
||||
bf eafcd caebg fgcb dcfbaeg abf bfaegd cbeagd baefgc acefb | gdbcefa cbeag fab bfa
|
||||
gcb ebcgd cfdbaeg dafcge cedfg dgfbce badec begf gb cbgdfa | fgaebdc gbdce gbfe afdcbg
|
||||
gfbdc dac bdeagf daebcf gecdaf fcgad geca ca gafed fbcdgae | bafcde dgbfc adebcf gcadf
|
||||
ecbgaf cadefb ec debc bgcdaef ace ecafd egdfba aedbf facgd | ec eca efcagb bfaed
|
||||
aef fbad ebacg afceb af fedcbg bfced cgadfbe fcbade gaecdf | bgcdef abgce efdbcg aebcg
|
||||
cafbde ba cabf agfed ecfbd gfebdac dbeagc abe cbgedf fdbae | abe gdaceb eba bea
|
||||
cbdfg ebg edagf be caegbd cbdgfae fgebd cefb cebgdf cbdgfa | bedgca be fbdcge edabcfg
|
||||
ebga cbdafg cafgebd eb aedgbf ecfgbd fcaed eafbd bed adgfb | caefd bfdga dcfea cdgabf
|
||||
efgdbac ab dgcfb abg afedg faeb dbegfa dacegf bdagf dagcbe | fbcgd gacbdfe cdbgf ab
|
||||
ga dbfca acge edfgab gab agfcb cabfge bfdcge dgfeacb efgcb | ag fbecg ag bfcgea
|
||||
fdcgbe bad cfbga ceadfb bdeacg bdafc ebdcgaf bcefd da afde | gefdbc daef fade afcdb
|
||||
dcagbf cbgef abg ab feagd beagcf cfbegd cbae fegab gdbeacf | gba ebgfa ab fecdgb
|
||||
cdbge aefcdb febca feadgb eagdbfc ecbgf gafc gbf ebacfg fg | gf gefbad gf dbecafg
|
||||
dgb efdgab becfga aebgc gd cgde cebagd bagcd cebdgaf afbdc | agcbd dg gbd gdec
|
||||
dcafebg ebdga degc ecgabd bge dfcgab efabgc feadb gadbc ge | badcg acgedb adebf badge
|
||||
aegbfdc fa fagebd dfeac fae eadcgb edgfc bcfa abefcd bdace | fbca ecdbfa agecdfb dcfae
|
||||
gbdcea gcfa ecdafbg bagfe bgc ecfdb gecbf fgaedb abfgce cg | dbafge bgaefd edcbf faebg
|
||||
cfdegab dbgcfa ebf fe fcaeb fecdba cbage abcfd gfbead cefd | fcbea ef fe bceaf
|
||||
dfebga fde bgfd fd gdcbea cebafd dgabe fegad cdeagfb acfge | fgeca cdeabg gdceab fd
|
||||
fgeda fcdegb gdbaef dbfcega fad acfeg fgabdc baed da dgfeb | gdefa afd acfge efgbd
|
||||
daecbg ace abcgfd dcbegfa efcag dafe ae cbegf gfcda agedcf | aedbgc gacef gadfce egfcb
|
||||
dfacb egdac daecgb ceb be begafc edgb cadebfg edcba egfcad | abcegd cfdbage acbdf aegcfbd
|
||||
cdfae afgced dbgac fcebad gfdbea badcf fb adcfebg cbef bfd | bafgde begfad bgcda aebfcd
|
||||
gace eabdgf gcedf gfaedc efbdc edg ge gacbfed dfcga cfgbda | acge eg dfceg gefbad
|
||||
abdcf bdegfa bgedfca ce geafd dfeagc edc aedfc fegc gacdbe | dcfaeg ecd cde aegfbd
|
||||
egdbcf agdfbc gacdebf dec gdcfb gebda ec dafebc cgfe dcegb | cfbeadg efgdbc gcebfd ecd
|
||||
dafge acefg ecgb cfagdb ebfcagd cgfab ec ecf aedcfb acbefg | becg ec gecbaf adfgbec
|
||||
bad dafgc cgebd efbdcg cbedgfa cgabd bfeagd ab dgecba cbea | edcfabg fadcg dba gfcda
|
||||
dcefag bcagd ecfag gfacbde fgcaeb cfagb afb efbagd ecfb bf | afdecg ebagdf bcfe fb
|
||||
aedgcbf dacefg bfgce dgfebc dbcfag fb cefgd gabce bfc fbed | acgdfb bfegc geabc edgfac
|
||||
df aebdgcf gdcba fcbad cbdage bdcagf deagcf fdbg aefbc afd | cdfba df cebfa daf
|
||||
edcgf bfeadg bfdea bg gfbed gfba eafcdbg dcfaeb bge degbca | begcda aebfd fbag fedgc
|
||||
dbfgaec bcf edcb abfeg egfcb fgbdca gcafed bc bfcdge cdfeg | dgefcba cfgbde ecdgf cb
|
||||
eafg gbdaf gcabd fecbda dgebcaf cdfebg adfgbe bgf gf bdfea | gcadb fage gaef afdceb
|
||||
debagfc cbdfa gebc cfgaed gc aegfdb cdfebg ebgdf cfg bcdgf | eafbdcg dgfebca deafcg gadefc
|
||||
adg abced fbega dg abegcf fgde cfegadb gdabe aegfbd gdbacf | abecd afgbce gdabfc dag
|
||||
efacg fagb ebgdfca dfcabe gcdbea fa fbaceg cegfd geacb fca | edgfc fca fa cgeba
|
||||
fbadcg caebdg egfbd fdgcb gdbca fbc egdbacf facd fc egcbaf | acdgb egfbca gbceda gfcbd
|
||||
adfge bfea fb fagbdc bdf edfbag ecdbg fgbed dbgafce ecgadf | dbefg bdegf aegcdf fdeagc
|
||||
ebgdc afecg dcfgeb gbf cfbd dbaecg bf ecbfg agfdecb dbgfea | afgbcde gefbc fb gcebdf
|
||||
fga efdab fgdcea bagc fbgcea gfebc abdcegf cbgfde gfbea ga | dgceaf gfa ag cbefg
|
||||
gead dfaebgc ag fgcead dacef fdecba adgcf fgcbea cga bgdfc | faced fgbcd bgfeac fagcbe
|
||||
bdfaceg gafbcd cfae daebg gecdf edcag cdegfa cga ecbgdf ac | gdeca agc face ac
|
||||
dbgcf eg badfe edgbcf gbe aefbgdc eabfcg dgfbac decg fgdeb | cfgbad abdfe eabdf egb
|
||||
fcbgad gfcadbe eadb bcadf cfedba bce be fecgd cgabef efdcb | fgcabe ebad edba fdcbga
|
||||
df bedgf bcgedf bcaegd dcgf eacbdf ebcdg dfb agedfcb egfab | dcgf fdb edbgc egdacfb
|
||||
facdb eca fceagd cfeba dcbe fbcead ec afdbgc acdgbfe begfa | fdeagc ce aec ec
|
||||
ecfbad gdabefc edb be bceg abdfg dacgef gbaed cedag cebdga | eb adgfb gcade egcb
|
||||
agedbf cegbda abf eafgc fb debafc gaebf eadfbcg begda bgfd | gacfe aegdb gaecf abdeg
|
||||
afbced ae efa cdebf ceabf eacgfbd gbafc caed gbefad bedgcf | dbcgfe fae acgbf cfbae
|
||||
fbeda cfaebg agbdcf gbaecdf dag gfecda gfabc gd bcgd dafgb | dafbecg dfeba dfaeb gfdcba
|
||||
dacfbe dcbfgae abd ba fdgeb cbfa egadcb edabf fdeca geacdf | gcbdaef dbefa bfac dabfe
|
||||
cgeafb fdce gafdbc edgca dbacegf efcagd cge baedg gdafc ce | bcfdega ce ec cefd
|
||||
db eacgdf bgd gcbad afdcebg fcgbed dfab aebgc dfbcga fcagd | agcdf dbg gafcbd fecagd
|
||||
fdge cgd eadfcb gd gbfdc bcfga cbefadg cfbde deabcg gbcefd | dgfe acfebd fbcdg ecdagb
|
||||
gcefd fbd db efgdb cbgfea bead cfdbga begfa bfgdeac fgdeba | abcgfd dbf fabge fdb
|
||||
efgcd ac eafcbd befagc bdcafeg fegba acgb fca gaefc ebafdg | efcag bagc ca gebafd
|
||||
gb bgd bcdag adecb edbfag cdeagbf cfedab acfdg eagdbc cgeb | dcagb acfgedb dbg dbg
|
||||
gfdeac gfe fbea bacge bcgafe becgdfa bcgfe ef egcbad fbdcg | bfdgc gcfeba adgceb fge
|
||||
bcd dc dgfcba eagcdb cbgafed dgbfe dcebg feacbg cdea acbge | gbefd dbgfac gbdafc adce
|
||||
bd dbegf bgd geadbc fgecd afebg fbagcde bgcfde dbfc eacgdf | bd gdb db gcedf
|
||||
afdcgb cbeaf bedaf dfbge dab cbdfeag da fdaceb cgebfa deca | egfdb abd fdabce gcfedab
|
||||
bcdfaeg afbegc dcbae defb cdaeg dfacbe cbe eb fcgabd abcdf | ebc caedb caedg be
|
||||
dgcfeb dbefg ecfgd bge bafecg fgadce eb cdbe degcfba gadbf | be acegdbf cdgfbe abgfd
|
||||
ab gfdbae dagfe agdfb bad facgde gfbdc dacfgeb aebg dbfcae | gabe bfgdae caedfb bcgeadf
|
||||
cfade agfce ebacdf fde cbdfga bcedfg decfbag dacbf adeb de | fbcda ecafd aefdcb faceg
|
||||
gbefda fdaegcb cbdag eacbd cea cefagd dbface efbc dbeaf ce | edbfa faecdb ebcf gdfceab
|
||||
fgbead gcdbe ba adfeg bgdae afeb cadgfb bad bcgefda fgedac | cdafbg feagd abdge gcfbade
|
||||
cbfe daceb decfag dbefca agdeb bc acfed egfbacd bafdgc cdb | dbc dbfaecg decaf gfcdab
|
||||
eafdgc fcdb gbdae cb cgbad feacgb cgadfeb cdfbga abc fgdca | bafcdg cadfge baegd bfcgda
|
||||
fabged cfdbea badec abc efadb gacde fdbc cb fbagec eabcgfd | cdaeb cbdea bfaed aebcd
|
||||
gbc adfebc ecdagfb ecbgda geca eabdc dbgce edbfg gc abdgcf | gc fegadbc agec gc
|
||||
cdgfb cbedag dcgef gcefad ceg adgebf cdeagfb dfgea acfe ce | cdebga ec dcgef ce
|
||||
ca gdfba gadcf dfecgb cfadeg eadc afbceg fac dafcgbe decgf | decgf edgfc bgdcafe aecgdf
|
||||
abdcge cae bfecg efcdba bfeda gcadfeb ac faebc fgbaed fcad | aebfc ca ca aebcf
|
||||
bcafg cafeb eb feadbg fcgade fcdbea dagecfb ecdb abe dfaec | fcegad cbfgeda bcdaegf fcadeb
|
||||
becg gfbda gae egfcdab ge deacbf edcfag agcdbe gadeb bcaed | gdabe cegb dcbgae abdce
|
||||
adfebc fdbcga gecab gfbdae dg cdfg dbg fcadb bacdg gedcabf | egbac dbfaceg gd dg
|
||||
ebcgfd agdbe fabd efcbga cfbgaed dgb fdgeab efgba db acdge | db cgead bgacdfe cgbefd
|
||||
dcfbga edbag ae abe fdgbe dgbca aced bfaceg gbacde adfcbge | gefdb cdea cdgba bfdge
|
||||
dbgcef acef cbe cbfedga decab acefdb fdbcga ce gbaed dbfac | ce fecabd daebc ebcdgf
|
||||
db dcbaf egcfbad fbdeca ebdc egbfad cbagf bfd ecfagd aefdc | dagfbe cdeb cfbead fabcd
|
||||
fbagdc gafbc aecbd fbgeac fcabd fdgc afd fd gfbcdea gbeafd | fda eacdb dbegfa dgcf
|
||||
dgfeab fabcgd fg fgb cagfb dcgf dcabf cdfaeb fdgcbea bcaeg | adfbc dbgfca bcdafg gfb
|
||||
baegc bd daefgc fadgc gfdb cbd ebacfd cdbgaf dgcabef cgbad | daebfcg fcbaed bd cgfabd
|
||||
cafbgde cdf fdgae beacd cf adfce cfeg agfcbd fdcaeg gdfaeb | ecdfgba efdca acdbe cdabe
|
||||
adfceb bg gdbeafc bgafe fcdbeg fegbca gfdae cafeb cbag beg | egafd efdcba gfacbe bcga
|
||||
fbgda cfgbda fgdeb ebag cedbaf edb eb gafecdb gcefd fgbead | eagb dgbfe decafb adfgb
|
||||
gefcbd eafdg cdbagef aegfc dg gbfcae dgf aefdb dgac adgcef | dgca feagbc dg agefcd
|
||||
dbfeca ebcaf cag gafceb gcabefd bfga ga adgcfe ecdgb aecgb | gdbcafe agc cga afbce
|
||||
ecdbfa cebdgaf efdbga bagfc gacbed cd cdfe dbfca ebdaf dac | daebf ecfd dfec cfed
|
||||
agcef bf afbced badecg edfgbc efgabdc fegbc cbged fbe bfdg | dgfb fbdeca dagceb gcbed
|
||||
daefgb cbaeg cegd gea cfbgad bfcea eg fadecbg bedagc abdcg | aeg ge gefdab ge
|
||||
gfbca bac aebcfd dbcfag gdeacf bc gdafc dgbc ebafg ecbgdfa | cba dgcb cbdg eabfdc
|
||||
dbegc gacfbd cegfab gabefdc bcgfe ef bfagc feg fdgeab feac | abfdcg afec gdbfea fdgaceb
|
||||
bfcea cd cde dcfbeag gabed fegdca fdcb abgecf ebdca fabcde | efbac bfeagc cabdfe cfgabe
|
||||
|
||||
115
day_9/code.js
Normal file
115
day_9/code.js
Normal file
|
|
@ -0,0 +1,115 @@
|
|||
const readline = require('readline')
|
||||
const rl = readline.createInterface({
|
||||
input: process.stdin,
|
||||
terminal: false
|
||||
})
|
||||
|
||||
lines = []
|
||||
rl.on('line', (line) => {
|
||||
let raw = line.replace('\n', '').replace(' ', '')
|
||||
if (raw.length > 0) {
|
||||
lines.push(raw)
|
||||
}
|
||||
})
|
||||
rl.on('close', () => {
|
||||
const db = false
|
||||
|
||||
let rows = lines.map(l => l.split('').map(nb => parseInt(nb)))
|
||||
//console.log(rows)
|
||||
|
||||
// first part: find low points
|
||||
let lowPoints = []
|
||||
let lowPointsCoord = []
|
||||
for (let i = 0; i < rows.length; i++) {
|
||||
for (let j = 0; j < rows[i].length; j++) {
|
||||
let val = rows[i][j]
|
||||
let toCmpWith = [[i-1, j], [i, j+1], [i+1, j], [i, j-1]]
|
||||
let success = true
|
||||
|
||||
for (var k = 0; k < toCmpWith.length; k++) {
|
||||
let [ y,x ] = toCmpWith[k]
|
||||
if (
|
||||
y < 0 ||
|
||||
y >= rows.length ||
|
||||
x < 0 ||
|
||||
x >= rows[i].length
|
||||
) {
|
||||
// ignore, because these point don't exists
|
||||
continue
|
||||
}
|
||||
// important: you have to use less or equal HERE!
|
||||
if (rows[y][x] <= val) {
|
||||
success = false
|
||||
break
|
||||
}
|
||||
}
|
||||
if (success) {
|
||||
lowPoints.push(val)
|
||||
lowPointsCoord.push([i, j])
|
||||
}
|
||||
}
|
||||
}
|
||||
|
||||
|
||||
// second part: find bassins
|
||||
let findBassin = (alreadySeen, toSee) => {
|
||||
if (toSee.length == 0) {
|
||||
return []
|
||||
}
|
||||
const e = toSee[0]
|
||||
const [y,x] = e
|
||||
// check if the point exists
|
||||
if (
|
||||
y < 0 ||
|
||||
y >= rows.length ||
|
||||
x < 0 ||
|
||||
x >= rows[y].length
|
||||
) {
|
||||
return findBassin(alreadySeen, toSee.slice(1))
|
||||
}
|
||||
// check if it's 9
|
||||
if (rows[y][x] == 9) {
|
||||
return findBassin(alreadySeen, toSee.slice(1))
|
||||
}
|
||||
// check if it's already seen
|
||||
if (alreadySeen.filter(([_y, _x]) => _y == y && _x == x).length > 0) {
|
||||
return findBassin(alreadySeen, toSee.slice(1))
|
||||
}
|
||||
neighbours = [[y-1, x], [y, x+1], [y+1, x], [y, x-1]]
|
||||
|
||||
res = findBassin([e, ...alreadySeen], [...neighbours, ...(toSee.slice(1))])
|
||||
|
||||
return [e, ...res]
|
||||
}
|
||||
|
||||
let bassins = lowPointsCoord.map(c => findBassin([], [c]))
|
||||
|
||||
let bassinsSizes = bassins
|
||||
.map(b => parseInt(b.length))
|
||||
.sort((a, b) => a - b)
|
||||
.slice(-3)
|
||||
|
||||
bassinsSizesProduct = bassinsSizes.reduce((a, p) => a*p)
|
||||
let bassinsCoords = bassins.flat()
|
||||
|
||||
// output mini map of bassins
|
||||
if (db) {
|
||||
for (var i = 0; i < rows.length; i++) {
|
||||
rowOutput = ''
|
||||
for (var j = 0; j < rows[i].length; j++) {
|
||||
if (bassinsCoords.filter(([y, x]) => y == i && x == j).length > 0) {
|
||||
rowOutput += '\033[1m' + rows[i][j] + '\033[0m'
|
||||
} else {
|
||||
rowOutput += rows[i][j]
|
||||
}
|
||||
}
|
||||
console.log(rowOutput)
|
||||
}
|
||||
}
|
||||
|
||||
let risks = lowPoints.map(height => 1+height)
|
||||
let sum = risks.reduce((e, s) => e+s)
|
||||
|
||||
console.log(`Sum of the risk level of low points: ${sum}`)
|
||||
console.log(`Product of 3 largest bassins size: ${bassinsSizesProduct}`)
|
||||
})
|
||||
5
day_9/example.txt
Normal file
5
day_9/example.txt
Normal file
|
|
@ -0,0 +1,5 @@
|
|||
2199943210
|
||||
3987894921
|
||||
9856789892
|
||||
8767896789
|
||||
9899965678
|
||||
101
day_9/input.txt
Normal file
101
day_9/input.txt
Normal file
|
|
@ -0,0 +1,101 @@
|
|||
2165679878998998656789210124569321954398786566799434678987678943987789543249654323496545436767898789
|
||||
1034598769987897545678921235698949895987676445978926799876567899876678992198966212987432325456789678
|
||||
2123987659866789756789654396987898789998543234567897989665476999865567889987654109976521012378994567
|
||||
3299878543455699967899876989876765678987632125678998976562345698754378978998543298765432123499765678
|
||||
4989865432324589878966989879985434569998545234569769987421976789653234567899955349896743276589876789
|
||||
9876954321013678989545698767894325678987654345678956798599897898732145678989876456987654387678998891
|
||||
8765985432124589995433989857895436799399795456789545459988789999546234589376987868998765678989219910
|
||||
9879876543435699896512976546789945892198989767998932399875678987657355893245698979899896789698909899
|
||||
2989988998747898789329865437897896789987678998967890989654589998778456789356789989754987896567998778
|
||||
1098799987656789678998764323456789899876567899456999878963678999976567895467997897643498923458987668
|
||||
2987632198789994589019973212367899998765456796347899767894567898989678976579656789732399212349876545
|
||||
9876544999894123479929894343478989899954369965456987656789678967999799987689545698941987301298787636
|
||||
8997659898943234567898765854589876789865238896769876547678989459898989998795434567899876312987654323
|
||||
7898898767898765978929976765678945699832126789898765634567892398767678999896523458998765453498765678
|
||||
6639986656789879899412987876789436798743235699999854323456789987654567896987212967899876589999876789
|
||||
5429875345678998789323498987894323987654345678998743212369899996543498935698309898965989679878987891
|
||||
6598765239889765678934679998921012398767656789987654323498998987654599324569498789654398798765498990
|
||||
7987654378997654349895789989632123459878767999998785454567897998976678912978987698975459899854349789
|
||||
8999876567898765456789999876543434569989979998999897565878966789988789439899999567896599989964235689
|
||||
9998987679999876567899889989656545678996599987896999776989345678999899998789878456797989876543145678
|
||||
9867898789899987898998778298767876789323459876745678989793216789899999867698765345989878985432014567
|
||||
8756789996798998919987652109878989895414599765634569898672101236789987756549866239876767897643623478
|
||||
5345678945987899901998943212989291954323989654523498789543234345678996543239654349765656789876534678
|
||||
3234569129896987899879894523694390965439878943412987678954345689989989921098765698754545699998645789
|
||||
4345878998765456798967779634569989876549969892109876589765476797899979899999876798643234589329756899
|
||||
5676989987654345987759568965678977989698756789219987678976568945988869787894987987632123679998767998
|
||||
8787899998763236796543467897789765398797645894398998989989679439876755656943299876543234567899878987
|
||||
9898999879878345987622356789899879239987434789997879997898789598965634345892123987658545678979989876
|
||||
7979998767989659876210145899978998949876325679886767896569898987654321234789014698987676789569898765
|
||||
6567989654399998765431234998767987898765434598775756795456987898943210125679195989998987893498789654
|
||||
4379878943239899876542347897654365699896556987654345689669876789994323234698989877899298912345678923
|
||||
5498767892198789997659456789653234789987769876543234568979765878985467345997876766789129101234589214
|
||||
6987656789297656989798967896543125898998998765432145678998654569876575459876985455678998212345678925
|
||||
9876543899989549876987898987654014567999349654321035567896543467987986578965432324569987654476899434
|
||||
3987912999878939885676799998954323699891298767632123459987932356798997989874321013478998785677898765
|
||||
2399899878969998764365698999895434988789349876543234568999891238999898999985433144567899996789999876
|
||||
1498789965458987653234567998789569875678956989854347678999789999998789999876543234878998987899899987
|
||||
9987678994367998542123456789678979964569897898767898789988678789989678987987654345689987698998769898
|
||||
8976569989239876521012345694589999873456789979878939899876545698976567896598765456899876569987656789
|
||||
7665409879398765432125467893478987654589894567989323998787434567895457897459876567989765432398545899
|
||||
6543219768999898743234567932367898765679923459891019987654323678912345978367998788978954321297656789
|
||||
7654998957889987654565678943456789876789012398742198798776519799101256965459899899567895432398767898
|
||||
8769897545678998767676789658967899989892123987653987679887698989912367896598789923456987563499898967
|
||||
9899776534567899879789898767898978999943434598779876545998987679894567897987679646567898654989989656
|
||||
8987654323479943989892999898999767899854545679897997634569876568789678999996598767678999769878978987
|
||||
7598765454567892399921099989998656989769696789976598521698965457668999998889459878989998998767867998
|
||||
6439976767878901998432989878987545678998989899998965430987674343456889987764367989299987899654358999
|
||||
5321987988989919876549876567965434569987978998999876549876543212345678976543234590129876789543269789
|
||||
4210198999797899989856998457896323459876767897989987856987652101234589987654125799298765789654345678
|
||||
5323239789656789998769996567895454598765452346678999879876543212345892399775234598987654578975458989
|
||||
6434345678945678999998987678987765997654301234569986989987654523456791498965345987694323459876767899
|
||||
7546456799536569999877898789899899876543212365678965191298765789579890987896496976543213678989878989
|
||||
7658567894423456985456789899764932989654323989789763239349878897689999876989989897954323489998989678
|
||||
8769989943212569876578891998943210998765434599897654498999989998799998765679876789765434567897896567
|
||||
9878999654301459988989990987894329879876565678999765597889993239899899654598765678986965698986543456
|
||||
4989678943212398599998789876789498765987776789789897986778932101956789543219876789497876789995432345
|
||||
3294567894343987456987698765679987654598887895678989765567893222345997654348989894398987899984321234
|
||||
2123456789469876369876569654993298765789998924569878654456794533469898765656799989299798999875210123
|
||||
1012687996598765298765498765894999876896549012698765433345679944598789876797899878987699998764323234
|
||||
2144567897998654349874329876789899987987932123987654321256587895987678989898998767896587899875434765
|
||||
3234588989899969498965214987896789998999893234598763210123456789876567899979987656789476567996999876
|
||||
6545679876789898987654323498965678999998789456987654343234587895985456789567898967894353459989789989
|
||||
7959798765865767898885554569654567899987678967898765454345689924594368893456999989943212398765678991
|
||||
9898987874343456789876768678965678999876599978979876565456798765985457894577894598959101499754567892
|
||||
6767896543212345678987979789876989987765487899568997876569899879876567895678923987998912989663458993
|
||||
5456789652101256789698989892989898976521256789467898987678932989987678976989219896787899876562545789
|
||||
4345789863218789896569992901299787895432349894345989998899543891298889987894398785676989765421234599
|
||||
1235698754523698999678901292987676789765458943234567899978954789989999998995987654565678954310123459
|
||||
2376789765434597898989992989876545678976567894345979998767895679876789879789898543454789765471266867
|
||||
5488999878545986797899989876743434567899878987659898789856789798765678965698765432123499876562345678
|
||||
6789578987659875456789878965432123498967989998769765678943656987654567893987654321012987989673456989
|
||||
7892459898767954348898767896551012599459898999879874389432349897543456892198985432129896591989567896
|
||||
8901598789898965467897657897662156789349767899989543278921298765432346789019876543298789432399998925
|
||||
9212987653919876568998745698787345690198956789998784067890399764321235678923997854987678943989899014
|
||||
4323496542109997679459956789876556789987546990987665156789987654310124789434598969876567899878789123
|
||||
5654987673998698789349897990987697896543239891297543245678998765421249896595999198765434568965678934
|
||||
6785698789876549893298789321298789989432129789987654376789879878432556987989891098764323487894567895
|
||||
7896789898765434932197698934989896878941098691098765989898765986543477899876789199765412345993456789
|
||||
8987894929876545693296567899878965767892986589129876789997654397676589998975678987654325896789567895
|
||||
9199943212987676789985456789769874656789875478998998897986543298787699997754567898765434789899678934
|
||||
1098956323498987899876567898956212345678976567896569976987672109898789876543456789878965678998989023
|
||||
3987895454569999923987679967932101234589989678975456954398943212989899998754587892989878789987892134
|
||||
9876789565678989219898989456893212345678998789986347895239654323578998929995678990194989899856789645
|
||||
8765678978789678999789494345789924459789689899997468954398765434567897939876789789293299976745678957
|
||||
7654589899896567987654323234567895678993594909876579765459898545678986898987897678989198765534567898
|
||||
6543456799965456796543210125678998789301983212987989876589987656789765767998934569879989754323568999
|
||||
7955677989656345987876521436789219893219976323499298987678998769897654459899123699769876545213467899
|
||||
9876789878943245698987434545678999999398765454932127898789569899998943298767234987656987432102456789
|
||||
9987898967892134589998545656989789998999986579843456999893457989999892129654349876549876543212345699
|
||||
8799987655789023478987678987894599987891098798767897899912345679898789239765467999732987654325456789
|
||||
7698765434568934567898789898923989876789199899899929999101234598767678949876878987621298995434567992
|
||||
9569854323477895678909898769019874385878987956998919898919345987856567959989989099560129876545679543
|
||||
5498765412346789789212999652198763234569876545987898767898959876543459898998992198432234987987899954
|
||||
4329876101258999899854998943989753123778985439876789858967899987654598776787893987543456798998969895
|
||||
5210987612567899998769887899876541014569896598765678969458978998996987654456789598654567899329457789
|
||||
4329896523456789999898796598765432123456789699854569993234567899987998962367995459785678965412345678
|
||||
7439765434567899899987687439876563234567899987653456889135698967899876543467892349876789879523456989
|
||||
6549876569678998789876543312997654345678939798542345678956789456965987754578943656987897987634567891
|
||||
9656987678989498642989932101239767456789329654321234589767892367894398967989764767898956798765678932
|
||||
8767898989992349543498756322349878569895498765642355678998943456789239878998765678999547999896799653
|
||||
|
||||
Loading…
Reference in a new issue