2024 day 10.
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parent
03e4e75978
commit
4367a5183a
@ -3,5 +3,44 @@ from typing import Any, Iterator
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from ..base import BaseSolver
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from ..base import BaseSolver
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def process(
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grid: list[list[int]], current: tuple[int, int]
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) -> set[tuple[tuple[int, int], ...]]:
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row, col = current
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if grid[row][col] == 9:
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return {((row, col),)}
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result: set[tuple[tuple[int, int], ...]] = set()
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for di, dj in ((-1, 0), (0, 1), (1, 0), (0, -1)):
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i, j = row + di, col + dj
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if i < 0 or i >= len(grid) or j < 0 or j >= len(grid[row]):
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continue
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if grid[i][j] != grid[row][col] + 1:
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continue
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for path in process(grid, (i, j)):
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result.add(((row, col),) + path)
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return result
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class Solver(BaseSolver):
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class Solver(BaseSolver):
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def solve(self, input: str) -> Iterator[Any]: ...
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def solve(self, input: str) -> Iterator[Any]:
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grid = [[int(col) for col in row] for row in input.splitlines()]
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n_rows, n_cols = len(grid), len(grid[0])
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heads = [
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(i, j) for i in range(n_rows) for j in range(n_cols) if grid[i][j] == 0
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]
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# for head in heads:
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# print(head, process(grid, head))
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paths = {head: process(grid, head) for head in heads}
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yield sum(len({path[-1] for path in paths[head]}) for head in heads)
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yield sum(len(paths[head]) for head in heads)
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@ -0,0 +1,50 @@
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14567892107654348943218769016567650154541210421036
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03456783298993267654309458122168743243450344323145
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12567654456780154327812367433059804012769455410234
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03498012349876065016901056544965418765898766708943
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12345101212145076545411034545878329658981055899854
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09876876705034187632110123656789421047432765988765
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67878965896123298901001656743078431236598894012034
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50965014387654567650012349856127340012367653213125
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41234321298347656543243492347833458903458743404987
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30087430178298343650156781016942167812769252985676
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21196567069121243761056432679851043212890101679854
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33203498451080252852347841589765654301285234521763
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14512432347890161943210950432106567610106501430012
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01693501036543270856102167645656788943217432567897
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32789672321015389987343078938765497654998549879898
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45679987410234578101256560129812321067801456734787
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03478756500187665432107452121901054328982340125676
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12568767891098987013898943030810167017654321010210
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21079458910127698123965436945107878988901267124378
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30980349821034787654876327876716901210985458095469
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45671210136765693454761016329825432345671329186954
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12789800345876548763876125419434501654510413277843
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03543211238989439012985630308765898746701204567832
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14623400141232323101234521678906567239874343236901
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25710519850541014143219834567611452108965650145690
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76897678769650001054301712106320143210345789036781
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87678989678742112363212601235431234321276988325432
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90549876349233678478004592347842389123489676710876
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21632305256104569589123487656965476016512369856945
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52301014107012345670149874565456365017603450747832
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65490123458912396501234563432147454328214921632401
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86985432167905487654341012563038901039309834521321
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97876789001856778761232127678127612398712701100410
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89810678012760869890103238999210543125625632234509
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76701549013451987217876434785695610034534548765678
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05432432174012987301987325654780123435210159854789
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12980120985123673458986510783279234987346543123898
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43878921976034562567603412892168765679857012010187
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34565437852178901070412103601001410012768001921236
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45430566543065012181543014580432321003459122876545
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50121098767654327892678877698569457654219433468904
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23292145678954218983019988087658768894308596567812
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14587239010563007654128679112565489765107687656521
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05674678323472167659436543203474321087230156785430
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96983565401089898748540987654589321098543243896543
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87874328992396701037621296562105465407698012565432
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78765017687478632128760345673456978312789801478521
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29653078596569543019656921087567889213456700329650
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12532169430430156010567892193610367804765410418789
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03445678321321060123456543012323458912894321001678
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@ -0,0 +1,8 @@
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89010123
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78121874
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87430965
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96549874
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45678903
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32019012
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01329801
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10456732
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