Day 14
This commit is contained in:
parent
30b6c94c67
commit
9462308418
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@ -0,0 +1,147 @@
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502,19 -> 507,19
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523,100 -> 523,104 -> 519,104 -> 519,111 -> 528,111 -> 528,104 -> 526,104 -> 526,100
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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507,117 -> 521,117 -> 521,116
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517,34 -> 522,34
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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510,75 -> 510,78 -> 505,78 -> 505,84 -> 518,84 -> 518,78 -> 515,78 -> 515,75
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503,34 -> 508,34
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501,15 -> 506,15
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523,136 -> 523,138 -> 518,138 -> 518,145 -> 535,145 -> 535,138 -> 528,138 -> 528,136
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513,113 -> 513,114 -> 527,114
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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523,136 -> 523,138 -> 518,138 -> 518,145 -> 535,145 -> 535,138 -> 528,138 -> 528,136
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530,150 -> 535,150
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526,133 -> 526,131 -> 526,133 -> 528,133 -> 528,129 -> 528,133 -> 530,133 -> 530,129 -> 530,133
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523,100 -> 523,104 -> 519,104 -> 519,111 -> 528,111 -> 528,104 -> 526,104 -> 526,100
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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510,34 -> 515,34
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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510,75 -> 510,78 -> 505,78 -> 505,84 -> 518,84 -> 518,78 -> 515,78 -> 515,75
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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524,34 -> 529,34
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498,46 -> 502,46
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510,46 -> 514,46
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509,19 -> 514,19
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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526,133 -> 526,131 -> 526,133 -> 528,133 -> 528,129 -> 528,133 -> 530,133 -> 530,129 -> 530,133
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497,13 -> 502,13
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504,46 -> 508,46
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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545,155 -> 545,157 -> 541,157 -> 541,160 -> 556,160 -> 556,157 -> 550,157 -> 550,155
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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510,75 -> 510,78 -> 505,78 -> 505,84 -> 518,84 -> 518,78 -> 515,78 -> 515,75
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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507,43 -> 511,43
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523,100 -> 523,104 -> 519,104 -> 519,111 -> 528,111 -> 528,104 -> 526,104 -> 526,100
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506,31 -> 511,31
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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510,75 -> 510,78 -> 505,78 -> 505,84 -> 518,84 -> 518,78 -> 515,78 -> 515,75
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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507,117 -> 521,117 -> 521,116
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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534,152 -> 539,152
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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495,19 -> 500,19
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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523,136 -> 523,138 -> 518,138 -> 518,145 -> 535,145 -> 535,138 -> 528,138 -> 528,136
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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527,152 -> 532,152
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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533,148 -> 538,148
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510,75 -> 510,78 -> 505,78 -> 505,84 -> 518,84 -> 518,78 -> 515,78 -> 515,75
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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516,46 -> 520,46
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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545,155 -> 545,157 -> 541,157 -> 541,160 -> 556,160 -> 556,157 -> 550,157 -> 550,155
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501,119 -> 501,120 -> 512,120 -> 512,119
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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512,25 -> 517,25
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526,133 -> 526,131 -> 526,133 -> 528,133 -> 528,129 -> 528,133 -> 530,133 -> 530,129 -> 530,133
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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513,31 -> 518,31
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526,133 -> 526,131 -> 526,133 -> 528,133 -> 528,129 -> 528,133 -> 530,133 -> 530,129 -> 530,133
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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520,31 -> 525,31
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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482,21 -> 482,22 -> 490,22
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510,75 -> 510,78 -> 505,78 -> 505,84 -> 518,84 -> 518,78 -> 515,78 -> 515,75
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498,17 -> 503,17
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523,136 -> 523,138 -> 518,138 -> 518,145 -> 535,145 -> 535,138 -> 528,138 -> 528,136
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545,155 -> 545,157 -> 541,157 -> 541,160 -> 556,160 -> 556,157 -> 550,157 -> 550,155
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513,43 -> 517,43
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523,100 -> 523,104 -> 519,104 -> 519,111 -> 528,111 -> 528,104 -> 526,104 -> 526,100
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505,17 -> 510,17
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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509,28 -> 514,28
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545,155 -> 545,157 -> 541,157 -> 541,160 -> 556,160 -> 556,157 -> 550,157 -> 550,155
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537,150 -> 542,150
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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501,43 -> 505,43
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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501,119 -> 501,120 -> 512,120 -> 512,119
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507,37 -> 511,37
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497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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523,100 -> 523,104 -> 519,104 -> 519,111 -> 528,111 -> 528,104 -> 526,104 -> 526,100
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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501,119 -> 501,120 -> 512,120 -> 512,119
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510,40 -> 514,40
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488,19 -> 493,19
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482,21 -> 482,22 -> 490,22
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494,15 -> 499,15
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523,136 -> 523,138 -> 518,138 -> 518,145 -> 535,145 -> 535,138 -> 528,138 -> 528,136
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526,133 -> 526,131 -> 526,133 -> 528,133 -> 528,129 -> 528,133 -> 530,133 -> 530,129 -> 530,133
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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526,133 -> 526,131 -> 526,133 -> 528,133 -> 528,129 -> 528,133 -> 530,133 -> 530,129 -> 530,133
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
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545,155 -> 545,157 -> 541,157 -> 541,160 -> 556,160 -> 556,157 -> 550,157 -> 550,155
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513,97 -> 513,89 -> 513,97 -> 515,97 -> 515,94 -> 515,97 -> 517,97 -> 517,94 -> 517,97 -> 519,97 -> 519,93 -> 519,97 -> 521,97 -> 521,88 -> 521,97 -> 523,97 -> 523,94 -> 523,97
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523,136 -> 523,138 -> 518,138 -> 518,145 -> 535,145 -> 535,138 -> 528,138 -> 528,136
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504,40 -> 508,40
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||||||
|
497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
|
||||||
|
526,133 -> 526,131 -> 526,133 -> 528,133 -> 528,129 -> 528,133 -> 530,133 -> 530,129 -> 530,133
|
||||||
|
523,100 -> 523,104 -> 519,104 -> 519,111 -> 528,111 -> 528,104 -> 526,104 -> 526,100
|
||||||
|
545,155 -> 545,157 -> 541,157 -> 541,160 -> 556,160 -> 556,157 -> 550,157 -> 550,155
|
||||||
|
516,28 -> 521,28
|
||||||
|
545,155 -> 545,157 -> 541,157 -> 541,160 -> 556,160 -> 556,157 -> 550,157 -> 550,155
|
||||||
|
497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
|
||||||
|
497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
|
||||||
|
488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
|
||||||
|
491,17 -> 496,17
|
||||||
|
488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
|
||||||
|
526,133 -> 526,131 -> 526,133 -> 528,133 -> 528,129 -> 528,133 -> 530,133 -> 530,129 -> 530,133
|
||||||
|
497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
|
||||||
|
497,72 -> 497,63 -> 497,72 -> 499,72 -> 499,65 -> 499,72 -> 501,72 -> 501,71 -> 501,72 -> 503,72 -> 503,67 -> 503,72 -> 505,72 -> 505,63 -> 505,72 -> 507,72 -> 507,71 -> 507,72 -> 509,72 -> 509,70 -> 509,72 -> 511,72 -> 511,69 -> 511,72
|
||||||
|
523,100 -> 523,104 -> 519,104 -> 519,111 -> 528,111 -> 528,104 -> 526,104 -> 526,100
|
||||||
|
513,113 -> 513,114 -> 527,114
|
||||||
|
488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
|
||||||
|
510,75 -> 510,78 -> 505,78 -> 505,84 -> 518,84 -> 518,78 -> 515,78 -> 515,75
|
||||||
|
488,59 -> 488,51 -> 488,59 -> 490,59 -> 490,52 -> 490,59 -> 492,59 -> 492,55 -> 492,59 -> 494,59 -> 494,52 -> 494,59 -> 496,59 -> 496,50 -> 496,59 -> 498,59 -> 498,58 -> 498,59 -> 500,59 -> 500,56 -> 500,59 -> 502,59 -> 502,56 -> 502,59 -> 504,59 -> 504,57 -> 504,59
|
||||||
|
541,152 -> 546,152
|
||||||
|
523,136 -> 523,138 -> 518,138 -> 518,145 -> 535,145 -> 535,138 -> 528,138 -> 528,136
|
||||||
|
|
@ -0,0 +1,85 @@
|
||||||
|
#lang curly-fn racket
|
||||||
|
|
||||||
|
(require "../lib.rkt")
|
||||||
|
|
||||||
|
(define input
|
||||||
|
(for/list ([line (problem-input 14)])
|
||||||
|
(for/list ([coord (string-split line " -> ")])
|
||||||
|
(for/list ([xy (string-split coord ",")])
|
||||||
|
(string->number xy)))))
|
||||||
|
|
||||||
|
(define ymax
|
||||||
|
(let ([ys (map second (apply append input))])
|
||||||
|
(maximum ys)))
|
||||||
|
|
||||||
|
(define cave
|
||||||
|
(let ([cave (make-hash)])
|
||||||
|
(hash-set! cave `(500 0) #\▲)
|
||||||
|
(for ([line input])
|
||||||
|
(for/fold ([prev (first line)])
|
||||||
|
([next (rest line)])
|
||||||
|
(match (list prev next)
|
||||||
|
[`((,x ,y1) (,x ,y2))
|
||||||
|
#:when (<= y1 y2)
|
||||||
|
(for ([y (in-inclusive-range y1 y2)])
|
||||||
|
(hash-set! cave `(,x ,y) #\▉))]
|
||||||
|
[`((,x ,y1) (,x ,y2))
|
||||||
|
#:when (<= y2 y1)
|
||||||
|
(for ([y (in-inclusive-range y2 y1)])
|
||||||
|
(hash-set! cave `(,x ,y) #\▉))]
|
||||||
|
[`((,x1 ,y) (,x2 ,y))
|
||||||
|
#:when (<= x1 x2)
|
||||||
|
(for ([x (in-inclusive-range x1 x2)])
|
||||||
|
(hash-set! cave `(,x ,y) #\▉))]
|
||||||
|
[`((,x1 ,y) (,x2 ,y))
|
||||||
|
#:when (<= x2 x1)
|
||||||
|
(for ([x (in-inclusive-range x2 x1)])
|
||||||
|
(hash-set! cave `(,x ,y) #\▉))])
|
||||||
|
next))
|
||||||
|
cave))
|
||||||
|
|
||||||
|
(define (show)
|
||||||
|
(define-values (xmin xmax)
|
||||||
|
(let ([xs (map first (hash-keys cave))])
|
||||||
|
(values (minimum xs) (maximum xs))))
|
||||||
|
(for ([y (in-inclusive-range 0 ymax)])
|
||||||
|
(for ([x (in-inclusive-range xmin xmax)])
|
||||||
|
(display (or (hash-ref cave `(,x ,y) #f) #\ )))
|
||||||
|
(newline)))
|
||||||
|
|
||||||
|
(define (count-sand)
|
||||||
|
(count #{eq? #\░ %} (hash-values cave)))
|
||||||
|
|
||||||
|
(define (unblocked? x y)
|
||||||
|
(define tile (hash-ref cave `(,x ,y) #f))
|
||||||
|
(and (not (or (eq? #\▉ tile)
|
||||||
|
(eq? #\░ tile)))
|
||||||
|
(< y (+ ymax 2))))
|
||||||
|
|
||||||
|
(define (fall1)
|
||||||
|
(let loop ([x 500] [y 0])
|
||||||
|
(cond
|
||||||
|
[(> y ymax) #f]
|
||||||
|
[(unblocked? x (add1 y)) (loop x (add1 y))]
|
||||||
|
[(unblocked? (sub1 x) (add1 y)) (loop (sub1 x) (add1 y))]
|
||||||
|
[(unblocked? (add1 x) (add1 y)) (loop (add1 x) (add1 y))]
|
||||||
|
[else (hash-set! cave `(,x ,y) #\░)])))
|
||||||
|
|
||||||
|
(define (fall2)
|
||||||
|
(let loop ([x 500] [y 0])
|
||||||
|
(cond
|
||||||
|
[(unblocked? x (add1 y)) (loop x (add1 y))]
|
||||||
|
[(unblocked? (sub1 x) (add1 y)) (loop (sub1 x) (add1 y))]
|
||||||
|
[(unblocked? (add1 x) (add1 y)) (loop (add1 x) (add1 y))]
|
||||||
|
[(and (= x 500) (= y 0)) (hash-set! cave `(,x ,y) #\░) #f]
|
||||||
|
[else (hash-set! cave `(,x ,y) #\░)])))
|
||||||
|
|
||||||
|
(define part1
|
||||||
|
(let loop ()
|
||||||
|
(if (fall1) (loop) (count-sand))))
|
||||||
|
|
||||||
|
(define part2
|
||||||
|
(let loop ()
|
||||||
|
(if (fall2) (loop) (count-sand))))
|
||||||
|
|
||||||
|
(show-solution part1 part2)
|
||||||
Loading…
Reference in New Issue