diff --git a/2022/rs/14.input b/2022/rs/14.input
index 1926028..d87dd0b 100644
--- a/2022/rs/14.input
+++ b/2022/rs/14.input
@@ -1,2 +1,129 @@
-498,4 -> 498,6 -> 496,6
-503,4 -> 502,4 -> 502,9 -> 494,9
\ No newline at end of file
+490,51 -> 490,54 -> 486,54 -> 486,59 -> 499,59 -> 499,54 -> 492,54 -> 492,51
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+472,79 -> 472,73 -> 472,79 -> 474,79 -> 474,69 -> 474,79 -> 476,79 -> 476,77 -> 476,79
+477,148 -> 477,138 -> 477,148 -> 479,148 -> 479,144 -> 479,148 -> 481,148 -> 481,146 -> 481,148
+484,132 -> 489,132
+501,15 -> 506,15
+485,85 -> 485,88 -> 482,88 -> 482,93 -> 499,93 -> 499,88 -> 491,88 -> 491,85
+472,79 -> 472,73 -> 472,79 -> 474,79 -> 474,69 -> 474,79 -> 476,79 -> 476,77 -> 476,79
+503,43 -> 514,43 -> 514,42
+497,13 -> 502,13
+490,51 -> 490,54 -> 486,54 -> 486,59 -> 499,59 -> 499,54 -> 492,54 -> 492,51
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+498,17 -> 503,17
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+490,51 -> 490,54 -> 486,54 -> 486,59 -> 499,59 -> 499,54 -> 492,54 -> 492,51
+467,81 -> 467,82 -> 487,82 -> 487,81
+481,135 -> 486,135
+485,85 -> 485,88 -> 482,88 -> 482,93 -> 499,93 -> 499,88 -> 491,88 -> 491,85
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+470,122 -> 470,123 -> 485,123 -> 485,122
+491,132 -> 496,132
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+491,17 -> 496,17
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+497,26 -> 501,26
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+491,22 -> 495,22
+477,148 -> 477,138 -> 477,148 -> 479,148 -> 479,144 -> 479,148 -> 481,148 -> 481,146 -> 481,148
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+480,129 -> 485,129
+490,51 -> 490,54 -> 486,54 -> 486,59 -> 499,59 -> 499,54 -> 492,54 -> 492,51
+477,132 -> 482,132
+477,148 -> 477,138 -> 477,148 -> 479,148 -> 479,144 -> 479,148 -> 481,148 -> 481,146 -> 481,148
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+488,20 -> 492,20
+492,48 -> 506,48 -> 506,47
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+477,148 -> 477,138 -> 477,148 -> 479,148 -> 479,144 -> 479,148 -> 481,148 -> 481,146 -> 481,148
+474,135 -> 479,135
+479,64 -> 484,64
+510,29 -> 510,33 -> 506,33 -> 506,39 -> 517,39 -> 517,33 -> 512,33 -> 512,29
+486,64 -> 491,64
+490,66 -> 495,66
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+472,79 -> 472,73 -> 472,79 -> 474,79 -> 474,69 -> 474,79 -> 476,79 -> 476,77 -> 476,79
+494,24 -> 498,24
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+471,109 -> 471,112 -> 467,112 -> 467,120 -> 477,120 -> 477,112 -> 475,112 -> 475,109
+503,43 -> 514,43 -> 514,42
+477,148 -> 477,138 -> 477,148 -> 479,148 -> 479,144 -> 479,148 -> 481,148 -> 481,146 -> 481,148
+485,85 -> 485,88 -> 482,88 -> 482,93 -> 499,93 -> 499,88 -> 491,88 -> 491,85
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+510,29 -> 510,33 -> 506,33 -> 506,39 -> 517,39 -> 517,33 -> 512,33 -> 512,29
+488,135 -> 493,135
+472,79 -> 472,73 -> 472,79 -> 474,79 -> 474,69 -> 474,79 -> 476,79 -> 476,77 -> 476,79
+467,81 -> 467,82 -> 487,82 -> 487,81
+483,126 -> 488,126
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+483,66 -> 488,66
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+477,148 -> 477,138 -> 477,148 -> 479,148 -> 479,144 -> 479,148 -> 481,148 -> 481,146 -> 481,148
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+476,66 -> 481,66
+472,79 -> 472,73 -> 472,79 -> 474,79 -> 474,69 -> 474,79 -> 476,79 -> 476,77 -> 476,79
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+494,15 -> 499,15
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+485,85 -> 485,88 -> 482,88 -> 482,93 -> 499,93 -> 499,88 -> 491,88 -> 491,85
+485,22 -> 489,22
+487,129 -> 492,129
+477,148 -> 477,138 -> 477,148 -> 479,148 -> 479,144 -> 479,148 -> 481,148 -> 481,146 -> 481,148
+471,109 -> 471,112 -> 467,112 -> 467,120 -> 477,120 -> 477,112 -> 475,112 -> 475,109
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+485,85 -> 485,88 -> 482,88 -> 482,93 -> 499,93 -> 499,88 -> 491,88 -> 491,85
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+488,24 -> 492,24
+490,51 -> 490,54 -> 486,54 -> 486,59 -> 499,59 -> 499,54 -> 492,54 -> 492,51
+472,79 -> 472,73 -> 472,79 -> 474,79 -> 474,69 -> 474,79 -> 476,79 -> 476,77 -> 476,79
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+485,85 -> 485,88 -> 482,88 -> 482,93 -> 499,93 -> 499,88 -> 491,88 -> 491,85
+472,79 -> 472,73 -> 472,79 -> 474,79 -> 474,69 -> 474,79 -> 476,79 -> 476,77 -> 476,79
+477,148 -> 477,138 -> 477,148 -> 479,148 -> 479,144 -> 479,148 -> 481,148 -> 481,146 -> 481,148
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+510,29 -> 510,33 -> 506,33 -> 506,39 -> 517,39 -> 517,33 -> 512,33 -> 512,29
+495,135 -> 500,135
+471,109 -> 471,112 -> 467,112 -> 467,120 -> 477,120 -> 477,112 -> 475,112 -> 475,109
+510,29 -> 510,33 -> 506,33 -> 506,39 -> 517,39 -> 517,33 -> 512,33 -> 512,29
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+471,109 -> 471,112 -> 467,112 -> 467,120 -> 477,120 -> 477,112 -> 475,112 -> 475,109
+482,24 -> 486,24
+471,109 -> 471,112 -> 467,112 -> 467,120 -> 477,120 -> 477,112 -> 475,112 -> 475,109
+510,29 -> 510,33 -> 506,33 -> 506,39 -> 517,39 -> 517,33 -> 512,33 -> 512,29
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+491,26 -> 495,26
+470,122 -> 470,123 -> 485,123 -> 485,122
+505,17 -> 510,17
+470,122 -> 470,123 -> 485,123 -> 485,122
+510,29 -> 510,33 -> 506,33 -> 506,39 -> 517,39 -> 517,33 -> 512,33 -> 512,29
+485,26 -> 489,26
+471,109 -> 471,112 -> 467,112 -> 467,120 -> 477,120 -> 477,112 -> 475,112 -> 475,109
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+471,109 -> 471,112 -> 467,112 -> 467,120 -> 477,120 -> 477,112 -> 475,112 -> 475,109
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+485,85 -> 485,88 -> 482,88 -> 482,93 -> 499,93 -> 499,88 -> 491,88 -> 491,85
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+472,79 -> 472,73 -> 472,79 -> 474,79 -> 474,69 -> 474,79 -> 476,79 -> 476,77 -> 476,79
+510,29 -> 510,33 -> 506,33 -> 506,39 -> 517,39 -> 517,33 -> 512,33 -> 512,29
+467,81 -> 467,82 -> 487,82 -> 487,81
+479,26 -> 483,26
+492,48 -> 506,48 -> 506,47
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+490,51 -> 490,54 -> 486,54 -> 486,59 -> 499,59 -> 499,54 -> 492,54 -> 492,51
+482,62 -> 487,62
+476,161 -> 476,156 -> 476,161 -> 478,161 -> 478,160 -> 478,161 -> 480,161 -> 480,154 -> 480,161 -> 482,161 -> 482,155 -> 482,161 -> 484,161 -> 484,158 -> 484,161 -> 486,161 -> 486,159 -> 486,161
+490,51 -> 490,54 -> 486,54 -> 486,59 -> 499,59 -> 499,54 -> 492,54 -> 492,51
+457,106 -> 457,99 -> 457,106 -> 459,106 -> 459,98 -> 459,106 -> 461,106 -> 461,97 -> 461,106 -> 463,106 -> 463,105 -> 463,106 -> 465,106 -> 465,99 -> 465,106 -> 467,106 -> 467,103 -> 467,106 -> 469,106 -> 469,101 -> 469,106 -> 471,106 -> 471,103 -> 471,106 -> 473,106 -> 473,100 -> 473,106
\ No newline at end of file
diff --git a/2022/rs/src/day_14.rs b/2022/rs/src/day_14.rs
index 5c9801c..02e21ca 100644
--- a/2022/rs/src/day_14.rs
+++ b/2022/rs/src/day_14.rs
@@ -1,24 +1,104 @@
 use std::collections::HashMap;
+use std::cmp;
 
-const CHALLENGE_INPUT: &str = include_str!("../14.input");
-const EXAMPLE_INPUT: &str = "498,4 -> 498,6 -> 496,6\n503,4 -> 502,4 -> 502,9 -> 494,9"; 
+pub const CHALLENGE_INPUT: &str = include_str!("../14.input");
+pub const EXAMPLE_INPUT: &str = "498,4 -> 498,6 -> 496,6\n503,4 -> 502,4 -> 502,9 -> 494,9"; 
 
+const SAND_SOURCE: (i32, i32) = (500, 0);
+
+#[derive(Debug, PartialEq)]
 enum Tile {
     Foreground,
     Background,
     Sand,
 }
 
-struct Map {
-    min_x: i32,
-    max_x: i32,
-    min_y: i32,
-    max_y: i32,
-    tiles: HashMap<(i32, i32), Tile>,
+fn parse_input(input: &str) -> HashMap<(i32, i32), Tile> {
+    let mut tiles: HashMap<(i32, i32), Tile> = HashMap::new();
+
+    let mut background_segments: Vec<Vec<(i32, i32)>> = Vec::new();
+    let foreground_lines = input.split('\n');
+    for line in foreground_lines {
+        // extract segments from the lines
+        let line_segments = line.split(" -> ");
+        background_segments.push(Vec::new());
+
+        for segment in line_segments {
+            // now we have 1,13 -> 2,14 we need to make this part of "map"
+            let coordinate = segment.split(',');
+            let coordinate = coordinate.collect::<Vec<&str>>();
+            let coordinate: (i32, i32) = (coordinate[0].parse().unwrap(), coordinate[1].parse().unwrap());
+            
+            if let Some(segments) = background_segments.last_mut() {
+                segments.push(coordinate);
+            }
+        }
+    }
+
+    for segment in background_segments {
+        for section in segment.windows(2) {
+            let sx = cmp::min(section[0].0, section[1].0);
+            let sy = cmp::min(section[0].1, section[1].1);
+            let bx = cmp::max(section[0].0, section[1].0);
+            let by = cmp::max(section[0].1, section[1].1);
+            for x in sx..=bx {
+                for y in sy..=by {
+                    tiles.insert((x, y),Tile::Background);
+                }
+            }
+        }
+    }
+
+    return tiles;
 }
 
-pub fn part_1() -> &'static str {
-    return EXAMPLE_INPUT;
+fn sand_falling(solid_floor: bool, sand_position: (i32, i32), map: &mut HashMap<(i32, i32), Tile>, dropoff: i32) -> bool {
+    if sand_position.1 == dropoff {
+        return true;
+    }
+
+    if map.contains_key(&sand_position) {
+        return false;
+    }
+
+    for x in [sand_position.0, sand_position.0 - 1, sand_position.0 + 1] {
+        if sand_falling(solid_floor, (x, sand_position.1 + 1), map, dropoff) && !solid_floor {
+            return true;
+        }
+    }
+    map.insert(sand_position, Tile::Sand);
+
+    return false;
+}
+
+// Goes until a piece of sand falls off of the map
+fn simulate_sand(solid_floor: bool, origin: (i32, i32), map: &mut HashMap<(i32, i32), Tile>) -> i32 {
+    // find bottom point of map
+    let mut low_y: i32 = 0;
+    for (point, value) in map.into_iter() {
+        if point.1 > low_y {
+            low_y = point.1;
+        }
+    }
+
+    sand_falling(solid_floor, origin, map, low_y + 2);
+
+    let mut counter = 0;
+    for (point, value) in map.into_iter() {
+        if *value == Tile::Sand {
+            counter += 1;
+        }
+    }
+    return counter;
+}
+
+pub fn part_1(input: &str) -> i32 {
+    let mut map = parse_input(input);
+    return simulate_sand(false, SAND_SOURCE, &mut map);
+}
+pub fn part_2(input: &str) -> i32 {
+    let mut map = parse_input(input);
+    return simulate_sand(true, SAND_SOURCE, &mut map);
 }
 
 #[cfg(test)]
@@ -27,6 +107,13 @@ mod test {
 
     #[test]
     fn part1_test() {
-        assert_eq!(day_14::part_1(), day_14::EXAMPLE_INPUT);
+        assert_eq!(day_14::part_1(day_14::EXAMPLE_INPUT), 24);
+        assert_eq!(day_14::part_1(day_14::CHALLENGE_INPUT), 757);
+    }
+
+    #[test]
+    fn part2_test() {
+        assert_eq!(day_14::part_2(day_14::EXAMPLE_INPUT), 93);
+        assert_eq!(day_14::part_2(day_14::CHALLENGE_INPUT), 24943);
     }
 }
diff --git a/2022/rs/src/main.rs b/2022/rs/src/main.rs
index d869578..3197f07 100644
--- a/2022/rs/src/main.rs
+++ b/2022/rs/src/main.rs
@@ -4,5 +4,6 @@
 mod day_14;
 
 fn main() {
-    day_14::part_1();
+    println!("Part 1: {}", day_14::part_1(day_14::CHALLENGE_INPUT));
+    println!("Part 2: {}", day_14::part_2(day_14::CHALLENGE_INPUT));
 }