Optimised day 12

diff --git a/a16.txt b/a16.txt
deleted file mode 100644 (file)
index a75b20a..0000000
--- a/a16.txt
+++ /dev/null
@@ -1,3 +0,0 @@
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135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos 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135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir 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V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = 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74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = 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17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir 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E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir 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dir = N},Reindeer {pos = V2 35 133, dir = N},Reindeer {pos = V2 35 133, dir = W},Reindeer {pos = V2 35 134, dir = W},Reindeer {pos = V2 35 135, dir = W},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 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E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = 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82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 22 133, dir = N},Reindeer {pos = V2 23 133, dir = N},Reindeer {pos = V2 24 133, dir = N},Reindeer {pos = V2 25 133, dir = N},Reindeer {pos = V2 26 133, dir = N},Reindeer {pos = V2 27 133, dir = N},Reindeer {pos = V2 28 133, dir = N},Reindeer {pos = V2 29 133, dir = N},Reindeer {pos = V2 30 133, dir = N},Reindeer {pos = V2 31 133, dir = N},Reindeer {pos = V2 32 133, dir = N},Reindeer {pos = V2 33 133, dir = N},Reindeer {pos = V2 34 133, dir = N},Reindeer {pos = V2 35 133, dir = N},Reindeer {pos = V2 35 133, dir = W},Reindeer {pos = V2 35 134, dir = W},Reindeer {pos = V2 35 135, dir = W},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos = V2 66 139, dir = N},Reindeer {pos = V2 67 139, dir = N},Reindeer {pos = V2 67 139, dir = E},Reindeer {pos = V2 67 138, dir = E},Reindeer {pos = V2 67 137, dir = E},Reindeer {pos = V2 67 136, dir = E},Reindeer {pos = V2 67 135, dir = E},Reindeer {pos = V2 67 134, dir = E},Reindeer {pos = V2 67 133, dir = E},Reindeer {pos = V2 67 133, dir = N},Reindeer {pos = V2 68 133, dir = N},Reindeer {pos = V2 69 133, dir = N},Reindeer {pos = V2 70 133, dir = N},Reindeer {pos = V2 71 133, dir = N},Reindeer {pos = V2 72 133, dir = N},Reindeer {pos = V2 73 133, dir = N},Reindeer {pos = V2 74 133, dir = N},Reindeer {pos = V2 75 133, dir = N},Reindeer {pos = V2 75 133, dir = E},Reindeer {pos = V2 75 132, dir = E},Reindeer {pos = V2 75 131, dir = E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 133, dir = S},Reindeer {pos = V2 118 133, dir = S},Reindeer {pos = V2 117 133, dir = S},Reindeer {pos = V2 117 133, dir = W},Reindeer {pos = V2 117 134, dir = W},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = 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135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos 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135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir 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V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = 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V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = 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{pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir 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N},Reindeer {pos = V2 28 133, dir = N},Reindeer {pos = V2 29 133, dir = N},Reindeer {pos = V2 30 133, dir = N},Reindeer {pos = V2 31 133, dir = N},Reindeer {pos = V2 32 133, dir = N},Reindeer {pos = V2 33 133, dir = N},Reindeer {pos = V2 33 133, dir = W},Reindeer {pos = V2 33 134, dir = W},Reindeer {pos = V2 33 135, dir = W},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos = V2 66 139, dir = N},Reindeer {pos = V2 67 139, dir = N},Reindeer {pos = V2 67 139, dir = E},Reindeer {pos = V2 67 138, dir = E},Reindeer {pos = V2 67 137, dir = E},Reindeer {pos = V2 67 136, dir = E},Reindeer {pos = V2 67 135, dir = E},Reindeer {pos 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135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir 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E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 136, dir = W},Reindeer {pos = V2 119 137, dir = W},Reindeer {pos = V2 119 137, dir = S},Reindeer {pos = V2 118 137, dir = S},Reindeer {pos = V2 117 137, dir = S},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir 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dir = W},Reindeer {pos = V2 33 134, dir = W},Reindeer {pos = V2 33 135, dir = W},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 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105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = 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W},Reindeer {pos = V2 119 136, dir = W},Reindeer {pos = V2 119 137, dir = W},Reindeer {pos = V2 119 137, dir = S},Reindeer {pos = V2 118 137, dir = S},Reindeer {pos = V2 117 137, dir = S},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = 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E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir 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135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos 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E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = 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V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 22 133, dir = N},Reindeer {pos = V2 23 133, dir = N},Reindeer {pos = V2 24 133, dir = N},Reindeer {pos = V2 25 133, dir = N},Reindeer {pos = V2 26 133, dir = N},Reindeer {pos = V2 27 133, dir = N},Reindeer {pos = V2 28 133, dir = N},Reindeer {pos = V2 29 133, dir = N},Reindeer {pos = V2 30 133, dir = N},Reindeer {pos = V2 31 133, dir = N},Reindeer {pos = V2 32 133, dir = N},Reindeer {pos = V2 33 133, dir = N},Reindeer {pos = V2 33 133, dir = W},Reindeer {pos = V2 33 134, dir = W},Reindeer {pos = V2 33 135, dir = W},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos = V2 66 139, dir = N},Reindeer {pos = V2 67 139, dir = N},Reindeer {pos = V2 67 139, dir = E},Reindeer {pos = V2 67 138, dir = E},Reindeer {pos = V2 67 137, dir = E},Reindeer {pos = V2 67 136, dir = E},Reindeer {pos = V2 67 135, dir = E},Reindeer {pos = V2 67 134, dir = E},Reindeer {pos = V2 67 133, dir = E},Reindeer {pos = V2 67 133, dir = N},Reindeer {pos = V2 68 133, dir = N},Reindeer {pos = V2 69 133, dir = N},Reindeer {pos = V2 70 133, dir = N},Reindeer {pos = V2 71 133, dir = N},Reindeer {pos = V2 72 133, dir = N},Reindeer {pos = V2 73 133, dir = N},Reindeer {pos = V2 74 133, dir = N},Reindeer {pos = V2 75 133, dir = N},Reindeer {pos = V2 75 133, dir = E},Reindeer {pos = V2 75 132, dir = E},Reindeer {pos = V2 75 131, dir = E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 135, dir = S},Reindeer {pos = V2 118 135, dir = S},Reindeer {pos = V2 117 135, dir = S},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir 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V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir 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E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = 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{pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir 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135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos 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E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = 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V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 136, dir = W},Reindeer {pos = V2 119 137, dir = W},Reindeer {pos = V2 119 137, dir = S},Reindeer {pos = V2 118 137, dir = S},Reindeer {pos = V2 117 137, dir = S},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 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V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, 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135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos 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135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir 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V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = 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74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir 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N},Reindeer {pos = V2 28 133, dir = N},Reindeer {pos = V2 29 133, dir = N},Reindeer {pos = V2 30 133, dir = N},Reindeer {pos = V2 31 133, dir = N},Reindeer {pos = V2 31 133, dir = W},Reindeer {pos = V2 31 134, dir = W},Reindeer {pos = V2 31 135, dir = W},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos = V2 66 139, dir = N},Reindeer {pos = V2 67 139, dir = N},Reindeer {pos = V2 67 139, dir = E},Reindeer {pos = V2 67 138, dir = E},Reindeer {pos = V2 67 137, dir = E},Reindeer {pos = V2 67 136, dir = E},Reindeer {pos = V2 67 135, dir = E},Reindeer {pos 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135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir 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E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 135, dir = S},Reindeer {pos = V2 118 135, dir = S},Reindeer {pos = V2 117 135, dir = S},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = 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E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = 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85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir 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dir = W},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 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N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 135, dir = S},Reindeer {pos = V2 118 135, dir = S},Reindeer {pos = V2 117 135, dir = S},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 22 133, dir = N},Reindeer {pos = V2 23 133, dir = N},Reindeer {pos = V2 24 133, dir = N},Reindeer {pos = V2 25 133, dir = N},Reindeer {pos = V2 26 133, dir = N},Reindeer {pos = V2 27 133, dir = N},Reindeer {pos = V2 28 133, dir = N},Reindeer {pos = V2 29 133, dir = N},Reindeer {pos = V2 30 133, dir = N},Reindeer {pos = V2 31 133, dir = N},Reindeer {pos = V2 31 133, dir = W},Reindeer {pos = V2 31 134, dir = W},Reindeer {pos = V2 31 135, dir = W},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos 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E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 133, dir = S},Reindeer {pos = V2 118 133, dir = S},Reindeer {pos = V2 117 133, dir = S},Reindeer {pos = V2 117 133, dir = W},Reindeer {pos = V2 117 134, dir = W},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = 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V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 22 133, dir = N},Reindeer {pos = V2 23 133, dir = N},Reindeer {pos = V2 24 133, dir = N},Reindeer {pos = V2 25 133, dir = N},Reindeer {pos = V2 26 133, dir = N},Reindeer {pos = V2 27 133, dir = N},Reindeer {pos = V2 28 133, dir = N},Reindeer {pos = V2 29 133, dir = N},Reindeer {pos = V2 30 133, dir = N},Reindeer {pos = V2 31 133, dir = N},Reindeer {pos = V2 31 133, dir = W},Reindeer {pos = V2 31 134, dir = W},Reindeer {pos = V2 31 135, dir = W},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos 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135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir 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74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = 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{pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir 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135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos = V2 66 139, dir = N},Reindeer {pos = V2 67 139, dir = N},Reindeer {pos = V2 67 139, dir = E},Reindeer {pos = V2 67 138, dir = E},Reindeer {pos = V2 67 137, dir = E},Reindeer {pos = V2 67 136, dir = E},Reindeer {pos = V2 67 135, dir = E},Reindeer {pos 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N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 136, dir = W},Reindeer {pos = V2 119 137, dir = W},Reindeer {pos = V2 119 137, dir = S},Reindeer {pos = V2 118 137, dir = S},Reindeer {pos = V2 117 137, dir = S},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 22 133, dir = N},Reindeer {pos = V2 23 133, dir = N},Reindeer {pos = V2 24 133, dir = N},Reindeer {pos = V2 25 133, dir = N},Reindeer {pos = V2 26 133, dir = N},Reindeer {pos = V2 27 133, dir = N},Reindeer {pos = V2 28 133, dir = N},Reindeer {pos = V2 29 133, dir = N},Reindeer {pos = V2 29 133, dir = W},Reindeer {pos = V2 29 134, dir = W},Reindeer {pos = V2 29 135, dir = W},Reindeer {pos = V2 29 135, dir = N},Reindeer {pos = V2 30 135, dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos = V2 66 139, dir = N},Reindeer {pos = V2 67 139, dir = N},Reindeer {pos = V2 67 139, dir = E},Reindeer {pos = V2 67 138, dir = E},Reindeer {pos = V2 67 137, dir = E},Reindeer {pos = V2 67 136, dir = E},Reindeer {pos = V2 67 135, dir = E},Reindeer {pos = V2 67 134, dir = E},Reindeer {pos = V2 67 133, dir = E},Reindeer {pos = V2 67 133, dir = N},Reindeer {pos = V2 68 133, dir = N},Reindeer {pos = V2 69 133, dir = N},Reindeer {pos = V2 70 133, dir = N},Reindeer {pos = V2 71 133, dir = N},Reindeer {pos = V2 72 133, dir = N},Reindeer {pos = V2 73 133, dir = N},Reindeer {pos = V2 74 133, dir = N},Reindeer {pos = V2 75 133, dir = N},Reindeer {pos = V2 75 133, dir = E},Reindeer {pos = V2 75 132, dir = E},Reindeer {pos = V2 75 131, dir = E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 136, dir = W},Reindeer {pos = V2 119 137, dir = W},Reindeer {pos = V2 119 137, dir = S},Reindeer {pos = V2 118 137, dir = S},Reindeer {pos = V2 117 137, dir = S},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 22 133, dir = N},Reindeer {pos = V2 23 133, dir = N},Reindeer {pos = V2 24 133, dir = N},Reindeer {pos = V2 25 133, dir = N},Reindeer {pos = V2 26 133, dir = N},Reindeer {pos = V2 27 133, dir = N},Reindeer {pos = V2 28 133, dir = N},Reindeer {pos = V2 29 133, dir = N},Reindeer {pos = V2 29 133, dir = W},Reindeer {pos = V2 29 134, dir = W},Reindeer {pos = V2 29 135, dir = W},Reindeer {pos = V2 29 135, dir = N},Reindeer {pos = V2 30 135, dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos 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E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = 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V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 135, dir = S},Reindeer {pos = V2 118 135, dir = S},Reindeer {pos = V2 117 135, dir = S},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, 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135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir 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74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = 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E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir 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V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir 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dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 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N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = 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E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 22 133, dir = N},Reindeer {pos = V2 23 133, dir = N},Reindeer {pos = V2 24 133, dir = N},Reindeer {pos = V2 25 133, dir = N},Reindeer {pos = V2 25 133, dir = W},Reindeer {pos = V2 25 134, dir = W},Reindeer {pos = V2 25 135, dir = W},Reindeer {pos = V2 25 135, dir = N},Reindeer {pos = V2 26 135, dir = N},Reindeer {pos = V2 27 135, dir = N},Reindeer {pos = V2 28 135, dir = N},Reindeer {pos = V2 29 135, dir = N},Reindeer {pos = V2 30 135, dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos = V2 66 139, dir = N},Reindeer {pos = V2 67 139, dir = N},Reindeer {pos = V2 67 139, dir = E},Reindeer {pos = V2 67 138, dir = E},Reindeer {pos = V2 67 137, dir = E},Reindeer {pos = V2 67 136, dir = E},Reindeer {pos = V2 67 135, dir = E},Reindeer {pos = V2 67 134, dir = E},Reindeer {pos = V2 67 133, dir = E},Reindeer {pos = V2 67 133, dir = N},Reindeer {pos = V2 68 133, dir = N},Reindeer {pos = V2 69 133, dir = N},Reindeer {pos = V2 70 133, dir = N},Reindeer {pos = V2 71 133, dir = N},Reindeer {pos = V2 72 133, dir = N},Reindeer {pos = V2 73 133, dir = N},Reindeer {pos = V2 74 133, dir = N},Reindeer {pos = V2 75 133, dir = N},Reindeer {pos = V2 75 133, dir = E},Reindeer {pos = V2 75 132, dir = E},Reindeer {pos = V2 75 131, dir = E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 136, dir = W},Reindeer {pos = V2 119 137, dir = W},Reindeer {pos = V2 119 137, dir = S},Reindeer {pos = V2 118 137, dir = S},Reindeer {pos = V2 117 137, dir = S},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 22 133, dir = N},Reindeer {pos = V2 23 133, dir = N},Reindeer {pos = V2 24 133, dir = N},Reindeer {pos = V2 25 133, dir = N},Reindeer {pos = V2 25 133, dir = W},Reindeer {pos = V2 25 134, dir = W},Reindeer {pos = V2 25 135, dir = W},Reindeer {pos = V2 25 135, dir = N},Reindeer {pos = V2 26 135, dir = N},Reindeer {pos = V2 27 135, dir = N},Reindeer {pos = V2 28 135, dir = N},Reindeer {pos = V2 29 135, dir = N},Reindeer {pos = V2 30 135, dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos 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135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir 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V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 136, dir = W},Reindeer {pos = V2 119 137, dir = W},Reindeer {pos = V2 119 137, dir = S},Reindeer {pos = V2 118 137, dir = S},Reindeer {pos = V2 117 137, dir = S},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir 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W},Reindeer {pos = V2 25 135, dir = W},Reindeer {pos = V2 25 135, dir = N},Reindeer {pos = V2 26 135, dir = N},Reindeer {pos = V2 27 135, dir = N},Reindeer {pos = V2 28 135, dir = N},Reindeer {pos = V2 29 135, dir = N},Reindeer {pos = V2 30 135, dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos = V2 66 139, dir = N},Reindeer {pos = V2 67 139, dir = N},Reindeer {pos = V2 67 139, dir = E},Reindeer {pos = V2 67 138, dir = E},Reindeer {pos = V2 67 137, dir = E},Reindeer {pos = V2 67 136, dir = E},Reindeer {pos = V2 67 135, dir = E},Reindeer {pos 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135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 135, dir = S},Reindeer {pos = V2 118 135, dir = S},Reindeer {pos = V2 117 135, dir = S},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir 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dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 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{pos = V2 72 133, dir = N},Reindeer {pos = V2 73 133, dir = N},Reindeer {pos = V2 74 133, dir = N},Reindeer {pos = V2 75 133, dir = N},Reindeer {pos = V2 75 133, dir = E},Reindeer {pos = V2 75 132, dir = E},Reindeer {pos = V2 75 131, dir = E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 135, dir = S},Reindeer {pos = V2 118 135, dir = S},Reindeer {pos = V2 117 135, dir = S},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 22 133, dir = N},Reindeer {pos = V2 23 133, dir = N},Reindeer {pos = V2 24 133, dir = N},Reindeer {pos = V2 25 133, dir = N},Reindeer {pos = V2 25 133, dir = W},Reindeer {pos = V2 25 134, dir = W},Reindeer {pos = V2 25 135, dir = W},Reindeer {pos = V2 25 135, dir = N},Reindeer {pos = V2 26 135, dir = N},Reindeer {pos = V2 27 135, dir = N},Reindeer {pos = V2 28 135, dir = N},Reindeer {pos = V2 29 135, dir = N},Reindeer {pos = V2 30 135, dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos = V2 66 139, dir = N},Reindeer {pos = V2 67 139, dir = N},Reindeer {pos = V2 67 139, dir = E},Reindeer {pos = V2 67 138, dir = E},Reindeer {pos = V2 67 137, dir = E},Reindeer {pos = V2 67 136, dir = E},Reindeer {pos = V2 67 135, dir = E},Reindeer {pos = V2 67 134, dir = E},Reindeer {pos = V2 67 133, dir = E},Reindeer {pos = V2 67 133, dir = N},Reindeer {pos = V2 68 133, dir = N},Reindeer {pos = V2 69 133, dir = N},Reindeer {pos = V2 70 133, dir = N},Reindeer {pos = V2 71 133, dir = N},Reindeer {pos = V2 72 133, dir = N},Reindeer {pos = V2 73 133, dir = N},Reindeer {pos = V2 74 133, dir = N},Reindeer {pos = V2 75 133, dir = N},Reindeer {pos = V2 75 133, dir = E},Reindeer {pos = V2 75 132, dir = E},Reindeer {pos = V2 75 131, dir = E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = 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V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 22 133, dir = N},Reindeer {pos = V2 23 133, dir = N},Reindeer {pos = V2 24 133, dir = N},Reindeer {pos = V2 25 133, dir = N},Reindeer {pos = V2 25 133, dir = W},Reindeer {pos = V2 25 134, dir = W},Reindeer {pos = V2 25 135, dir = W},Reindeer {pos = V2 25 135, dir = N},Reindeer {pos = V2 26 135, dir = N},Reindeer {pos = V2 27 135, dir = N},Reindeer {pos = V2 28 135, dir = N},Reindeer {pos = V2 29 135, dir = N},Reindeer {pos = V2 30 135, dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos = V2 66 139, dir = N},Reindeer {pos = V2 67 139, dir = N},Reindeer {pos = V2 67 139, dir = E},Reindeer {pos = V2 67 138, dir = E},Reindeer {pos = V2 67 137, dir = E},Reindeer {pos = V2 67 136, dir = E},Reindeer {pos = V2 67 135, dir = E},Reindeer {pos = V2 67 134, dir = E},Reindeer {pos = V2 67 133, dir = E},Reindeer {pos = V2 67 133, dir = N},Reindeer {pos = V2 68 133, dir = N},Reindeer {pos = V2 69 133, dir = N},Reindeer {pos = V2 70 133, dir = N},Reindeer {pos = V2 71 133, dir = N},Reindeer {pos = V2 72 133, dir = N},Reindeer {pos = V2 73 133, dir = N},Reindeer {pos = V2 74 133, dir = N},Reindeer {pos = V2 75 133, dir = N},Reindeer {pos = V2 75 133, dir = E},Reindeer {pos = V2 75 132, dir = E},Reindeer {pos = V2 75 131, dir = E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir = E},Reindeer {pos = V2 97 127, dir = E},Reindeer {pos = V2 97 127, dir = N},Reindeer {pos = V2 98 127, dir = N},Reindeer {pos = V2 99 127, dir = N},Reindeer {pos = V2 99 127, dir = E},Reindeer {pos = V2 99 126, dir = E},Reindeer {pos = V2 99 125, dir = E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 133, dir = S},Reindeer {pos = V2 118 133, dir = S},Reindeer {pos = V2 117 133, dir = S},Reindeer {pos = V2 117 133, dir = W},Reindeer {pos = V2 117 134, dir = W},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir 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E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = 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V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer 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23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir 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{pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 21 133, dir = W},Reindeer {pos = V2 21 134, dir = W},Reindeer {pos = V2 21 135, dir = W},Reindeer {pos = V2 21 135, dir = N},Reindeer {pos = V2 22 135, dir = N},Reindeer {pos = V2 23 135, dir = N},Reindeer {pos = V2 24 135, dir = N},Reindeer {pos = V2 25 135, dir = N},Reindeer {pos = V2 26 135, dir = N},Reindeer {pos = V2 27 135, dir = N},Reindeer {pos = V2 28 135, dir = N},Reindeer {pos = V2 29 135, dir = N},Reindeer {pos = V2 30 135, dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos 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E},Reindeer {pos = V2 75 131, dir = N},Reindeer {pos = V2 76 131, dir = N},Reindeer {pos = V2 77 131, dir = N},Reindeer {pos = V2 77 131, dir = W},Reindeer {pos = V2 77 132, dir = W},Reindeer {pos = V2 77 133, dir = W},Reindeer {pos = V2 77 134, dir = W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = 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V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 135, dir = S},Reindeer {pos = V2 118 135, dir = S},Reindeer {pos = V2 117 135, dir = S},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir = N},Reindeer {pos = V2 7 133, dir = N},Reindeer {pos = V2 8 133, dir = N},Reindeer {pos = V2 9 133, dir = N},Reindeer {pos = V2 10 133, dir = N},Reindeer {pos = V2 11 133, dir = N},Reindeer {pos = V2 12 133, dir = N},Reindeer {pos = V2 13 133, dir = N},Reindeer {pos = V2 14 133, dir = N},Reindeer {pos = V2 15 133, dir = N},Reindeer {pos = V2 16 133, dir = N},Reindeer {pos = V2 17 133, dir = N},Reindeer {pos = V2 18 133, dir = N},Reindeer {pos = V2 19 133, dir = N},Reindeer {pos = V2 20 133, dir = N},Reindeer {pos = V2 21 133, dir = N},Reindeer {pos = V2 21 133, dir = W},Reindeer {pos = V2 21 134, dir = W},Reindeer {pos = V2 21 135, dir = W},Reindeer {pos = V2 21 135, dir = N},Reindeer {pos = V2 22 135, dir = N},Reindeer {pos = V2 23 135, dir = N},Reindeer {pos = V2 24 135, dir = N},Reindeer {pos = V2 25 135, dir = N},Reindeer {pos = V2 26 135, dir = N},Reindeer {pos = V2 27 135, dir = N},Reindeer {pos = V2 28 135, dir = N},Reindeer {pos = V2 29 135, dir = N},Reindeer {pos = V2 30 135, dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos 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W},Reindeer {pos = V2 77 135, dir = W},Reindeer {pos = V2 77 136, dir = W},Reindeer {pos = V2 77 137, dir = W},Reindeer {pos = V2 77 138, dir = W},Reindeer {pos = V2 77 139, dir = W},Reindeer {pos = V2 77 139, dir = N},Reindeer {pos = V2 78 139, dir = N},Reindeer {pos = V2 79 139, dir = N},Reindeer {pos = V2 80 139, dir = N},Reindeer {pos = V2 81 139, dir = N},Reindeer {pos = V2 82 139, dir = N},Reindeer {pos = V2 83 139, dir = N},Reindeer {pos = V2 83 139, dir = E},Reindeer {pos = V2 83 138, dir = E},Reindeer {pos = V2 83 137, dir = E},Reindeer {pos = V2 83 137, dir = N},Reindeer {pos = V2 84 137, dir = N},Reindeer {pos = V2 85 137, dir = N},Reindeer {pos = V2 86 137, dir = N},Reindeer {pos = V2 87 137, dir = N},Reindeer {pos = V2 87 137, dir = E},Reindeer {pos = V2 87 136, dir = E},Reindeer {pos = V2 87 135, dir = E},Reindeer {pos = V2 87 135, dir = N},Reindeer {pos = V2 88 135, dir = N},Reindeer {pos = V2 89 135, dir = N},Reindeer {pos = V2 90 135, dir = N},Reindeer {pos = V2 91 135, dir = N},Reindeer {pos = V2 92 135, dir = N},Reindeer {pos = V2 93 135, dir = N},Reindeer {pos = V2 94 135, dir = N},Reindeer {pos = V2 95 135, dir = N},Reindeer {pos = V2 96 135, dir = N},Reindeer {pos = V2 97 135, dir = N},Reindeer {pos = V2 98 135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir 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V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 134, dir = W},Reindeer {pos = V2 119 135, dir = W},Reindeer {pos = V2 119 135, dir = S},Reindeer {pos = V2 118 135, dir = S},Reindeer {pos = V2 117 135, dir = S},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir 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N},Reindeer {pos = V2 24 135, dir = N},Reindeer {pos = V2 25 135, dir = N},Reindeer {pos = V2 26 135, dir = N},Reindeer {pos = V2 27 135, dir = N},Reindeer {pos = V2 28 135, dir = N},Reindeer {pos = V2 29 135, dir = N},Reindeer {pos = V2 30 135, dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 58 135, dir = N},Reindeer {pos = V2 59 135, dir = N},Reindeer {pos = V2 60 135, dir = N},Reindeer {pos = V2 61 135, dir = N},Reindeer {pos = V2 61 135, dir = W},Reindeer {pos = V2 61 136, dir = W},Reindeer {pos = V2 61 137, dir = W},Reindeer {pos = V2 61 138, dir = W},Reindeer {pos = V2 61 139, dir = W},Reindeer {pos = V2 61 139, dir = N},Reindeer {pos = V2 62 139, dir = N},Reindeer {pos = V2 63 139, dir = N},Reindeer {pos = V2 64 139, dir = N},Reindeer {pos = V2 65 139, dir = N},Reindeer {pos = V2 66 139, dir = N},Reindeer {pos = V2 67 139, dir = N},Reindeer {pos = V2 67 139, dir = E},Reindeer {pos = V2 67 138, dir = E},Reindeer {pos = V2 67 137, dir = E},Reindeer {pos = V2 67 136, dir = E},Reindeer {pos = V2 67 135, dir = E},Reindeer {pos 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135, dir = N},Reindeer {pos = V2 99 135, dir = N},Reindeer {pos = V2 100 135, dir = N},Reindeer {pos = V2 101 135, dir = N},Reindeer {pos = V2 102 135, dir = N},Reindeer {pos = V2 103 135, dir = N},Reindeer {pos = V2 104 135, dir = N},Reindeer {pos = V2 105 135, dir = N},Reindeer {pos = V2 105 135, dir = E},Reindeer {pos = V2 105 134, dir = E},Reindeer {pos = V2 105 133, dir = E},Reindeer {pos = V2 105 133, dir = S},Reindeer {pos = V2 104 133, dir = S},Reindeer {pos = V2 103 133, dir = S},Reindeer {pos = V2 102 133, dir = S},Reindeer {pos = V2 101 133, dir = S},Reindeer {pos = V2 101 133, dir = E},Reindeer {pos = V2 101 132, dir = E},Reindeer {pos = V2 101 131, dir = E},Reindeer {pos = V2 101 131, dir = S},Reindeer {pos = V2 100 131, dir = S},Reindeer {pos = V2 99 131, dir = S},Reindeer {pos = V2 98 131, dir = S},Reindeer {pos = V2 97 131, dir = S},Reindeer {pos = V2 97 131, dir = E},Reindeer {pos = V2 97 130, dir = E},Reindeer {pos = V2 97 129, dir = E},Reindeer {pos = V2 97 128, dir 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E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = 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N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = 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85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = N},Reindeer {pos = V2 130 25, dir = N},Reindeer {pos = V2 131 25, dir = N},Reindeer {pos = V2 131 25, dir = E},Reindeer {pos = V2 131 24, dir = E},Reindeer {pos = V2 131 23, dir = E},Reindeer {pos = V2 131 23, dir = N},Reindeer {pos = V2 132 23, dir = N},Reindeer {pos = V2 133 23, dir = N},Reindeer {pos = V2 133 23, dir = E},Reindeer {pos = V2 133 22, dir = E},Reindeer {pos = V2 133 21, dir = E},Reindeer {pos = V2 133 21, dir = S},Reindeer {pos = V2 132 21, dir = S},Reindeer {pos = V2 131 21, dir = S},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432},Agendum {current = Reindeer {pos = V2 1 139, dir = N}, trail = [Reindeer {pos = V2 1 139, dir = N},Reindeer {pos = V2 2 139, dir = N},Reindeer {pos = V2 3 139, dir = N},Reindeer {pos = V2 3 139, dir = E},Reindeer {pos = V2 3 138, dir = E},Reindeer {pos = V2 3 137, dir = E},Reindeer {pos = V2 3 137, dir = S},Reindeer {pos = V2 2 137, dir = S},Reindeer {pos = V2 1 137, dir = S},Reindeer {pos = V2 1 137, dir = E},Reindeer {pos = V2 1 136, dir = E},Reindeer {pos = V2 1 135, dir = E},Reindeer {pos = V2 1 134, dir = E},Reindeer {pos = V2 1 133, dir = E},Reindeer {pos = V2 1 133, dir = N},Reindeer {pos = V2 2 133, dir = N},Reindeer {pos = V2 3 133, dir = N},Reindeer {pos = V2 4 133, dir = N},Reindeer {pos = V2 5 133, dir = N},Reindeer {pos = V2 6 133, dir 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dir = N},Reindeer {pos = V2 31 135, dir = N},Reindeer {pos = V2 32 135, dir = N},Reindeer {pos = V2 33 135, dir = N},Reindeer {pos = V2 34 135, dir = N},Reindeer {pos = V2 35 135, dir = N},Reindeer {pos = V2 36 135, dir = N},Reindeer {pos = V2 37 135, dir = N},Reindeer {pos = V2 38 135, dir = N},Reindeer {pos = V2 39 135, dir = N},Reindeer {pos = V2 40 135, dir = N},Reindeer {pos = V2 41 135, dir = N},Reindeer {pos = V2 42 135, dir = N},Reindeer {pos = V2 43 135, dir = N},Reindeer {pos = V2 44 135, dir = N},Reindeer {pos = V2 45 135, dir = N},Reindeer {pos = V2 46 135, dir = N},Reindeer {pos = V2 47 135, dir = N},Reindeer {pos = V2 48 135, dir = N},Reindeer {pos = V2 49 135, dir = N},Reindeer {pos = V2 50 135, dir = N},Reindeer {pos = V2 51 135, dir = N},Reindeer {pos = V2 52 135, dir = N},Reindeer {pos = V2 53 135, dir = N},Reindeer {pos = V2 54 135, dir = N},Reindeer {pos = V2 55 135, dir = N},Reindeer {pos = V2 56 135, dir = N},Reindeer {pos = V2 57 135, dir = N},Reindeer {pos = V2 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E},Reindeer {pos = V2 99 124, dir = E},Reindeer {pos = V2 99 123, dir = E},Reindeer {pos = V2 99 123, dir = N},Reindeer {pos = V2 100 123, dir = N},Reindeer {pos = V2 101 123, dir = N},Reindeer {pos = V2 102 123, dir = N},Reindeer {pos = V2 103 123, dir = N},Reindeer {pos = V2 104 123, dir = N},Reindeer {pos = V2 105 123, dir = N},Reindeer {pos = V2 106 123, dir = N},Reindeer {pos = V2 107 123, dir = N},Reindeer {pos = V2 107 123, dir = E},Reindeer {pos = V2 107 122, dir = E},Reindeer {pos = V2 107 121, dir = E},Reindeer {pos = V2 107 120, dir = E},Reindeer {pos = V2 107 119, dir = E},Reindeer {pos = V2 107 119, dir = N},Reindeer {pos = V2 108 119, dir = N},Reindeer {pos = V2 109 119, dir = N},Reindeer {pos = V2 109 119, dir = E},Reindeer {pos = V2 109 118, dir = E},Reindeer {pos = V2 109 117, dir = E},Reindeer {pos = V2 109 117, dir = N},Reindeer {pos = V2 110 117, dir = N},Reindeer {pos = V2 111 117, dir = N},Reindeer {pos = V2 112 117, dir = N},Reindeer {pos = V2 113 117, dir = N},Reindeer {pos = V2 113 117, dir = W},Reindeer {pos = V2 113 118, dir = W},Reindeer {pos = V2 113 119, dir = W},Reindeer {pos = V2 113 119, dir = N},Reindeer {pos = V2 114 119, dir = N},Reindeer {pos = V2 115 119, dir = N},Reindeer {pos = V2 116 119, dir = N},Reindeer {pos = V2 117 119, dir = N},Reindeer {pos = V2 118 119, dir = N},Reindeer {pos = V2 119 119, dir = N},Reindeer {pos = V2 119 119, dir = W},Reindeer {pos = V2 119 120, dir = W},Reindeer {pos = V2 119 121, dir = W},Reindeer {pos = V2 119 122, dir = W},Reindeer {pos = V2 119 123, dir = W},Reindeer {pos = V2 119 124, dir = W},Reindeer {pos = V2 119 125, dir = W},Reindeer {pos = V2 119 126, dir = W},Reindeer {pos = V2 119 127, dir = W},Reindeer {pos = V2 119 128, dir = W},Reindeer {pos = V2 119 129, dir = W},Reindeer {pos = V2 119 130, dir = W},Reindeer {pos = V2 119 131, dir = W},Reindeer {pos = V2 119 132, dir = W},Reindeer {pos = V2 119 133, dir = W},Reindeer {pos = V2 119 133, dir = S},Reindeer {pos = V2 118 133, dir = S},Reindeer {pos = V2 117 133, dir = S},Reindeer {pos = V2 117 133, dir = W},Reindeer {pos = V2 117 134, dir = W},Reindeer {pos = V2 117 135, dir = W},Reindeer {pos = V2 117 136, dir = W},Reindeer {pos = V2 117 137, dir = W},Reindeer {pos = V2 117 138, dir = W},Reindeer {pos = V2 117 139, dir = W},Reindeer {pos = V2 117 139, dir = N},Reindeer {pos = V2 118 139, dir = N},Reindeer {pos = V2 119 139, dir = N},Reindeer {pos = V2 120 139, dir = N},Reindeer {pos = V2 121 139, dir = N},Reindeer {pos = V2 122 139, dir = N},Reindeer {pos = V2 123 139, dir = N},Reindeer {pos = V2 124 139, dir = N},Reindeer {pos = V2 125 139, dir = N},Reindeer {pos = V2 126 139, dir = N},Reindeer {pos = V2 127 139, dir = N},Reindeer {pos = V2 128 139, dir = N},Reindeer {pos = V2 129 139, dir = N},Reindeer {pos = V2 130 139, dir = N},Reindeer {pos = V2 131 139, dir = N},Reindeer {pos = V2 132 139, dir = N},Reindeer {pos = V2 133 139, dir = N},Reindeer {pos = V2 134 139, dir = N},Reindeer {pos = V2 135 139, dir = N},Reindeer {pos = V2 136 139, dir = N},Reindeer {pos = V2 137 139, dir = N},Reindeer {pos = V2 137 139, dir = E},Reindeer {pos = V2 137 138, dir = E},Reindeer {pos = V2 137 137, dir = E},Reindeer {pos = V2 137 136, dir = E},Reindeer {pos = V2 137 135, dir = E},Reindeer {pos = V2 137 134, dir = E},Reindeer {pos = V2 137 133, dir = E},Reindeer {pos = V2 137 133, dir = N},Reindeer {pos = V2 138 133, dir = N},Reindeer {pos = V2 139 133, dir = N},Reindeer {pos = V2 139 133, dir = E},Reindeer {pos = V2 139 132, dir = E},Reindeer {pos = V2 139 131, dir = E},Reindeer {pos = V2 139 130, dir = E},Reindeer {pos = V2 139 129, dir = E},Reindeer {pos = V2 139 128, dir = E},Reindeer {pos = V2 139 127, dir = E},Reindeer {pos = V2 139 126, dir = E},Reindeer {pos = V2 139 125, dir = E},Reindeer {pos = V2 139 124, dir = E},Reindeer {pos = V2 139 123, dir = E},Reindeer {pos = V2 139 122, dir = E},Reindeer {pos = V2 139 121, dir = E},Reindeer {pos = V2 139 120, dir = E},Reindeer {pos = V2 139 119, dir = E},Reindeer {pos = V2 139 118, dir = E},Reindeer {pos = V2 139 117, dir = E},Reindeer {pos = V2 139 116, dir = E},Reindeer {pos = V2 139 115, dir = E},Reindeer {pos = V2 139 114, dir = E},Reindeer {pos = V2 139 113, dir = E},Reindeer {pos = V2 139 112, dir = E},Reindeer {pos = V2 139 111, dir = E},Reindeer {pos = V2 139 110, dir = E},Reindeer {pos = V2 139 109, dir = E},Reindeer {pos = V2 139 108, dir = E},Reindeer {pos = V2 139 107, dir = E},Reindeer {pos = V2 139 106, dir = E},Reindeer {pos = V2 139 105, dir = E},Reindeer {pos = V2 139 104, dir = E},Reindeer {pos = V2 139 103, dir = E},Reindeer {pos = V2 139 102, dir = E},Reindeer {pos = V2 139 101, dir = E},Reindeer {pos = V2 139 100, dir = E},Reindeer {pos = V2 139 99, dir = E},Reindeer {pos = V2 139 98, dir = E},Reindeer {pos = V2 139 97, dir = E},Reindeer {pos = V2 139 97, dir = S},Reindeer {pos = V2 138 97, dir = S},Reindeer {pos = V2 137 97, dir = S},Reindeer {pos = V2 137 97, dir = E},Reindeer {pos = V2 137 96, dir = E},Reindeer {pos = V2 137 95, dir = E},Reindeer {pos = V2 137 95, dir = N},Reindeer {pos = V2 138 95, dir = N},Reindeer {pos = V2 139 95, dir = N},Reindeer {pos = V2 139 95, dir = E},Reindeer {pos = V2 139 94, dir = E},Reindeer {pos = V2 139 93, dir = E},Reindeer {pos = V2 139 92, dir = E},Reindeer {pos = V2 139 91, dir = E},Reindeer {pos = V2 139 91, dir = S},Reindeer {pos = V2 138 91, dir = S},Reindeer {pos = V2 137 91, dir = S},Reindeer {pos = V2 136 91, dir = S},Reindeer {pos = V2 135 91, dir = S},Reindeer {pos = V2 135 91, dir = E},Reindeer {pos = V2 135 90, dir = E},Reindeer {pos = V2 135 89, dir = E},Reindeer {pos = V2 135 88, dir = E},Reindeer {pos = V2 135 87, dir = E},Reindeer {pos = V2 135 86, dir = E},Reindeer {pos = V2 135 85, dir = E},Reindeer {pos = V2 135 84, dir = E},Reindeer {pos = V2 135 83, dir = E},Reindeer {pos = V2 135 83, dir = S},Reindeer {pos = V2 134 83, dir = S},Reindeer {pos = V2 133 83, dir = S},Reindeer {pos = V2 133 83, dir = E},Reindeer {pos = V2 133 82, dir = E},Reindeer {pos = V2 133 81, dir = E},Reindeer {pos = V2 133 81, dir = N},Reindeer {pos = V2 134 81, dir = N},Reindeer {pos = V2 135 81, dir = N},Reindeer {pos = V2 136 81, dir = N},Reindeer {pos = V2 137 81, dir = N},Reindeer {pos = V2 137 81, dir = E},Reindeer {pos = V2 137 80, dir = E},Reindeer {pos = V2 137 79, dir = E},Reindeer {pos = V2 137 78, dir = E},Reindeer {pos = V2 137 77, dir = E},Reindeer {pos = V2 137 76, dir = E},Reindeer {pos = V2 137 75, dir = E},Reindeer {pos = V2 137 74, dir = E},Reindeer {pos = V2 137 73, dir = E},Reindeer {pos = V2 137 72, dir = E},Reindeer {pos = V2 137 71, dir = E},Reindeer {pos = V2 137 70, dir = E},Reindeer {pos = V2 137 69, dir = E},Reindeer {pos = V2 137 68, dir = E},Reindeer {pos = V2 137 67, dir = E},Reindeer {pos = V2 137 66, dir = E},Reindeer {pos = V2 137 65, dir = E},Reindeer {pos = V2 137 64, dir = E},Reindeer {pos = V2 137 63, dir = E},Reindeer {pos = V2 137 63, dir = N},Reindeer {pos = V2 138 63, dir = N},Reindeer {pos = V2 139 63, dir = N},Reindeer {pos = V2 139 63, dir = E},Reindeer {pos = V2 139 62, dir = E},Reindeer {pos = V2 139 61, dir = E},Reindeer {pos = V2 139 60, dir = E},Reindeer {pos = V2 139 59, dir = E},Reindeer {pos = V2 139 58, dir = E},Reindeer {pos = V2 139 57, dir = E},Reindeer {pos = V2 139 57, dir = S},Reindeer {pos = V2 138 57, dir = S},Reindeer {pos = V2 137 57, dir = S},Reindeer {pos = V2 137 57, dir = E},Reindeer {pos = V2 137 56, dir = E},Reindeer {pos = V2 137 55, dir = E},Reindeer {pos = V2 137 55, dir = S},Reindeer {pos = V2 136 55, dir = S},Reindeer {pos = V2 135 55, dir = S},Reindeer {pos = V2 135 55, dir = W},Reindeer {pos = V2 135 56, dir = W},Reindeer {pos = V2 135 57, dir = W},Reindeer {pos = V2 135 57, dir = S},Reindeer {pos = V2 134 57, dir = S},Reindeer {pos = V2 133 57, dir = S},Reindeer {pos = V2 132 57, dir = S},Reindeer {pos = V2 131 57, dir = S},Reindeer {pos = V2 131 57, dir = E},Reindeer {pos = V2 131 56, dir = E},Reindeer {pos = V2 131 55, dir = E},Reindeer {pos = V2 131 55, dir = S},Reindeer {pos = V2 130 55, dir = S},Reindeer {pos = V2 129 55, dir = S},Reindeer {pos = V2 129 55, dir = E},Reindeer {pos = V2 129 54, dir = E},Reindeer {pos = V2 129 53, dir = E},Reindeer {pos = V2 129 52, dir = E},Reindeer {pos = V2 129 51, dir = E},Reindeer {pos = V2 129 51, dir = N},Reindeer {pos = V2 130 51, dir = N},Reindeer {pos = V2 131 51, dir = N},Reindeer {pos = V2 131 51, dir = E},Reindeer {pos = V2 131 50, dir = E},Reindeer {pos = V2 131 49, dir = E},Reindeer {pos = V2 131 49, dir = S},Reindeer {pos = V2 130 49, dir = S},Reindeer {pos = V2 129 49, dir = S},Reindeer {pos = V2 129 49, dir = E},Reindeer {pos = V2 129 48, dir = E},Reindeer {pos = V2 129 47, dir = E},Reindeer {pos = V2 129 46, dir = E},Reindeer {pos = V2 129 45, dir = E},Reindeer {pos = V2 129 44, dir = E},Reindeer {pos = V2 129 43, dir = E},Reindeer {pos = V2 129 42, dir = E},Reindeer {pos = V2 129 41, dir = E},Reindeer {pos = V2 129 40, dir = E},Reindeer {pos = V2 129 39, dir = E},Reindeer {pos = V2 129 38, dir = E},Reindeer {pos = V2 129 37, dir = E},Reindeer {pos = V2 129 36, dir = E},Reindeer {pos = V2 129 35, dir = E},Reindeer {pos = V2 129 34, dir = E},Reindeer {pos = V2 129 33, dir = E},Reindeer {pos = V2 129 32, dir = E},Reindeer {pos = V2 129 31, dir = E},Reindeer {pos = V2 129 30, dir = E},Reindeer {pos = V2 129 29, dir = E},Reindeer {pos = V2 129 28, dir = E},Reindeer {pos = V2 129 27, dir = E},Reindeer {pos = V2 129 26, dir = E},Reindeer {pos = V2 129 25, dir = E},Reindeer {pos = V2 129 25, dir = S},Reindeer {pos = V2 128 25, dir = S},Reindeer {pos = V2 127 25, dir = S},Reindeer {pos = V2 127 25, dir = E},Reindeer {pos = V2 127 24, dir = E},Reindeer {pos = V2 127 23, dir = E},Reindeer {pos = V2 127 23, dir = N},Reindeer {pos = V2 128 23, dir = N},Reindeer {pos = V2 129 23, dir = N},Reindeer {pos = V2 129 23, dir = E},Reindeer {pos = V2 129 22, dir = E},Reindeer {pos = V2 129 21, dir = E},Reindeer {pos = V2 129 21, dir = N},Reindeer {pos = V2 130 21, dir = N},Reindeer {pos = V2 131 21, dir = N},Reindeer {pos = V2 131 21, dir = E},Reindeer {pos = V2 131 20, dir = E},Reindeer {pos = V2 131 19, dir = E},Reindeer {pos = V2 131 19, dir = N},Reindeer {pos = V2 132 19, dir = N},Reindeer {pos = V2 133 19, dir = N},Reindeer {pos = V2 134 19, dir = N},Reindeer {pos = V2 135 19, dir = N},Reindeer {pos = V2 136 19, dir = N},Reindeer {pos = V2 137 19, dir = N},Reindeer {pos = V2 137 19, dir = E},Reindeer {pos = V2 137 18, dir = E},Reindeer {pos = V2 137 17, dir = E},Reindeer {pos = V2 137 16, dir = E},Reindeer {pos = V2 137 15, dir = E},Reindeer {pos = V2 137 15, dir = N},Reindeer {pos = V2 138 15, dir = N},Reindeer {pos = V2 139 15, dir = N},Reindeer {pos = V2 139 15, dir = E},Reindeer {pos = V2 139 14, dir = E},Reindeer {pos = V2 139 13, dir = E},Reindeer {pos = V2 139 13, dir = S},Reindeer {pos = V2 138 13, dir = S},Reindeer {pos = V2 137 13, dir = S},Reindeer {pos = V2 136 13, dir = S},Reindeer {pos = V2 135 13, dir = S},Reindeer {pos = V2 135 13, dir = E},Reindeer {pos = V2 135 12, dir = E},Reindeer {pos = V2 135 11, dir = E},Reindeer {pos = V2 135 11, dir = N},Reindeer {pos = V2 136 11, dir = N},Reindeer {pos = V2 137 11, dir = N},Reindeer {pos = V2 137 11, dir = E},Reindeer {pos = V2 137 10, dir = E},Reindeer {pos = V2 137 9, dir = E},Reindeer {pos = V2 137 9, dir = N},Reindeer {pos = V2 138 9, dir = N},Reindeer {pos = V2 139 9, dir = N},Reindeer {pos = V2 139 9, dir = E},Reindeer {pos = V2 139 8, dir = E},Reindeer {pos = V2 139 7, dir = E},Reindeer {pos = V2 139 7, dir = S},Reindeer {pos = V2 138 7, dir = S},Reindeer {pos = V2 137 7, dir = S},Reindeer {pos = V2 137 7, dir = E},Reindeer {pos = V2 137 6, dir = E},Reindeer {pos = V2 137 5, dir = E},Reindeer {pos = V2 137 5, dir = N},Reindeer {pos = V2 138 5, dir = N},Reindeer {pos = V2 139 5, dir = N},Reindeer {pos = V2 139 5, dir = E},Reindeer {pos = V2 139 4, dir = E},Reindeer {pos = V2 139 3, dir = E},Reindeer {pos = V2 139 2, dir = E}], cost = 83432}]
-83432
-466

diff --git a/advent12/Main.hs b/advent12/Main.hs
index bafb885ab6dd243b5c479a830f85f83ec91254d4..f956560e7ed19944ad49c6b736bf5b374964eb78 100644 (file)
--- a/advent12/Main.hs
+++ b/advent12/Main.hs
@@ -1,14 +1,15 @@
 -- Writeup at https://work.njae.me.uk/2024/12/12/advent-of-code-2024-day-12/
+-- Optimisation described in https://work.njae.me.uk/2025/01/02/optimising-haskell-joy-of-profiling/
 
 import AoC
 import Linear
--- import qualified Data.Set as S
+import qualified Data.Set as S
 import qualified Data.Map.Strict as M
 import Data.Map.Strict ((!))
-import Data.List (foldl', nub)
+-- import Data.List (foldl', nub)
 
 type Position = V2 Int -- r, c
-data Plot = Plot { pos :: Position, plant :: Char, fenceLength :: Int }
+data Plot = Plot { pos :: Position, plant :: Char }
   deriving (Show, Eq, Ord)
 
 type Region = [Plot]
@@ -49,8 +50,10 @@ class Ord a => Joinable a where
   merge uf = foldl' mergeItem uf $ M.keys uf
 
   mergeItem :: UFind a -> a -> UFind a
-  mergeItem uf x = foldl' (\u y -> join u x y) uf nbrs
-    where nbrs = filter (meets x) $ M.keys uf
+  mergeItem uf x = {-# SCC mergeItemFold #-} foldl' (\u y -> join u x y) uf nbrs
+    -- where nbrs = {-# SCC mergeItemFilter #-} filter (`elem` (adjacents x)) $ M.keys uf
+    where nbrs = {-# SCC mergeItemFilter #-} M.keys $ M.restrictKeys uf $ S.fromList $ adjacents x
+   
 
   exemplars :: UFind a -> [a]
   exemplars uf = filter (\x -> x == exemplar uf x) $ M.keys uf
@@ -60,18 +63,16 @@ class Ord a => Joinable a where
     where es = exemplars uf
           go e = filter (\x -> exemplar uf x == e) $ M.keys uf
 
-  meets :: a -> a -> Bool
+  adjacents :: a -> [a]
 
 instance Joinable Plot where
-  meets plot1 plot2 = 
-    plot1.pos `elem` neighbours plot2.pos && plot1.plant == plot2.plant
+  adjacents plot = fmap (\p -> plot { pos = p }) $ neighbours $ pos plot
 
 instance Joinable SideFragment where
-  meets (SideFragment p1 T) (SideFragment p2 T) = p1 `elem` neighboursH p2
-  meets (SideFragment p1 B) (SideFragment p2 B) = p1 `elem` neighboursH p2
-  meets (SideFragment p1 L) (SideFragment p2 L) = p1 `elem` neighboursV p2
-  meets (SideFragment p1 R) (SideFragment p2 R) = p1 `elem` neighboursV p2
-  meets _ _ = False
+  adjacents (SideFragment p T) = fmap (\p' -> SideFragment p' T) $ neighboursH p
+  adjacents (SideFragment p B) = fmap (\p' -> SideFragment p' B) $ neighboursH p
+  adjacents (SideFragment p L) = fmap (\p' -> SideFragment p' L) $ neighboursV p
+  adjacents (SideFragment p R) = fmap (\p' -> SideFragment p' R) $ neighboursV p
 
 main :: IO ()
 main = 
@@ -79,8 +80,8 @@ main =
       text <- readFile dataFileName
       let field = mkField text
       -- print field
-      let fenceField = fmap (findFenceLength field) field
-      let regionsU = findRegions fenceField
+      -- let fenceField = field -- fmap (findFenceLength field) field
+      let regionsU = findRegions field
       -- print $ regionsU
       -- print $ exemplars regionsU
       -- let regions = distinctSets regionsU
@@ -106,7 +107,7 @@ part2 regionsU = sum $ zipWith bulkFenceCost regions regionSideCounts
         regionSideCounts = fmap (length . findSides) regionSides
 
 perimeter :: Region -> Int
-perimeter region = sum $ fmap fenceLength region
+perimeter region = sum $ fmap (fenceLength region) region
 
 fenceCost :: Region -> Int
 fenceCost region = (perimeter region) * (length region)
@@ -114,7 +115,6 @@ fenceCost region = (perimeter region) * (length region)
 bulkFenceCost :: Region -> Int -> Int
 bulkFenceCost region nSides = (length region) * nSides
 
-
 findRegions :: Region -> UFind Plot
 findRegions field = merge $ ufStart field
 
@@ -133,9 +133,9 @@ plotSides region plot =
         sideP L = plot.pos + V2 0 (-1)
         regionPoss = fmap pos region
 
-findFenceLength :: Region -> Plot -> Plot
-findFenceLength region plot = plot { fenceLength = 4 - (length nbrs) }
-  where nbrs = filter (meets plot) region
+fenceLength :: Region -> Plot -> Int
+fenceLength region plot = 4 - (length nbrs)
+  where nbrs = filter (`elem` (adjacents plot)) region
 
 neighbours, neighboursH, neighboursV :: Position -> [Position]
 neighboursH (V2 r c) = [V2 r (c-1), V2 r (c+1)]
@@ -147,7 +147,7 @@ mkField text = plots
   where rows = lines text
         rMax = length rows - 1
         cMax = (length $ head rows) - 1
-        plots =  [ Plot { plant = rows !! r !! c, pos = V2 r c, fenceLength = 4 }
+        plots =  [ Plot { plant = rows !! r !! c, pos = V2 r c } 
                  | r <- [0..rMax], c <- [0..cMax]
                  ]
 

diff --git a/advent12/MainAdjacent.hs b/advent12/MainAdjacent.hs
new file mode 100644 (file)
index 0000000..fab17c2
--- /dev/null
+++ b/advent12/MainAdjacent.hs
@@ -0,0 +1,153 @@
+-- Writeup at https://work.njae.me.uk/2024/12/12/advent-of-code-2024-day-12/
+-- Optimisation described in https://work.njae.me.uk/2025/01/02/optimising-haskell-joy-of-profiling/
+
+import AoC
+import Linear
+-- import qualified Data.Set as S
+import qualified Data.Map.Strict as M
+import Data.Map.Strict ((!))
+-- import Data.List (foldl', nub)
+
+type Position = V2 Int -- r, c
+data Plot = Plot { pos :: Position, plant :: Char }
+  deriving (Show, Eq, Ord)
+
+type Region = [Plot]
+
+data Facing = T | R | B | L deriving (Show, Eq, Ord)
+data SideFragment = SideFragment Position Facing 
+  deriving (Show, Eq, Ord)
+type Side = [SideFragment]
+
+data UFElement a = UFElement a Int -- the rank
+  deriving (Show, Eq, Ord)
+
+type UFind a = M.Map a (UFElement a)
+
+class Ord a => Joinable a where
+  ufStart :: [a] -> UFind a
+  ufStart xs = M.fromList [(x, UFElement x 0) | x <- xs]
+
+  exemplar :: UFind a -> a -> a
+  exemplar uf x 
+    | x == parent = x
+    | otherwise = exemplar uf parent
+    where UFElement parent _ = uf ! x
+
+  join :: UFind a -> a -> a -> UFind a
+  join uf x y
+    | x' == y' = uf
+    | rankX < rankY = M.insert x' (UFElement y' rankX) uf
+    | rankX > rankY = M.insert y' (UFElement x' rankY) uf
+    | otherwise = M.insert y' (UFElement x' rankY) $ M.insert x' newRoot uf
+    where x' = exemplar uf x
+          y' = exemplar uf y
+          UFElement _ rankX = uf ! x'
+          UFElement _ rankY = uf ! y'
+          newRoot = UFElement x' (rankX + 1)
+
+  merge :: UFind a -> UFind a
+  merge uf = foldl' mergeItem uf $ M.keys uf
+
+  mergeItem :: UFind a -> a -> UFind a
+  mergeItem uf x = {-# SCC mergeItemFold #-} foldl' (\u y -> join u x y) uf nbrs
+    where nbrs = {-# SCC mergeItemFilter #-} filter (`elem` (adjacents x)) $ M.keys uf
+    -- where nbrs = {-# SCC mergeItemFilter #-} M.keys $ M.restrictKeys uf $ S.fromList $ adjacents x
+   
+
+  exemplars :: UFind a -> [a]
+  exemplars uf = filter (\x -> x == exemplar uf x) $ M.keys uf
+
+  distinctSets :: UFind a -> [[a]]
+  distinctSets uf = fmap go es
+    where es = exemplars uf
+          go e = filter (\x -> exemplar uf x == e) $ M.keys uf
+
+  adjacents :: a -> [a]
+
+instance Joinable Plot where
+  adjacents plot = fmap (\p -> plot { pos = p }) $ neighbours $ pos plot
+
+instance Joinable SideFragment where
+  adjacents (SideFragment p T) = fmap (\p' -> SideFragment p' T) $ neighboursH p
+  adjacents (SideFragment p B) = fmap (\p' -> SideFragment p' B) $ neighboursH p
+  adjacents (SideFragment p L) = fmap (\p' -> SideFragment p' L) $ neighboursV p
+  adjacents (SideFragment p R) = fmap (\p' -> SideFragment p' R) $ neighboursV p
+
+main :: IO ()
+main = 
+  do  dataFileName <- getDataFileName
+      text <- readFile dataFileName
+      let field = mkField text
+      -- print field
+      -- let fenceField = field -- fmap (findFenceLength field) field
+      let regionsU = findRegions field
+      -- print $ regionsU
+      -- print $ exemplars regionsU
+      -- let regions = distinctSets regionsU
+      -- print regions
+      -- print $ fmap fenceCost regions
+      print $ part1 regionsU
+      -- print $ fmap sideFragments regions
+      -- let allSides =  fmap sidesOfRegion regions
+      -- print allSides
+      -- print $ fmap (fmap S.size) allSides
+      -- print $ fmap bulkFenceCost regions
+      print $ part2 regionsU
+
+part1, part2 :: UFind Plot -> Int
+part1 regions = sum $ fmap fenceCost $ distinctSets regions
+
+
+-- part2 :: UFind Plot -> Int
+part2 regionsU = sum $ zipWith bulkFenceCost regions regionSideCounts
+  where regions = distinctSets regionsU
+        regionSides = fmap sideFragments regions
+        findSides r = exemplars $ merge $ ufStart r
+        regionSideCounts = fmap (length . findSides) regionSides
+
+perimeter :: Region -> Int
+perimeter region = sum $ fmap (fenceLength region) region
+
+fenceCost :: Region -> Int
+fenceCost region = (perimeter region) * (length region)
+
+bulkFenceCost :: Region -> Int -> Int
+bulkFenceCost region nSides = (length region) * nSides
+
+findRegions :: Region -> UFind Plot
+findRegions field = merge $ ufStart field
+
+sideFragments :: Region -> Side
+sideFragments region = concatMap (plotSides region) region
+
+plotSides :: Region -> Plot -> Side
+plotSides region plot = 
+  [ SideFragment plot.pos f 
+  | f <- [T, R, B, L]
+  , (sideP f) `notElem` regionPoss
+  ]
+  where sideP T = plot.pos + V2 (-1) 0
+        sideP R = plot.pos + V2 0 1
+        sideP B = plot.pos + V2 1 0
+        sideP L = plot.pos + V2 0 (-1)
+        regionPoss = fmap pos region
+
+fenceLength :: Region -> Plot -> Int
+fenceLength region plot = 4 - (length nbrs)
+  where nbrs = filter (`elem` (adjacents plot)) region
+
+neighbours, neighboursH, neighboursV :: Position -> [Position]
+neighboursH (V2 r c) = [V2 r (c-1), V2 r (c+1)]
+neighboursV (V2 r c) = [V2 (r-1) c, V2 (r+1) c]
+neighbours here = neighboursH here ++ neighboursV here
+
+mkField :: String -> Region
+mkField text = plots
+  where rows = lines text
+        rMax = length rows - 1
+        cMax = (length $ head rows) - 1
+        plots =  [ Plot { plant = rows !! r !! c, pos = V2 r c } 
+                 | r <- [0..rMax], c <- [0..cMax]
+                 ]
+

diff --git a/advent12/MainNoFence.hs b/advent12/MainNoFence.hs
new file mode 100644 (file)
index 0000000..8790619
--- /dev/null
+++ b/advent12/MainNoFence.hs
@@ -0,0 +1,154 @@
+-- Writeup at https://work.njae.me.uk/2024/12/12/advent-of-code-2024-day-12/
+-- Optimisation described in https://work.njae.me.uk/2025/01/02/optimising-haskell-joy-of-profiling/
+
+import AoC
+import Linear
+-- import qualified Data.Set as S
+import qualified Data.Map.Strict as M
+import Data.Map.Strict ((!))
+-- import Data.List (foldl', nub)
+
+type Position = V2 Int -- r, c
+data Plot = Plot { pos :: Position, plant :: Char }
+  deriving (Show, Eq, Ord)
+
+type Region = [Plot]
+
+data Facing = T | R | B | L deriving (Show, Eq, Ord)
+data SideFragment = SideFragment Position Facing 
+  deriving (Show, Eq, Ord)
+type Side = [SideFragment]
+
+data UFElement a = UFElement a Int -- the rank
+  deriving (Show, Eq, Ord)
+
+type UFind a = M.Map a (UFElement a)
+
+class Ord a => Joinable a where
+  ufStart :: [a] -> UFind a
+  ufStart xs = M.fromList [(x, UFElement x 0) | x <- xs]
+
+  exemplar :: UFind a -> a -> a
+  exemplar uf x 
+    | x == parent = x
+    | otherwise = exemplar uf parent
+    where UFElement parent _ = uf ! x
+
+  join :: UFind a -> a -> a -> UFind a
+  join uf x y
+    | x' == y' = uf
+    | rankX < rankY = M.insert x' (UFElement y' rankX) uf
+    | rankX > rankY = M.insert y' (UFElement x' rankY) uf
+    | otherwise = M.insert y' (UFElement x' rankY) $ M.insert x' newRoot uf
+    where x' = exemplar uf x
+          y' = exemplar uf y
+          UFElement _ rankX = uf ! x'
+          UFElement _ rankY = uf ! y'
+          newRoot = UFElement x' (rankX + 1)
+
+  merge :: UFind a -> UFind a
+  merge uf = foldl' mergeItem uf $ M.keys uf
+
+  mergeItem :: UFind a -> a -> UFind a
+  mergeItem uf x = foldl' (\u y -> join u x y) uf nbrs
+    where nbrs = filter (meets x) $ M.keys uf
+
+  exemplars :: UFind a -> [a]
+  exemplars uf = filter (\x -> x == exemplar uf x) $ M.keys uf
+
+  distinctSets :: UFind a -> [[a]]
+  distinctSets uf = fmap go es
+    where es = exemplars uf
+          go e = filter (\x -> exemplar uf x == e) $ M.keys uf
+
+  meets :: a -> a -> Bool
+
+instance Joinable Plot where
+  meets plot1 plot2 = 
+    plot1.pos `elem` neighbours plot2.pos && plot1.plant == plot2.plant
+
+instance Joinable SideFragment where
+  meets (SideFragment p1 T) (SideFragment p2 T) = p1 `elem` neighboursH p2
+  meets (SideFragment p1 B) (SideFragment p2 B) = p1 `elem` neighboursH p2
+  meets (SideFragment p1 L) (SideFragment p2 L) = p1 `elem` neighboursV p2
+  meets (SideFragment p1 R) (SideFragment p2 R) = p1 `elem` neighboursV p2
+  meets _ _ = False
+
+main :: IO ()
+main = 
+  do  dataFileName <- getDataFileName
+      text <- readFile dataFileName
+      let field = mkField text
+      -- print field
+      -- let fenceField = fmap (findFenceLength field) field
+      let regionsU = findRegions field
+      -- print $ regionsU
+      -- print $ exemplars regionsU
+      -- let regions = distinctSets regionsU
+      -- print regions
+      -- print $ fmap fenceCost regions
+      print $ part1 regionsU
+      -- print $ fmap sideFragments regions
+      -- let allSides =  fmap sidesOfRegion regions
+      -- print allSides
+      -- print $ fmap (fmap S.size) allSides
+      -- print $ fmap bulkFenceCost regions
+      print $ part2 regionsU
+
+part1, part2 :: UFind Plot -> Int
+part1 regions = sum $ fmap fenceCost $ distinctSets regions
+
+
+-- part2 :: UFind Plot -> Int
+part2 regionsU = sum $ zipWith bulkFenceCost regions regionSideCounts
+  where regions = distinctSets regionsU
+        regionSides = fmap sideFragments regions
+        findSides r = exemplars $ merge $ ufStart r
+        regionSideCounts = fmap (length . findSides) regionSides
+
+perimeter :: Region -> Int
+perimeter region = sum $ fmap (fenceLength region) region
+
+fenceCost :: Region -> Int
+fenceCost region = (perimeter region) * (length region)
+
+bulkFenceCost :: Region -> Int -> Int
+bulkFenceCost region nSides = (length region) * nSides
+
+
+findRegions :: Region -> UFind Plot
+findRegions field = merge $ ufStart field
+
+sideFragments :: Region -> Side
+sideFragments region = concatMap (plotSides region) region
+
+plotSides :: Region -> Plot -> Side
+plotSides region plot = 
+  [ SideFragment plot.pos f 
+  | f <- [T, R, B, L]
+  , (sideP f) `notElem` regionPoss
+  ]
+  where sideP T = plot.pos + V2 (-1) 0
+        sideP R = plot.pos + V2 0 1
+        sideP B = plot.pos + V2 1 0
+        sideP L = plot.pos + V2 0 (-1)
+        regionPoss = fmap pos region
+
+fenceLength :: Region -> Plot -> Int
+fenceLength region plot = 4 - (length nbrs)
+  where nbrs = filter (meets plot) region
+
+neighbours, neighboursH, neighboursV :: Position -> [Position]
+neighboursH (V2 r c) = [V2 r (c-1), V2 r (c+1)]
+neighboursV (V2 r c) = [V2 (r-1) c, V2 (r+1) c]
+neighbours here = neighboursH here ++ neighboursV here
+
+mkField :: String -> Region
+mkField text = plots
+  where rows = lines text
+        rMax = length rows - 1
+        cMax = (length $ head rows) - 1
+        plots =  [ Plot { plant = rows !! r !! c, pos = V2 r c }
+                 | r <- [0..rMax], c <- [0..cMax]
+                 ]
+

diff --git a/advent12/MainUFSlow.hs b/advent12/MainUFSlow.hs
new file mode 100644 (file)
index 0000000..2b80c18
--- /dev/null
+++ b/advent12/MainUFSlow.hs
@@ -0,0 +1,154 @@
+-- Writeup at https://work.njae.me.uk/2024/12/12/advent-of-code-2024-day-12/
+-- Optimisation described in https://work.njae.me.uk/2025/01/02/optimising-haskell-joy-of-profiling/
+
+import AoC
+import Linear
+-- import qualified Data.Set as S
+import qualified Data.Map.Strict as M
+import Data.Map.Strict ((!))
+import Data.List (foldl', nub)
+
+type Position = V2 Int -- r, c
+data Plot = Plot { pos :: Position, plant :: Char, fenceLength :: Int }
+  deriving (Show, Eq, Ord)
+
+type Region = [Plot]
+
+data Facing = T | R | B | L deriving (Show, Eq, Ord)
+data SideFragment = SideFragment Position Facing 
+  deriving (Show, Eq, Ord)
+type Side = [SideFragment]
+
+data UFElement a = UFElement a Int -- the rank
+  deriving (Show, Eq, Ord)
+
+type UFind a = M.Map a (UFElement a)
+
+class Ord a => Joinable a where
+  ufStart :: [a] -> UFind a
+  ufStart xs = M.fromList [(x, UFElement x 0) | x <- xs]
+
+  exemplar :: UFind a -> a -> a
+  exemplar uf x 
+    | x == parent = x
+    | otherwise = exemplar uf parent
+    where UFElement parent _ = uf ! x
+
+  join :: UFind a -> a -> a -> UFind a
+  join uf x y
+    | x' == y' = uf
+    | rankX < rankY = M.insert x' (UFElement y' rankX) uf
+    | rankX > rankY = M.insert y' (UFElement x' rankY) uf
+    | otherwise = M.insert y' (UFElement x' rankY) $ M.insert x' newRoot uf
+    where x' = exemplar uf x
+          y' = exemplar uf y
+          UFElement _ rankX = uf ! x'
+          UFElement _ rankY = uf ! y'
+          newRoot = UFElement x' (rankX + 1)
+
+  merge :: UFind a -> UFind a
+  merge uf = foldl' mergeItem uf $ M.keys uf
+
+  mergeItem :: UFind a -> a -> UFind a
+  mergeItem uf x = foldl' (\u y -> join u x y) uf nbrs
+    where nbrs = filter (meets x) $ M.keys uf
+
+  exemplars :: UFind a -> [a]
+  exemplars uf = filter (\x -> x == exemplar uf x) $ M.keys uf
+
+  distinctSets :: UFind a -> [[a]]
+  distinctSets uf = fmap go es
+    where es = exemplars uf
+          go e = filter (\x -> exemplar uf x == e) $ M.keys uf
+
+  meets :: a -> a -> Bool
+
+instance Joinable Plot where
+  meets plot1 plot2 = 
+    plot1.pos `elem` neighbours plot2.pos && plot1.plant == plot2.plant
+
+instance Joinable SideFragment where
+  meets (SideFragment p1 T) (SideFragment p2 T) = p1 `elem` neighboursH p2
+  meets (SideFragment p1 B) (SideFragment p2 B) = p1 `elem` neighboursH p2
+  meets (SideFragment p1 L) (SideFragment p2 L) = p1 `elem` neighboursV p2
+  meets (SideFragment p1 R) (SideFragment p2 R) = p1 `elem` neighboursV p2
+  meets _ _ = False
+
+main :: IO ()
+main = 
+  do  dataFileName <- getDataFileName
+      text <- readFile dataFileName
+      let field = mkField text
+      -- print field
+      let fenceField = fmap (findFenceLength field) field
+      let regionsU = findRegions fenceField
+      -- print $ regionsU
+      -- print $ exemplars regionsU
+      -- let regions = distinctSets regionsU
+      -- print regions
+      -- print $ fmap fenceCost regions
+      print $ part1 regionsU
+      -- print $ fmap sideFragments regions
+      -- let allSides =  fmap sidesOfRegion regions
+      -- print allSides
+      -- print $ fmap (fmap S.size) allSides
+      -- print $ fmap bulkFenceCost regions
+      print $ part2 regionsU
+
+part1, part2 :: UFind Plot -> Int
+part1 regions = sum $ fmap fenceCost $ distinctSets regions
+
+
+-- part2 :: UFind Plot -> Int
+part2 regionsU = sum $ zipWith bulkFenceCost regions regionSideCounts
+  where regions = distinctSets regionsU
+        regionSides = fmap sideFragments regions
+        findSides r = exemplars $ merge $ ufStart r
+        regionSideCounts = fmap (length . findSides) regionSides
+
+perimeter :: Region -> Int
+perimeter region = sum $ fmap fenceLength region
+
+fenceCost :: Region -> Int
+fenceCost region = (perimeter region) * (length region)
+
+bulkFenceCost :: Region -> Int -> Int
+bulkFenceCost region nSides = (length region) * nSides
+
+
+findRegions :: Region -> UFind Plot
+findRegions field = merge $ ufStart field
+
+sideFragments :: Region -> Side
+sideFragments region = concatMap (plotSides region) region
+
+plotSides :: Region -> Plot -> Side
+plotSides region plot = 
+  [ SideFragment plot.pos f 
+  | f <- [T, R, B, L]
+  , (sideP f) `notElem` regionPoss
+  ]
+  where sideP T = plot.pos + V2 (-1) 0
+        sideP R = plot.pos + V2 0 1
+        sideP B = plot.pos + V2 1 0
+        sideP L = plot.pos + V2 0 (-1)
+        regionPoss = fmap pos region
+
+findFenceLength :: Region -> Plot -> Plot
+findFenceLength region plot = plot { fenceLength = 4 - (length nbrs) }
+  where nbrs = filter (meets plot) region
+
+neighbours, neighboursH, neighboursV :: Position -> [Position]
+neighboursH (V2 r c) = [V2 r (c-1), V2 r (c+1)]
+neighboursV (V2 r c) = [V2 (r-1) c, V2 (r+1) c]
+neighbours here = neighboursH here ++ neighboursV here
+
+mkField :: String -> Region
+mkField text = plots
+  where rows = lines text
+        rMax = length rows - 1
+        cMax = (length $ head rows) - 1
+        plots =  [ Plot { plant = rows !! r !! c, pos = V2 r c, fenceLength = 4 }
+                 | r <- [0..rMax], c <- [0..cMax]
+                 ]
+

diff --git a/advent14/Main.hs b/advent14/Main.hs
index 8fd259c68bf2158d206e60d994f3908282479849..87e6f59ec42de0f7381005086fe3beea866dc9af 100644 (file)
--- a/advent14/Main.hs
+++ b/advent14/Main.hs
@@ -34,7 +34,7 @@ main =
       -- print $ safetyFactor i100
       print $ part1 robots
       -- putStrLn $ unlines $ fmap show $ zip [0..] $ fmap (fmap (\r -> r ^. pos . _y)) $ take 104 $ iterate (fmap move) robots
-      print $ filter (\(i, ds) -> length ds > 20) $ fmap diagonals $ zip [0..] $ take 10000 $ iterate (fmap move) robots
+      -- print $ filter (\(i, ds) -> length ds > 20) $ fmap diagonals $ zip [0..] $ take 10000 $ iterate (fmap move) robots
       -- putStrLn $ showGrid $ (!! 6492) $ iterate (fmap move) robots
       putStrLn $ showGrid $ (!! 6493) $ iterate (fmap move) robots
       -- putStrLn $ showGrid $ (!! 6495) $ iterate (fmap move) robots

diff --git a/adventofcode24.cabal b/adventofcode24.cabal
index 6fc716de2da50eab2b459ee9c6c27448cb80d7dc..600bd365c11095ecc8c7414fd00b9f7731f22260 100644 (file)
--- a/adventofcode24.cabal
+++ b/adventofcode24.cabal
@@ -138,7 +138,18 @@ executable advent12
   import: warnings, common-extensions, build-directives, common-modules
   main-is: advent12/Main.hs  
   build-depends: linear, containers
-
+executable advent12adj
+  import: warnings, common-extensions, build-directives, common-modules
+  main-is: advent12/MainAdjacent.hs  
+  build-depends: linear, containers
+executable advent12nofence
+  import: warnings, common-extensions, build-directives, common-modules
+  main-is: advent12/MainNoFence.hs  
+  build-depends: linear, containers
+executable advent12ufslow
+  import: warnings, common-extensions, build-directives, common-modules
+  main-is: advent12/MainUFSlow.hs  
+  build-depends: linear, containers
 executable advent12orig
   import: warnings, common-extensions, build-directives, common-modules
   main-is: advent12/MainOriginal.hs