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-59,-37
-59,-37
-59,-38
-59,-38
-59,-38
-43,-39
-43,-39
-43,-39
-42,-39
-42,-39
-42,-39
-42,-39
-42,-39
-42,-40
-34,-17
-34,-17
-34,-17
-34,-17
-34,-17
-29,-19
-29,-19
-29,-19
-29,-19
-29,-19
-29,-20
-29,-21
-29,-21
-29,-21
-29,-21
-17,-37
-17,-37
-17,-37
-17,-38
-17,-38
-17,-38
-17,-38
-17,-39
-17,-39
-16,-39
-16,-39
-15,-40
-3,-18
-3,-18
-3,-18
-3,-18
-3,-18
-3,-18
-3,-20
-3,-21
-3,-21
19,-3
19,-3
19,-3
18,-3
18,-4
18,-6
17,-7
16,-9
15,-9
-7,-2
-7,-2
-7,-2
-7,-2
-7,-2
-8,-3
-8,-4
-156,-6
-156,-6
-156,-6
-156,-6
-156,-6
-156,-9
-156,-13
-157,-18
-1067,195
-1067,195
-1067,195
-1067,195
-1067,195
-1060,134
-1060,134
-1060,134
-677,-205
-677,-205
-677,-205
-677,-205
-677,-205
-678,-205
-680,-205
-912,-100
-912,-100
-912,-100
-912,-100
-912,-100
10