data:image/png;base64,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
TreeTreetallTreeSTreetallS
-502525
TreeTreetallTreeSTreetallS
-502525
TreeTreetallTreeSTreetallS
-14014025
CoinPresentCan
-14014025Tree moving
TRAIL502ded0
Game Start
52-80-80121.5000000000000365060.52,6.199999999999994
6.399999999999993,200
2.0000000000000004,0
1.5000000000000002,200
1.2,0
3.0000000000000013,0
2.600000000000001,0
7.599999999999989,50
2.1000000000000005,0
1.7000000000000004,0
2.400000000000001,0
1.9000000000000006,0
1.2,0
1.6000000000000003,0
4.4,0
17.299999999999976,100
2.1000000000000005,50
4.799999999999999,0
2.0000000000000004,0
5.399999999999997,50
6.399999999999993,50
2.500000000000001,0
4.6,100
1.0999999999999999,0
8.599999999999985,600
8.499999999999986,150
6.5999999999999925,0
2.800000000000001,0
2.700000000000001,50
0.8999999999999999,0
3.1000000000000014,50
0.7,0
4.5,50
6.5999999999999925,250
2.600000000000001,0.5
0,0
8.199999999999987,0.5
1.0999999999999999,0
0,0
2.2000000000000006,0
2.1000000000000005,0
1.2,0
1.2,0
3.5000000000000018,0
1.0999999999999999,0
2.0000000000000004,0
4.6,1
15.99999999999996,6
4.799999999999999,1
4.300000000000001,1
21.00000000000003,11
6.8999999999999915,3
2.2000000000000006,2
2.600000000000001,0
9.299999999999983,1
8.799999999999985,1
6.199999999999994,1
4.999999999999998,2
4.100000000000001,0
2.3000000000000007,0
4.6,0
2.600000000000001,0
6.8999999999999915,2
2.0000000000000004,0
1.6000000000000003,0
8.499999999999986,1
7.29999999999999,3
9.199999999999983,3
11.099999999999977,7
5.599999999999996,2
9.699999999999982,0
2.9000000000000012,0
49.90000000000044,35
11.399999999999975,4
15.59999999999996,2
5.1999999999999975,0
26.400000000000105,14
1