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865
~73
8.72%
2.1k
~295
14.03%
2.1k
~295
14.03%
2.1k
~295
14.03%
1.4k
~114
8.01%
2.1k
~295
14.03%
2.1k
~295
14.03%
2.1k
~295
14.03%
2.1k
~295
14.03%
704
~170
24.11%
865
~73
8.72%
2.1k
~295
14.03%
2.1k
~295
14.03%
419
~189
45.00%
2.1k
~295
14.03%
2.1k
~295
14.03%
419
~189
45.00%
622
~124
19.97%
559
~149
26.75%
559
~149
26.75%
559
~149
26.75%
559
~149
26.75%
2.1k
~295
14.03%
2.1k
~295
14.03%
204
~60
29.41%
622
~124
19.97%
2.1k
~295
14.03%
622
~124
19.97%
2.1k
~295
14.03%
2.1k
~295
14.03%
2.1k
~295
14.03%
2.1k
~295
14.03%
1.1k
~335
30.13%
2.1k
~295
14.03%
3.2k
~1.3k
44.18%
419
~189
45.00%
622
~124
19.97%
3.2k
~1.3k
44.18%
206
~116
56.31%
393
~70
20.77%
419
~189
45.00%
2.1k
~295
14.03%
622
~124
19.97%
419
~189
45.00%
2.1k
~295
14.03%
2.1k
~295
14.03%
559
~149
26.75%
559
~149
26.75%
622
~124
19.97%
622
~124
19.97%
1.6k
~738
45.95%
622
~124
19.97%
622
~124
19.97%
2.1k
~295
14.03%
419
~189
45.00%
2.1k
~295
14.03%
2.1k
~295
14.03%
622
~124
19.97%
3.2k
~1.3k
44.18%
559
~149
26.75%
559
~149
26.75%
204
~60
29.41%
2.1k
~295
14.03%
2.1k
~295
14.03%
419
~189
45.00%
2.1k
~295
14.03%
1.6k
~738
45.95%
3.2k
~1.3k
44.18%
3.2k
~1.3k
44.18%
889
~341
38.27%
419
~189
45.00%
848
~275
32.43%
250
~149
59.84%
93
~74
29.37%
3.2k
~1.3k
44.18%
2.1k
~295
14.03%
2.1k
~295
14.03%
3.2k
~1.3k
44.18%
3.2k
~1.3k
44.18%
3.2k
~1.3k
44.18%
2.1k
~295
14.03%
1.6k
~738
45.95%
204
~60
29.41%
1.6k
~738
45.95%
622
~124
19.97%
2.1k
~295
14.03%
889
~341
38.27%
93
~74
29.37%
559
~149
26.75%
204
~60
29.41%
622
~124
19.97%
622
~124
19.97%
622
~124
19.97%
627
~236
37.64%
1.6k
~738
45.95%
3.2k
~1.3k
44.18%
865
~73
8.72%
622
~124
19.97%
889
~341
38.27%
419
~189
45.00%