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1.1k

~135

12.57%

671

~85

12.67%

1.1k

~135

12.57%

4.3k

~195

4.53%

671

~85

12.67%

1.1k

~135

12.57%

4.3k

~195

4.53%

954

~77

8.07%

4.3k

~195

4.53%

1.1k

~135

12.57%

671

~85

12.67%

671

~85

12.67%

671

~85

12.67%

4.3k

~195

4.53%

4.3k

~195

4.53%

671

~85

12.67%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

671

~85

12.67%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

1.1k

~135

12.57%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

1.1k

~135

12.57%

671

~85

12.67%

4.3k

~195

4.53%

671

~85

12.67%

1.1k

~135

12.57%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

1.1k

~135

12.57%

4.3k

~195

4.53%

4.3k

~195

4.53%

1.1k

~135

12.57%

671

~85

12.67%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

671

~85

12.67%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

4.3k

~195

4.53%

671

~85

12.67%

671

~85

12.67%

1.1k

~135

12.57%

1.1k

~135

12.57%

671

~85

12.67%

4.3k

~195

4.53%

1.1k

~135

12.57%

671

~85

12.67%

671

~85

12.67%

1.1k

~135

12.57%

1.1k

~135

12.57%

671

~85

12.67%

1.1k

~135

12.57%

671

~85

12.67%

1.1k

~135

12.57%

671

~85

12.67%

671

~85

12.67%

954

~77

8.07%

671

~85

12.67%

671

~85

12.67%

1.1k

~135

12.57%

671

~85

12.67%

671

~85

12.67%