6fJNLioYe1HeuAXkNaF3PbaPETA2YPBw8uqPgaIj2hqVeoRTAvCwIsxgB/9mvv1y

6cyy0Cz4IuyLBUEnPwGgqdOgeoUMa1kWtdoll28arD0=

1
2
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0Zf3MqLhSqfM4xV9Bf3FTm+HsnRYzyvjhxJRKL1aS2yxD1gqIHGKHDAyP5B5y7uO

5

0(0)

0Zf3MqLhSqfM4xV9Bf3FTm+HsnRYzyvjhxJRKL1aS2yxD1gqIHGKHDAyP5B5y7uO

13

9(1)

0Zf3MqLhSqfM4xV9Bf3FTm+HsnRYzyvjhxJRKL1aS2yxD1gqIHGKHDAyP5B5y7uO

11

0(0)

0Zf3MqLhSqfM4xV9Bf3FTowf4pp8ipybwqpwCft9j1Fn7fxxWdOjqdfao1EJgZCC

13

9(1)

0Zf3MqLhSqfM4xV9Bf3FTlI8W4TvjKHj7MYxusDQkg8=

10

9(1)

0Zf3MqLhSqfM4xV9Bf3FTho6Gw8uIFmLoyCz9a6fq9s=

3

0(0)

0Zf3MqLhSqfM4xV9Bf3FTt3ieG7IEStBWYiJ/2E4KuGALTfdUUZ+9DY3JrlrXxxf

11

9(1)

0Zf3MqLhSqfM4xV9Bf3FTt3ieG7IEStBWYiJ/2E4KuGALTfdUUZ+9DY3JrlrXxxf

3

0(0)

0Zf3MqLhSqfM4xV9Bf3FTm5KvsN/NQKRW3f4ToHm32E=

36

0(0)

0Zf3MqLhSqfM4xV9Bf3FTgLvHOVacjd4tnaEjnAaxJg=

44

0(0)

0Zf3MqLhSqfM4xV9Bf3FToXpUY3R/aSMfiYnTHLal/BM514DkPAWViQ5iahfsXQu

27

9.3(3)

0Zf3MqLhSqfM4xV9Bf3FTlqkv8UmlJtSlQyedsW/A+g=

20

9(2)

0Zf3MqLhSqfM4xV9Bf3FTiWEKR8UFHCu1t0CN5GwwVJ+coJG5ROJnJnFfOa2ndOm

8

9(1)

0Zf3MqLhSqfM4xV9Bf3FTgAx85rN+3kMj5VEzDfwCqI=

38

5.5(2)

0Zf3MqLhSqfM4xV9Bf3FTgi8E+UbsF7yudBEiKbsmBE=

105

8.2(6)

0Zf3MqLhSqfM4xV9Bf3FTt8QI26IvL9O3J4fTxxyEb0XdD+8EzXbTFUgJLQSTYyz

36

8(2)

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31

0(0)

0Zf3MqLhSqfM4xV9Bf3FTngwAHwa454DXH6noNCxoB8=

63

0(0)

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33

10(1)

0Zf3MqLhSqfM4xV9Bf3FThlhpRoU79wmrB/XoWhEPzjPCnf2i8q7ajf9sB8Nk7v9

14

10(1)

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