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yHIUgR9OMyMN5gT2/kzKJWY7JrQN8iR+QxoizuZgAUg=

1
2
3
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S+ppvtESEScQunnuGwpuvPzcLHQVPMjydCnNBrAGKwUUvxHv9+Upvp+anKZXniZSH4vZ9kfph56wzjqsEDefjp0B08yT/vQcR9K5NfdHHyuKETXJM/cCW94p8hKM9112

10

0(0)

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7

0(0)

YjvVmk4BHtOLu2u+Hbcw4EkAK8IQyP8GdMOuNm+kSa4=

S+ppvtESEScQunnuGwpuvPzcLHQVPMjydCnNBrAGKwU/7kXGJM64L4lgNiXUgUsknJMAO1rWdT9EScPXsoKCxde7N3ohVml/zXAb2U3icen9sPRm01tAd5q0Sl/0j09GPKojgGw9KWO+KwuYZcjwgy/Hlmzk/0WYIxHHIThaOygtrFmbEJQ0uc3rtjmFX+acL85xu1cxvVSMX01ZmslNc/G2HB+0M/B/LysnZrS//fhjBhuNPbjJ0c87K44MqVnstmv0d+Fj3I+fQAjQsA4Y2/8oiLloNNG4q4JBEUGEZCDKNeIxmr/bC3MwVpQMnFdR

6

0(0)

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13

0(0)

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S+ppvtESEScQunnuGwpuvPzcLHQVPMjydCnNBrAGKwXdnoBQLRNWQwwHiLpuit0yJUR/sGuQHMft+HvtdT+dnC0Iny0DdAnAdtXC7HM1U9M=

9

0(0)

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27

0(0)

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6

0(0)

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9

0(0)

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10

10(1)

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17

0(0)

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28

9.5(2)

S+ppvtESEScQunnuGwpuvPzcLHQVPMjydCnNBrAGKwXdnoBQLRNWQwwHiLpuit0yuetXkyC2By3VGAT/1tCSbw==

10

0(0)

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12

0(0)

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37

0(0)

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50

9.5(2)

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70

9.8(5)

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49

9.5(2)

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69

10(5)

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48

10(1)

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33

9.7(3)

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