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+MvZ2ZyOaDIhEcSpfFxNZx+2PKmHgjh96oMoHjxrfCo=

1
2
3
>
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AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqlj2jJpc4Y6Op44ToPbyWZ202srcxXDmvknuA2URlOzxSXrfIArKAI15gVohImjQyIvfvnf3flc2Yy8a1I7qF2r

10

0(0)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqmixnCQ5G5e66M2sO7KMy1fSkzJYT613WU/78ELO8F2guiYTb4B5dBKrsWr4UrVGI1YS464KeJ+2f4GaVVjR7b4cvArF7NyQgZ6+Cf8QYK5aw==

7

0(0)

MmhtFhudQEgi9MJ9AuRW2NJyO59rDDvC3y4uSBLFfIU=

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqmzk/9vrftFHuyIdrBT0KCz3wE1pIXsoH9NBXmAAaCTz/0+NbGP7N37dIMw76XjVhm6v+XK26dnCvAe0MarH9SbSZPHJrfGSeLRL/JKg+i2xVNA0+ZKsE5cnj7w6DmdQtgu2ERaa93tLQsuvsWPnzUjuo1J4/SmyNVfWL+2ndyTZ0dOWPoA8cm9PTQGWojsl0RbizT95+NFarv51SZYB4DogWTjZDqYlqkiW9mLN05yuJcfZRzI7psu23DNNsgyhPXd8uPEhHi0LOPvfUFYDtyl

6

0(0)

bLrkbr7fuXtdJhpvhrNdM29WWfiVO5veuRrViv2uFa+b6O0IZFH5EjbzuuJcloPALMJV2XkCpag0els9cjydQ/ZmlJK86X6Kq4F1l0nR8+lKhbNwgFTumOMzWwfxolkd

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqmzk/9vrftFHuyIdrBT0KCzDhyXbiyWV5WNpU5UiZnicM/e3A5rdmKQ7Sv4mIc9HJPye7muAj8Fsdg4SvsYzULKzQJ7MqfpHydzKoeELPpeNWobIbxYdpY9uuRuDO1Lx+K8mHjLGVcvxoXi5sj0eEc/yqgX4G84eaZEMJ8meJUAcvno4bZsy5jbqEBmwUvh55+/IcNx1Zs6hYjoqU9ssfMpdE4JEhyd3J8wiUdDrcO/DNlkTYq8V3Wg88MY37maP5A=

13

0(0)

A93NhiaGSJwApTLdmHZ61HZHkUica5rj185Q/9MhvcpY9WS8XF59LSo1I6v+5Kh3T27pjs1qgvkbzYAIexAtepskUDImmUHxJ0/F5KViFvU=

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqmA8KNTKMHyYJ7RxwJKyK/+Zc2tuKXzsqGttKArUfptSKEvjjmqTrrp+xhf4b4CNyM=

9

0(0)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqlQ5T2cpXQc/9gdr4Vfb12woK3Y2hiYjhwCJNDRMpMAvZqCNUQ31oDUmGM7wuwR8cQ=

27

0(0)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqmB3wUeEJHlm63ZIs8F47PhUx+vT53NxEhqJZOmNYhoUg==

6

0(0)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqkf/lQluECmCmcsqhJD7bW6yB4wCmxONR5ofj03ZlelHw==

9

0(0)

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10

10(1)

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17

0(0)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqmB3wUeEJHlm63ZIs8F47PhUx+vT53NxEhqJZOmNYhoUg==

28

9.5(2)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqmA8KNTKMHyYJ7RxwJKyK/+ie0+1H+y0BfBFOXp3KpsOA==

10

0(0)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqmA8KNTKMHyYJ7RxwJKyK/+OpDebtzwtVLA43S8MzeojalQEb96juUzaFi+tm96+lE=

12

0(0)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqlheyRSKB6hf/ahyhgab5PPnwkoqEMWvDIdBLh94hYFeQ==

37

0(0)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqlQ5T2cpXQc/9gdr4Vfb12woK3Y2hiYjhwCJNDRMpMAvZqCNUQ31oDUmGM7wuwR8cQ=

50

9.5(2)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqlheyRSKB6hf/ahyhgab5PP3gH+qeFPkkNoC75PvlNQFT/Rfi932bzr1ykVwQxC8Y8=

70

9.8(5)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqlheyRSKB6hf/ahyhgab5PPnwkoqEMWvDIdBLh94hYFeQ==

49

9.5(2)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqlheyRSKB6hf/ahyhgab5PPnwkoqEMWvDIdBLh94hYFeQ==

69

10(5)

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48

10(1)

AXV8txzKFBtwBLTNJDEnd45hDQqx9qlSdFdjYRJNFqltC3VGSsJPhegPE58fc+iwBItrXZyR2JWBSSXJWcl/P10FrSo/RMzh12yaQ4Ma2bk=

33

9.7(3)

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