MOyLiquAD8OP596PCLTPh/Rcak/taXqWtvb3lvvDUrOPoXv9/+bRC7u8Jqir+khy

YI7RZcF2G1H90ppV5hD+x++L3WhAhx5jCqdU1dD8DeY=

1
2
3
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gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEZi9wZdNYYEq5dnjUBeCzpvLcwtYMgo4b7XZYUwojKEG5dBNzI6d/z3JeVNyTgbzgUAClNuVhwcPx1Aizm4sGHk

14

0(0)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEZTN9dRFhfjMp49LtA4AKmdIKopgxyXDmUK42CmFvOaGz9sRr023OV3XRnf+yW5zAw2283Kzlz6TdI1IQYEl0vmChy1/B8ZGmgqgerpJdvr1w==

7

0(0)

GeGCE3dLxB48F07Ui5kdiWNu4vGV2YIoLdojgcewXzI=

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEYZm1Uq7Mj39ZRt0h5KwT3MrCT4LDdREMfO21iQ7gv5mlUxtpcj0K5o211WxLO5/Fi9AjIVY/Uwa1qyGJExazjuLrLAwRu/2zSCvnrWWRrZCGHdg/dAQ/0iHm61ccYu6PblaiJtr8OSqwJ3b4m8jtUWgJ8GoxomZKXaTf6t8HmsPep+h1w/miLcHbhhq+Q/ZsVxOB0kSuAaY2nzuydzvSYkhJ9oZoVgwu8sVSKTSzBAqgqgtCwVCTgKNTRQ9NhzhO7WT02kKCGIFn0P3ENg8W1i

6

0(0)

ZkDs50HqGCQ6fQ9nLnEBrSZHX8hjMQXZ9HzPO4Kv7duFvDtJjkTIhEpRq0NshZetee/B0sJ72Mj/lCbq5Qu4jC4gtFdH8JiaSaFAgndB6ham+hXZ3us4CA1M3KuBW8o0

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEYZm1Uq7Mj39ZRt0h5KwT3M0+AjnQQR5VzV3muGWp99qsEyheOC1rYvuG2G/XJcv/rM3zPVA3e12JG1XK9g88YIh1LlhRviDOz86yRQI9UCCIdSBcQhTWR2GZCqqvyQMJh+NpEkZmHXnV4PQTkhlO3xhVYDIEiSYGRwko5s0CeWEuB7iruUrEe9zGZbjPdYW+GNSVoCgvqPYziu/CMXCrQlq5kshUOSZiJCzmfQzL35YW3MRRQ8G5SVjGgKZhVwL3M=

13

0(0)

T058mscihFXOPY2spVR7U18LYX96igrQ3fqfyuTyHZuFZw4gqdcBCmwo7z/by7QgDglNKxVzEl8c67HA9v9cGXQ3WuqcOrVN24hiHGENw2A=

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEYKsM+KmGcI0dRmGG918+H4cp32tG0p7KqQNr7frceKbGiD/v02XSVtpU/S58tgK+w=

9

0(0)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEbDbRmFq4vU3WH7RxWNtyMDT74E3LqDGbqQP/kHNo+gG8qk8KZ9VWkmZO5NEIdWpu0=

28

0(0)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEYzTOxCeUau6ITqtowdRha4MuyKdlOs+zqwlnjxIvNi1Q==

6

0(0)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEbeeiemyHGN7Jtu7uetYHEiRQt+L2zvRuttH5dEwgb+hQ==

10

0(0)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEbeeiemyHGN7Jtu7uetYHEiRQt+L2zvRuttH5dEwgb+hQ==

10

10(1)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEbeeiemyHGN7Jtu7uetYHEiRQt+L2zvRuttH5dEwgb+hQ==

17

0(0)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEYzTOxCeUau6ITqtowdRha4MuyKdlOs+zqwlnjxIvNi1Q==

28

9.5(2)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEYKsM+KmGcI0dRmGG918+H4GGGFFqmcQPux0nw15HxvFg==

10

0(0)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEYKsM+KmGcI0dRmGG918+H4BBeyIyZX+M75/OH7PCUMyP1vVuALHREIRnih2zAHN3w=

12

0(0)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEYt00OHsFg2WV1PIpR5vWjBSEoAchYqbL+GPLTo3aPC6A==

37

0(0)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEbDbRmFq4vU3WH7RxWNtyMDT74E3LqDGbqQP/kHNo+gG8qk8KZ9VWkmZO5NEIdWpu0=

50

9.5(2)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEYt00OHsFg2WV1PIpR5vWjBYK5c3UfbaIdR73r6/Ro1jIkqcofS0n37r4bb1kltXGM=

70

9.8(5)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEYt00OHsFg2WV1PIpR5vWjBSEoAchYqbL+GPLTo3aPC6A==

49

9.5(2)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEYt00OHsFg2WV1PIpR5vWjBSEoAchYqbL+GPLTo3aPC6A==

69

10(5)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEb9Fau++ep9ignL4fTbYrkGVR5ClnjakpY7dIWAflH8lt4xJHg8Nf+0HIzPRAJPjyc=

48

10(1)

gMA+K4r1oW0YnXZYW6YVlOsUCKMsWlWcF3p9cHK7CEb9Fau++ep9ignL4fTbYrkGVR5ClnjakpY7dIWAflH8lt4xJHg8Nf+0HIzPRAJPjyc=

33

9.7(3)

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