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58
10(2)
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39
8(1)
hS6BBctftL5IejPZEz6T3yX6T+LPxApO9FMdaLgQdnLCwLw2BKGiyBcybE+IDzfo4zIGtCvC/SafTRYDZHAV4A0/xlC9C5WrFrkm2ToGY8j5v6OJHfoLLhA9z1yl3vewtwhQVSU6jz6uqFqq4dudhxT5unRtSxBXRKxXwxxDHZRkfGRGkJoIR2HLkDCtTqzs8IWNifutgAMN9cQGcc6R6IJp/DSQOTEmsXTEUA8h3O8=
18
0(0)
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22
8(1)
hS6BBctftL5IejPZEz6T3yX6T+LPxApO9FMdaLgQdnJLrJ1BA/uSRtCtWA/53SVAwb1IF6FmtYEBwRdnLQOuk0xSUPGlz+HMl5uyItxhYHlgHfumnDzoHEOfS/P+dIT1f2XY3RfJlB6Sc1sM+KFuL+vK/KxaUxdyn7jQQhSC873z1wEt0/iPecUkT0Sd4DsbX/YQ+5QLawymKNPjC3JvvobV1sZ8Vl8B19+qq4gKVrCwNF/2woQEZXJqAkNHEMqkGg9705JfVPze0nqdLRmJKw==
39
8(1)
hS6BBctftL5IejPZEz6T3yX6T+LPxApO9FMdaLgQdnJAfsQ2i0Wx6YQoUD+GgsJ5qIbL2jU6TmMlDi6JY4i9R/l2wsdMJRJ9iB98xny9BfgkFDvZYL6HWodVqum2JIPl6wLwQE/QgRGOMa35SeUUfrfnaBpGVD+T5lPa0X/8RabqQwiztgJrUSojFz9WoVVH
32
8(1)
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62
9(2)
hS6BBctftL5IejPZEz6T3yX6T+LPxApO9FMdaLgQdnLHqmVVSk3uCmfIqD6GNrg9RS5DD/cyqcWbJLVl/GrWqM6RuYBFIUpXxQ9b6BlNsRmi8oq2NfHwY3KUhB+PyQQCAtOkTX1aXVR9uUvvdxPZ9hc9tCYFYvqJzbSnarlT9ZYbs8TEbic1c+S2x2iAKM4uWMLO3B5HnApNQzjfgcm+KG+4Ru75jw3waVB4WmK0YF4jb/9NouxXrI7wiuBcRlRk
38
8(1)
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27
9(1)
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33
9(1)
hS6BBctftL5IejPZEz6T3yX6T+LPxApO9FMdaLgQdnKb2cr6ndQvlbZU7bYxhKvq6Zt4zT9PZ4K+CfhH9NKbWWzMzFb1kBK/spuVKh1uB7ZukOeCwofVnmpSJbB4SFtGO8eHpC5mpeCVZkQ2p8+IYg==
30
8(1)
hS6BBctftL5IejPZEz6T3yX6T+LPxApO9FMdaLgQdnKb2cr6ndQvlbZU7bYxhKvqr/UvYTgaN0LveexZjhfLA7s5eTI/n7JNLDJTtVv/31ulr3a1v2EoR1rl46ElvKTZWHV1ZmiRoO7KFkESRfKYxg==
19
8(1)
hS6BBctftL5IejPZEz6T3yX6T+LPxApO9FMdaLgQdnKkMO9Ft8mwRqoeO6pGwSL+EabduqG4YMb+vFaQX891iviomvH/pRpIY+4mJbyQrqPDnBZp6TWBs6j0ZN6ismbVcz9TGh2IrmLnRsANR8lF9sBKUZelBnVLVS2nogedr6UZvrHCqMKlwAMCGRjlhyOriKJHcgGvmK0UlYWbm1M97sTGQktn++bVmJf3lZRyEdk=
79
7.3(4)
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34
8(1)
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139
10(1)
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17
0(0)
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10
9(1)
hS6BBctftL5IejPZEz6T3yX6T+LPxApO9FMdaLgQdnKkMO9Ft8mwRqoeO6pGwSL+sicXN3C4WZ53SHBwk7wmEwt+sAWvXmC67v+zQ16ysePtAgc1M70MbE0hF6wFpObtl4ohifX2HZ0W+dK5QFAGx7D2nfpE2ux5XQ+00UYjtqBtY6uNFZrboxSXiWtwssVKmjUiuE7N7j2xg5SCvYQinu6FcGsoFJeW5JWsN524czXZCMNIHI5GakCa7kVaG1xH
118
10(1)
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33
8(2)
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43
9(2)
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