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1
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12
9(1)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIjuqLw9J+gNwRA3PAL2BTnU6q0nfcRxsq3IDxyZuAhND7GG6d+b1R4kl4x3TecltlRtWsDZ46oVAw+wbVjrHkDMR1C1zpAHurLcjmudCNM0doLarBE6FDICu0zcnHxiooo=
23
0(0)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIjuqLw9J+gNwRA3PAL2BTnU6q0nfcRxsq3IDxyZuAhND0rKVIwWNzz2pL240O/8PWPrqRdptWUX1dSDPTa051vNYf9qG0DpJcv3YcxgL54EuA==
21
0(0)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIjuqLw9J+gNwRA3PAL2BTnU6q0nfcRxsq3IDxyZuAhND7GG6d+b1R4kl4x3TecltlSTP47+3hUmCMCUubsyC+/pS7bQIvbGx7s/hWZYTihpSyVX/EmGhH5Z010jFkXuX7s=
11
9(1)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIjuqLw9J+gNwRA3PAL2BTnU6q0nfcRxsq3IDxyZuAhND7GG6d+b1R4kl4x3TecltlRh1YIt+3ypzsQK/MqAAJY39gPcPU09kbnnGNarhQjiikabyk7whajxdvbZv8hB7Gc=
20
0(0)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIjuqLw9J+gNwRA3PAL2BTnU6q0nfcRxsq3IDxyZuAhND0rKVIwWNzz2pL240O/8PWOHIaBWy7IBhjk4GimvrmWcDD8uMHlBlqLl/SxDUk1HXHSU+1m7iuX5xbEA3RA4w+8=
18
5.5(2)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIiJS+jx7FC+i9qd2ezLqvrr+6Ej/rLA2Z+Z6VdjXsu6aAM8OoMIICDr7Maqp48lrQk=
24
8(1)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIgUNuW2fNTlb93AKtnFf+gN921sRspREQKjNwhZC+WZWiMDt6dBikoKeWB7vJcimEM=
20
9(1)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIiILaFv5xCPTtqSE11RAcbsowncJo0RJp6KKV3PwrmJGQ2+2W2J0U88Q1jdEd+TPhIBPEyni2cgkxlUSJLVAZos
20
0(0)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIhJqZyyd4Us9dOLUHaCbr4WBLN8sHdUvXCmWQwO/BtSmwLKYnWbagg9fglcRWWAVcEEDJdcf9vhFJoZUSNsUDIOqJf7ltGCCEDp3KgQ4HQ72ry5nbaNR+oRcaVnsg3DZEY=
22
0(0)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIhtpZxE1caBv0y5gVcJc1DpreZiZBdylgViZmvm++tSEvB4nH434UiUf/lUMjZlLGs=
60
10(1)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIjuqLw9J+gNwRA3PAL2BTnU6q0nfcRxsq3IDxyZuAhND0rKVIwWNzz2pL240O/8PWN7fgxBef7YZD7uf2F1VC3C8g6jWZQogMqm58K393Gv6KOp/LeBBRARK4r3pwtToCM=
37
10(3)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIjuqLw9J+gNwRA3PAL2BTnU6q0nfcRxsq3IDxyZuAhND0rKVIwWNzz2pL240O/8PWOe1Hw+fsDOyADq1KCD0YGXIfASVCfQtpbG9wuH1dhp0Jk09Bj4I6yzM0TmXzOILoc=
22
10(2)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIjuqLw9J+gNwRA3PAL2BTnU6q0nfcRxsq3IDxyZuAhND7GG6d+b1R4kl4x3TecltlQlm0wIe6ar+GZmdIH1qIFRKzlF5GJGLGV0Anyw+lrwBDmpxPbIrlRHxblVt1gm6sU=
31
9.8(5)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIjuqLw9J+gNwRA3PAL2BTnU6q0nfcRxsq3IDxyZuAhND7GG6d+b1R4kl4x3TecltlQlm0wIe6ar+GZmdIH1qIFRKzlF5GJGLGV0Anyw+lrwBDmpxPbIrlRHxblVt1gm6sU=
8
0(0)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIjuqLw9J+gNwRA3PAL2BTnU6q0nfcRxsq3IDxyZuAhND0rKVIwWNzz2pL240O/8PWNhwaeiBt4rp0BbtNjPNyFzJe29yDOAnGZ78oJjHfwHJA==
20
10(3)
g/gfm0o1uhTN0kjSh0bUb3Ho+g6P89vsrqpTVExxpIjuqLw9J+gNwRA3PAL2BTnU6q0nfcRxsq3IDxyZuAhND0rKVIwWNzz2pL240O/8PWOQJl/v6BUZvgs5VoHr3DE+
32
10(2)
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