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3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnwCzn9PVjkq1wNu07+IEcLbDgwMTnN8vHJ1Y63OkM60hEev/nevgT/GVPE1EOlERxXbfVV/2K7kVnEP+r2SN4i6
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0(0)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnwCzn9PVjkq1wNu07+IEcLbDgwMTnN8vHJ1Y63OkM60hEev/nevgT/GVPE1EOlERxXbfVV/2K7kVnEP+r2SN4i6
18
9(1)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnxGnDbAItCpsElBAXtnkWD6+c2EnFaJUxcGc6S9b7QnymZqr3+5HBbIpSYC+UeEhStb746vw3a4iH339p5Tdkut
14
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3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnxGnDbAItCpsElBAXtnkWD6CtanRWrcZg8MquZkIMTCkDRiNJy4ZnajHAsBrNWuyv8=
10
0(0)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnxGnDbAItCpsElBAXtnkWD6CtanRWrcZg8MquZkIMTCkDRiNJy4ZnajHAsBrNWuyv8=
7
0(0)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnwrCBHBCBIN0H+q5v8dgC4Osc5HcEPIMWg9lCHGerm2C6/QCl6NNoL/A/Uwi473NmA=
11
0(0)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnxGnDbAItCpsElBAXtnkWD6z9r7xGr0zTB8csFmLac55oZGbwypovwsRStl8D2+Juc=
14
0(0)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnx8G9lvbCOZgv9ljJVmW5Q1JpvaTYZKnq7cSIdF1QAs0sa1Xz3RP6rBZY38W1rsZVM=
14
10(1)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnyso9uaxBSafIxIyASFw8K9sa6U9WgX6zFiINMLxUI0HQ==
21
0(0)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnzm9k0rGgRR3rKT1fZWY8/lpz9Ay3eS3KmJFfQbQ+6eCwVvZzJQxsrDXCp8K5ryJvI=
17
0(0)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnwFBvdmpmUWpwhTK2n8l6jEcmHTCTx0KD1DoDs6YZDpqRUIwoiryGtef0u8yQbLYFU=
32
0(0)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnxGnDbAItCpsElBAXtnkWD6AWVeeQMtSkOnPZJ5zB/uZ9IvRX811HhJurmeCHB92Kg=
23
0(0)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnyzTQod61iX7I3ZXDHY7aW5Ia+oDXGDQTSePBJ8Cjo4+EnDjno03zOC/d4Rz5NvPeHfzHQE1iADZGl1vpVnMppe
28
0(0)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnwNaOpXzxcga7MHs8JTes3ynIiHpafpVhKmaGLLsC4MEQ==
20
0(0)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnyt33PpN82NLbvEvMSR8numUkaZzf4h3IBsfQ3b6MCtOjLf4nYMWJ5SHIwJjc6yJ9BqYPQbktOSIrpDx5JAr8plX/WcVbG+X68lAE8XAIsstwJsp5T6RtBBClD7hFW3lAs=
35
9.5(2)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnwp+src8LwFEgP9NEMrKR9snSueJbXkaOFFhTwzKh80ggzkjicZhQVrjBf5Yrs0s2A=
29
10(1)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnx4+Qn4HJowK72JaiRSQEKPqsgwAkNTg8hPvXUXvNPCTBlt4AJIw+uFdwm/lr1PPaU=
35
9.5(2)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnx4+Qn4HJowK72JaiRSQEKPqsgwAkNTg8hPvXUXvNPCTKAPmsLgByzXzISciOY4YnA=
25
9.5(2)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnx4+Qn4HJowK72JaiRSQEKPqsgwAkNTg8hPvXUXvNPCTOfQraNlgcyjEvwgnUcrvns=
31
9.5(2)
3k/k31o6w694q7dT3WkCmtbm8gX1wQEa312MP3sdmnyV0mAFizcA0Rcqe6bdRBhY2QqsZP9X31JE5klLJrnVBO5qKrqeXPbwUzX9foZSTRw=
30
9.5(2)
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