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6
0(0)
by2PmwnlYBdogi4ChbHmW+COxwSiUXpc99FOXIYdZ8L2TG9Dmh8bgkBM4KOOWadVbSfQZcaUWlSoROEu9Pyxhw==
4
0(0)
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6
0(0)
by2PmwnlYBdogi4ChbHmW4N6JE8c2SKsqRjxdHbevYH+k/odeiskf7nbXztdnGzVSfAyFyLlZJeWfyBS7NmftFmhQ+P6QuxdSTOZH4fylac=
7
0(0)
by2PmwnlYBdogi4ChbHmW9EH3hJprokKWCtdpKeXstBjTn3hBGsd//VuNub/AXNsyNZya7/6Il5vwAsiLKRclAvgD14n5QOSNkFQMvnLHUTTpXHluSj7x8QTOOEuxnwc
6
1(1)
by2PmwnlYBdogi4ChbHmW9EH3hJprokKWCtdpKeXstBjTn3hBGsd//VuNub/AXNsta7mtoUyMTZaBqqsg5hrX81K/kEvQDwB3ODzpbo+04E=
7
1(1)
by2PmwnlYBdogi4ChbHmW9EH3hJprokKWCtdpKeXstBjTn3hBGsd//VuNub/AXNsuHDQ8NTsW9lWxKfosnAgX3E27LtKfTTIudm44Uj+nwBrtggQ4lh004raI1K4s2luVyRokmPXJpHPraXr4mzHwIauebcsq61yyee03FGjQQk=
8
1(1)
by2PmwnlYBdogi4ChbHmW9EH3hJprokKWCtdpKeXstBjTn3hBGsd//VuNub/AXNsHjzwmSPHVGFWUpvZ/vWyfGIqhzZYygwwWxELkCbkexI=
8
1(1)
by2PmwnlYBdogi4ChbHmW4benD4sfDbnbjK1x0k9UPUfULPcf0xZAscuk6R3k16h22z0vYAK8MZGV6uAMQukN7Qr9A28VbFidnUPp7Q2Gx4=
7
1(1)
by2PmwnlYBdogi4ChbHmW4benD4sfDbnbjK1x0k9UPUw2MJoL9WL07ZnbcFRSl/599EKyjyi8OZLMeq106CwrWfnz7bcZYaIfha1VH82Im0=
5
1(1)
by2PmwnlYBdogi4ChbHmW4benD4sfDbnbjK1x0k9UPXv4f/5CCSVWADbG/mo+ytb
6
1(1)
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5
1(1)
by2PmwnlYBdogi4ChbHmW1qwa+mtHZIoaUhpJrWH9HBOGchD/tXu1k8JAZj0UND7Li/POuP81cSVFrlAIOUOQQ==
9
1(1)
by2PmwnlYBdogi4ChbHmW1n3CrOO6YnI2KbTfIsKCR2ducxwGY1RYsffV48yZsiYiSdJg1vIewTYPOfIWtpDXQ==
18
1(1)
by2PmwnlYBdogi4ChbHmW1n3CrOO6YnI2KbTfIsKCR0vyVUChUzcTBeEnrDHmMehMrN8VomK+JaY4XxQHwmH6g==
9
3(2)
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13
3.7(3)
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14
1(1)
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13
1(1)
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12
5.5(2)
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18
1(1)
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