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1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSeCXz3lFpy3FMr9gSeXAZzPdLqXOUyP0bLX/1t6j9LcIiGjctOo/ovwhwWPWvPVjxI=
10
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1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSeCXz3lFpy3FMr9gSeXAZzPdLqXOUyP0bLX/1t6j9LcIiGjctOo/ovwhwWPWvPVjxI=
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1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSdrVohWy43mDHUjkRxOzqBCJ9VuCmmfBP9Wxmf3c7ppCaofWzNfhCPjpU7NYKQtW+I=
11
0(0)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSeCXz3lFpy3FMr9gSeXAZzPeHQ1+K2eXmf8efrViC8uvSdwz+mDODFcKtPQU+atQrM=
14
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1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvScPysQxUFgbf+PX9vTSh4h/DQDPFzbljVIZ0xT2jkALkiRBQmQOytD+/skzhPWHT8I=
14
10(1)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSdydcf0j68BWeCXPpMDCPOVMylCtTo8zCClDXryPO1asg==
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0(0)
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17
0(0)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvScj37pXHRRcCB6VGCgbMFBhyr2Igmw/+FqqS4bvK6SRpTcOQJmCrPK+3VeOvJac8ws=
31
0(0)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSeCXz3lFpy3FMr9gSeXAZzPL0+gDfhdD8OzrbBsfixLuW/pQQA3CYzL8gs1xLeaovY=
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0(0)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSfxr/hsPB+1HyQfk69OL1ZidsZ5T3IIQXueAihH1FiYRIa60Jj7chDwDcFVXVMSCGIZRHAeeS/caHtxdbZ3MfPR
28
0(0)
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0(0)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSdjkVwgQbjcFI8WOJ31jMcgSSnnqT0YmWzd3ZO1AXVB0p3WvPVf5dPx75cvR7Q5lGpMCxUt1Evr3qv5uDhpDPuBMf2xlz7L28OfaPXpOWolmfLDYAPtjxJbFssQbGH0wrQ=
35
9.5(2)
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29
10(1)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSeHU+0uGSSvGsDGcyrmGDYjCHTnK+fOYExPAIOGT/XY0imP+JI6ggkA3Txm4ez/kpY=
35
9.5(2)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSeHU+0uGSSvGsDGcyrmGDYjCHTnK+fOYExPAIOGT/XY0jbEWll0xQFbSHDAA1SWK+A=
25
9.5(2)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSeHU+0uGSSvGsDGcyrmGDYjCHTnK+fOYExPAIOGT/XY0nTrlyO15roMmKXs6y64sgc=
31
9.5(2)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSeCqOSw1PojJMVKvXUZhQSLhZp5ZoGxKj07VAMb3TeqlyhNFsysqANPTc+FhkJrO5w=
30
9.5(2)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSeCqOSw1PojJMVKvXUZhQSLhZp5ZoGxKj07VAMb3TeqlyhNFsysqANPTc+FhkJrO5w=
44
10(1)
1/K46ieKb0npWeIboZgBNF3DMaa0Q8EDeW4YQJhVvSftUACz7A8f7v+fEsr9jQ9wDbDZaNpA8iIbkNmor0PvG4WKrmwgp1xKPF0jJMG9fYpT6NLXEAl57ZjZ9LQmaHIk
30
9(1)
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