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hxEIaWN4blT86/gRwMtUtWCc2Lj00zg3MWESdoLnDx5T9zssXXq3C+Sq38ErwaYj
20
9(1)
hxEIaWN4blT86/gRwMtUtWCc2Lj00zg3MWESdoLnDx4W5sCIRDoM0CWug2HcnpW4
20
0(0)
hxEIaWN4blT86/gRwMtUtWCc2Lj00zg3MWESdoLnDx7gvYPPtrWdUzGIu/Pbm0M/
49
9(1)
bVmVs7y2+H1YYlgmE45CziRKZNEIjlgeR2WkhtRG3RalpqAUKWuJIdG+sXP8+fpL2IC18EtDKH29GN4lKJCPqA==
19
9(1)
TMA/09JqK6O/vemwPzpdj8rzT+nWIs269Euy/KZJNyjS0IPJmzV3OsmUPrj37EHojlO9d6eGFjbL4CA/5lT1qyC1vN/vZ1veQ5MXeDGORon1bldCsfM+BvVV+Bb446+O
20
0(0)
2isTcEpyQRLfZr5KSsMwJ5inzPCvmx1TFd0HZBYjIcxb5ahyI42nHV8Q7Cw/VyaS
26
0(0)
2isTcEpyQRLfZr5KSsMwJ5inzPCvmx1TFd0HZBYjIcxgi3Pnkwmex6mIJyAPD89fAvYHvq8/dMA9ObZgwjzg6QGzROI+pP5KZP1/dMrFFM4=
35
0(0)
+LK9rGlxgSVWRxZmOd+bFCvU5LkQgZL2+l4QTN+NkoFSx+I7ueZ4U3cQ8/SUMd+iyJ2zVUzt6Q51giPaKpZOeCqfh0TQY8xMK4X3r24TIauKKOam9h0Hi0CGYldtjSGIgbmq8b4iX0cUPC68g57aVZQVpD8DJW4rlcpzEA3/EmY=
14
0(0)
Rnwy6uMUFSZ2tGew4spaXQgNYZvtiVWRL5atiOOMLlIOC62jEJrcVSCXf0SFIcGfopTTGPsTGCNpB7cFgDyhKf2vE4+6lWw0YMyMIlDPiaLT4urUbAVkfuFNzxxG9PnG
48
8(1)
+LK9rGlxgSVWRxZmOd+bFCvU5LkQgZL2+l4QTN+NkoF+lfNWSdP9weW/i9s33xtKpl1EwAaG16xTpjUz516mevzF+AcpS04XFetuTFVdLBIdprjVLL8E+e2V1thGiiJNXJVkbXBwdpscDm42AOHooHnjuhyk4xTYgkm4t66zKsY=
24
9(1)
+LK9rGlxgSVWRxZmOd+bFCvU5LkQgZL2+l4QTN+NkoF+lfNWSdP9weW/i9s33xtKpl1EwAaG16xTpjUz516mevzF+AcpS04XFetuTFVdLBIdprjVLL8E+e2V1thGiiJNXJVkbXBwdpscDm42AOHooHxFDEOyxAdPUkwGdq/Avq4=
40
8(1)
TMA/09JqK6O/vemwPzpdj8rzT+nWIs269Euy/KZJNygZWc7J1iCAvZGW4Qfy22+YUEQ6lopNGpcm/5zsep6JzhnIm8mcfg7HDeQfsFRZJ6xBKIrqdPaUi9M2TRl+yKiU
33
9.7(3)
TMA/09JqK6O/vemwPzpdj8rzT+nWIs269Euy/KZJNygyfjFpggqEURmK/CuTgX4dVpTIv6V7xbS/jEqQvKOSTf61HjIMoWEhgaXSQXqufKs=
52
9(1)
TMA/09JqK6O/vemwPzpdj8rzT+nWIs269Euy/KZJNygJTJyYzhuU3a6OSxQmDQZgMRraB1b/cZcgzdBD/O/GsmHL/CH8vZNbz5JH0opsPXn3qKHjAZgTG+1KfIqFU3gB
41
8(2)
TMA/09JqK6O/vemwPzpdj8rzT+nWIs269Euy/KZJNyiwK/mKnEpsKiFLDdfMlMJhVHTfxaX4b+zcr/KvkacX0jw91Eh8yzlODxTDqc02A0yHFqn2wN8ZLDqRE7bD30bG
43
9(2)
+LK9rGlxgSVWRxZmOd+bFCvU5LkQgZL2+l4QTN+NkoF+lfNWSdP9weW/i9s33xtKpl1EwAaG16xTpjUz516mevzF+AcpS04XFetuTFVdLBIdprjVLL8E+e2V1thGiiJNXJVkbXBwdpscDm42AOHooPznjmZbGrwQLpwDMcDArbI=
30
9(2)
+LK9rGlxgSVWRxZmOd+bFCvU5LkQgZL2+l4QTN+NkoF+lfNWSdP9weW/i9s33xtKpl1EwAaG16xTpjUz516mevzF+AcpS04XFetuTFVdLBIdprjVLL8E+e2V1thGiiJNXJVkbXBwdpscDm42AOHooNErsgGZ/rg+pWHR8P9i7mk=
37
8.3(3)
+LK9rGlxgSVWRxZmOd+bFCvU5LkQgZL2+l4QTN+NkoF+lfNWSdP9weW/i9s33xtKpl1EwAaG16xTpjUz516mevzF+AcpS04XFetuTFVdLBIdprjVLL8E+e2V1thGiiJNXJVkbXBwdpscDm42AOHooGJ3VW0Fux1gBS1G/M+KGBw=
50
9.5(6)
+LK9rGlxgSVWRxZmOd+bFCvU5LkQgZL2+l4QTN+NkoFK4A2Xcf1tjYPIAjACLdaXpQhIkr0RgKAYIB2jCNQVEbx9BjgHZAxVe624v4TmzArKjuYPPRfuHETe+FWjX0AInbfRKrBK9CWoINvUH2rI1sgkgFAwKx8YWmH3hQxOzc0=
183
9(71)
+LK9rGlxgSVWRxZmOd+bFCvU5LkQgZL2+l4QTN+NkoFK4A2Xcf1tjYPIAjACLdaXpQhIkr0RgKAYIB2jCNQVEbx9BjgHZAxVe624v4TmzArKjuYPPRfuHETe+FWjX0AInbfRKrBK9CWoINvUH2rI1jmMDrY3wlypEPjahWHXTzA=
37
8.7(3)
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