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3
0(0)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpmc2MDLVac1kvqYBrhQ4OD+VL8z3mvR9Yrw3OSdEcmHk3UJZd+6YyvPeyBU4I9VrCtAkuj2nkY8M/0DSs8weaVw==
14
9(1)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpmwI0nLJ1zohFeaA/AGAmK45NQLxtFYM0XTbju4tjW8Tv/eOUKE9LUAs9QdBGd7nY
6
9(1)
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4
0(0)
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36
9(1)
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4
0(0)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHp4BxDop/kGFG046HNoFbFMpR7uMIdyFmNi7GFy0IkEjKc5sPlWK0JeZ4lAFSbIHUkw+wcQnGE2aeUeS3G3amb1VkIplOGHksU9I9X1SdmmPY=
11
10(1)
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18
10(2)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpnOqeinUwsQbt6KMbpN+uul4s9K9xOxfD7UNiElqOs3M0UrZ5cvs+6FgKLyMWVyTmNXvBVYERc+BUmQchFYsH0AZGWPUUqQx3X3gfNE7ZkeCHBeIV3de96oBfcKLGx8d3
24
9(1)
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5
0(0)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpiFYZ5WzicfYgOJJU+9Ycgz8Sup8NBWGxONmdRbCMuNA=
12
9(1)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpKfLfU+Wq7Pcd1IwojoVZYCdwDfqSNByR4D/eawK8NXJpw37LdpTOj/VTApqpJAeA
8
8(1)
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26
9(1)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpmb0Sfvds5ZaOlz4IBI8yCheu5bv+x/g9JLmFYE8fZTK80jxuEfJeiTrJsjjiC0BL0GBHsfXjudxa5LmQM4Oh1Q==
17
10(1)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpmb0Sfvds5ZaOlz4IBI8yCheu5bv+x/g9JLmFYE8fZTK80jxuEfJeiTrJsjjiC0BL0GBHsfXjudxa5LmQM4Oh1Q==
15
9(1)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpddmdS12HoSZZ6SODnyOgyi0ckmQXwz3sb1etZScGe4TbGbO4ULjRo1xP0jP7waZ+
53
9(2)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpkR9LuRbvwqZu1aHVn6ZxpLiJnUuROrjXPcdf/j+m0VUIAAQ+XRWZfdNmVLfZsk/S
14
0(0)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpX9896B6Ehdfch83DXOgQGv/HIGsYwVj+igvgAI4HCuP4td49epNYXXiRxUcHivT8
28
0(0)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpLrIL3HhGhJHyrLybERwltF39+akoEdLnBlVAiWEF5YmhNDwMdhICLMDguVPLDQnG
27
10(2)
fGCsnTflMRCWa2MKIY3rCMrSGBHLSN+NTQCA8x9q+j38QGRl/flF96vhxDW5jdHpkz18l5hNFnxOtKIH9rFC9fX9sbXWlIoHndoPC8ad1Kk9K/xDfZZW/dO/UePeuaR+
78
9.7(3)
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