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6
0(0)
3kPsZoWMAw9kmTFl/VM/dFAWgQcXQKwkZJKOJ96te0t8bdIj0zO46FMKrNd5YpGlQblxWDfNHy8PYFOtV01Zk7B5SeeY218fyw1/QKLFs5Y=
4
0(0)
3kPsZoWMAw9kmTFl/VM/dFAWgQcXQKwkZJKOJ96te0t8ycFc72thM2u3hD3Y0qmEvWDCa1cuiZAoLmtn+rve4BjBRcDBzgGnKN79/O0cXgs=
0
0(0)
3kPsZoWMAw9kmTFl/VM/dFAWgQcXQKwkZJKOJ96te0uMOaW8LsxlArNZYPfaaLW4ffhuftnriqy/UiZekc+DjIrrd3tJ7T5pPQdxo1k2rPl8toTHDhyiwpjHfEygJElB
19
0(0)
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5
9(1)
3kPsZoWMAw9kmTFl/VM/dFAWgQcXQKwkZJKOJ96te0t8ycFc72thM2u3hD3Y0qmECjWUNCCJVHqxFc+7L05nRTiCCSgJVImXlk/YJyKoaJg=
3
0(0)
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6
0(0)
3kPsZoWMAw9kmTFl/VM/dFAWgQcXQKwkZJKOJ96te0t8ycFc72thM2u3hD3Y0qmEO3dssvvkA0WoG1SVelTk2g==
3
0(0)
3kPsZoWMAw9kmTFl/VM/dFAWgQcXQKwkZJKOJ96te0t8ycFc72thM2u3hD3Y0qmE+HLkHFeGL1sPbyllC+Iff9GgOvCk+FtiGrW9r8o5xLs=
6
0(0)
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14
0(0)
3kPsZoWMAw9kmTFl/VM/dFAWgQcXQKwkZJKOJ96te0ttgimRGBwjNWuu0xQ9DK4+ipB0AIE2t5Yq6BZE/CKHQg==
10
0(0)
3kPsZoWMAw9kmTFl/VM/dFAWgQcXQKwkZJKOJ96te0ttgimRGBwjNWuu0xQ9DK4+3Ci43Cz7mHY4n5vXeGzo8Q==
18
3.5(6)
3kPsZoWMAw9kmTFl/VM/dFAWgQcXQKwkZJKOJ96te0ttgimRGBwjNWuu0xQ9DK4+QIV/GuflRBgjbgt+xVRBZg==
22
4(1)
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74
8.8(4)
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24
9.5(2)
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18
10(2)
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