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1
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3
+5RRSTYNnczPzZpXhDA3Y1jUtjlshEl4kVv8q+rVMp7RmG+TLdu/4a1JU/bL1eRV55e4ysPbdFVkfndZn7yprfs+Ox6LM3ol4EejjfJHsFI=
16
0(0)
+5RRSTYNnczPzZpXhDA3Y1jUtjlshEl4kVv8q+rVMp5U4ZesP5Lx2CsxEI0Z97B6pnaB0ICSwjdyEMupFZZaAXahVuN1fHWyNOiZuVFl9jMa3PqgT46LPKCgZrttPXcP
26
10(1)
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15
10(1)
+5RRSTYNnczPzZpXhDA3Y1jUtjlshEl4kVv8q+rVMp5U4ZesP5Lx2CsxEI0Z97B6ZgprRyC3hGYX2yBVP6Zw497qDbYoMSl+RLawY5yYj7G0XbdzHCPEJM6Nc0qG/SzG
69
9.5(2)
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6
7(1)
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17
0(0)
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14
9.7(3)
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7
9.8(4)
+5RRSTYNnczPzZpXhDA3Y1jUtjlshEl4kVv8q+rVMp5U4ZesP5Lx2CsxEI0Z97B61iAX/JwZz1upl2zp4GgHOxLwqMeJOsLDvIPOhv8XzTtu/l62brm7RwGtwHA8T6sz
17
0(0)
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11
0(0)
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14
0(0)
+5RRSTYNnczPzZpXhDA3Y1jUtjlshEl4kVv8q+rVMp6WLl8fbO56gmjJe+523AGgvx85/plcyN5OgLiM+V0dsN3Xnjxx8/y1PP256OllDRe941wrWm2s2EAQLzWab7ZW
51
9(4)
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22
9(2)
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26
10(2)
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25
8(2)
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