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3
0(0)
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15
9(1)
GD69qbN7Bs2+hDXXFKlpm0EXkPsRzlY5yhJ9Y7XdniFC7aWFbdhOeoenSd2wrymTgYae93LgsNkvLWVno7O/KUhTXSwCWQFULXKYu1aMn1vtrKhe/e2V7MzVcoCNsRIC
4
9(1)
GD69qbN7Bs2+hDXXFKlpm0EXkPsRzlY5yhJ9Y7XdniFC7aWFbdhOeoenSd2wrymT0aVdcnu5KZYLSe/oH/GBq+ah0kSKnDHgjsS0eYZTAvJPqsIx4sWTOeg7nazDoHLN
4
0(0)
GD69qbN7Bs2+hDXXFKlpm0EXkPsRzlY5yhJ9Y7XdniFC7aWFbdhOeoenSd2wrymTIchyu8VU3xPXQNiOqAq/O1Zk+ZT5klPAj0bd4CZ2GYb/qgEw0oyU8Elip2pimyQYnQkj2Rk9VK8qCIIGk5mxHPZZiKZqphVxsb5qkf9N04pIfTWi01zc61f4dT0zl2RK/qbfGCJqFFsf08s/Q2sHIQ==
36
9(1)
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4
0(0)
GD69qbN7Bs2+hDXXFKlpm0EXkPsRzlY5yhJ9Y7XdniFC7aWFbdhOeoenSd2wrymT5tpdQhmzUD9zfbz9ZYi5M8HVYLPaL1q3BWhGbxsHSUIQ+xufCfGG8DL/EeZusbkY9YsD+2s7R26XHwhz1N31kEiq6EH5zc3II4zulqKkMdc=
11
10(1)
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17
10(2)
GD69qbN7Bs2+hDXXFKlpm0EXkPsRzlY5yhJ9Y7XdniFC7aWFbdhOeoenSd2wrymTnNnwx9f+uw73fO76GLis+kAW2JUNFLu1V+U5Qu2GVt66lDCS1jdjSrWMmqghqVGuKdJ4CK3uuFmgCrZhd2tlfYlrJR/LdqhIgwWl9xB6MoMEe9di9OEWSFxBNtCfrmNB
24
9(1)
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5
0(0)
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12
9(1)
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8
8(1)
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26
9(1)
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17
10(1)
GD69qbN7Bs2+hDXXFKlpm0EXkPsRzlY5yhJ9Y7XdniFC7aWFbdhOeoenSd2wrymTyMIXHcWiBF5M+R+pBhMltlGGmgynvi2HE73UrzWlQuXFNeJ7v8Q0OQB5q6mywtN7ccVzl2RGQA5UmXjKNklaXw==
15
9(1)
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52
9(2)
GD69qbN7Bs2+hDXXFKlpm0EXkPsRzlY5yhJ9Y7XdniFC7aWFbdhOeoenSd2wrymTVHU/D7CmDjRIhfJQQwl03dDw7OVRAv5nHHy4/W1BcjC+ZkWPv8mlBszLNmGfDoVw
14
0(0)
GD69qbN7Bs2+hDXXFKlpm0EXkPsRzlY5yhJ9Y7XdniFC7aWFbdhOeoenSd2wrymTdmwWwISBFC6hcbKxKCMMdogLlficaKkjcDF/158ZjTj92GqiixZd0i9JY8JE/kbS
28
0(0)
GD69qbN7Bs2+hDXXFKlpm0EXkPsRzlY5yhJ9Y7XdniFC7aWFbdhOeoenSd2wrymTm+LHq4eS1COraVIkEPOETU1IhWdNBPCKcsI1yIlh2lUGy0sHUOiVxY7o+d8X6iXY
27
10(2)
GD69qbN7Bs2+hDXXFKlpm0EXkPsRzlY5yhJ9Y7XdniFC7aWFbdhOeoenSd2wrymTNBc/EASheiKwCrlABvjRxNnvHmNJHNeIJ/7Eofl+KvoCS78Ja4ywIiVT/A6OhinU
76
9.7(3)
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