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3
0(0)
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1
0(0)
solMVt7SGno/zm9qa6xXVY7/oAl5abdp7aP6A6TWKxkXWbmKAGuhomIdRcyesFqgfgCmJDr3ADqVAk2nsMuBEWxY1etyX8FVtSikBGWhyQ7rU0Z9JC9tKbOsJGr5pCq3
7
0(0)
solMVt7SGno/zm9qa6xXVflhkKX/jfWkwBmt45A7M3vYMF/y3DwdesF4Q9PDOVjGD2A0e6fyG6MTn+nMN/vhKmSDdGAtStN0aPuQ5g3QW1IeZAxPK+0JbqRB3I/U5zK1SdT7eyI/H6iXlNofmz61GQ==
8
0(0)
solMVt7SGno/zm9qa6xXVeBczwO+twB3bT64ft228qEiNISqgDcGh+czLLJ59dp13V6xprL3iSrGVgfc/bMgosme7J1pd1EtpnzbqXv6JVeC6R/UtLdDLb2eTdE1G+45yk42zTAp2iNcB++vGxmc9A==
6
0(0)
solMVt7SGno/zm9qa6xXVaFFM9lskdxYolgaX0809wQCrLZQAGyb/YhRYJ2umRZfxYhNRGyJdykJgcEaQ+kW63JwwWWN2dIMUYfqPNB/RdddiAtnGCSVT5u68HvhRsez
7
0(0)
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5
0(0)
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3
0(0)
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5
0(0)
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8
0(0)
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5
0(0)
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2
0(0)
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6
0(0)
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10
0(0)
solMVt7SGno/zm9qa6xXVbZdnlz/pcFmCqY+pJYXjL3KxpTE7LpkQcLJW2FMfDYFP+sdWhBuuT0ut/heaS1ANJK/tGIcdAuy8qgf4lxqnmfqvt3vnt4nLO0HQ+KiyYXjki6zQyi1Z0NnlWLKhGo6R8xtT7O9Mesd8puW4wR0xmmvwRuAW5xlsMnI52jiczN/p9gtQTfqnTgHk/fSp5JqkCC7+0toC3IvUslpofS4oieC/XP3Uk7WABvsbHHwRhZ1Eo0HmjtQ5qGO1ptZG1zGAnFCd1WoLG/g5LS6gBdIS6M=
8
0(0)
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9
10(1)
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17
0(0)
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13
0(0)
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6
0(0)
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23
0(0)
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17
7(1)
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14
0(0)
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46
0(0)
solMVt7SGno/zm9qa6xXVdAxQgB3JzHGQkgzQb54QPm/guoHCvUca5eP5RhV+eoOnXtZvBa+k5DVc1wNHbxZ79T73zlCduoVS5rs0qLXUrvsfB0lrSvh0rjUshcRkX41Zm9dRfaH0YVBkiNt/LvrL5hIlxbLQsty2nMLqIMLUUw=
65
7(2)
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14