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9
9(1)
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27
0(0)
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20
0(0)
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16
0(0)
LNZQXWiPl7LX+9wh2+uTnnWMpYfCr+tcps/E2eiyxALRFq4GwR9dAXfpveEC8TxYvjEqYVXAyHv+rbYfeyYTKu/slA5qWgtDSY+cQWjZPk19btvGiDh2ji8B1Q3UYqTswaGJ3tfwr1QX6fJIU3BsR5E3AUAfxl9/j+MP1WN/uJ9FCK4sGtzPqOO6QzNWB4HJ
5
0(0)
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40
8(1)
LNZQXWiPl7LX+9wh2+uTnnWMpYfCr+tcps/E2eiyxALRFq4GwR9dAXfpveEC8TxYvjEqYVXAyHv+rbYfeyYTKvMCoI6S8KsSlIXP9FtG163zERR8V9K96Co4BNS7s3jV86+682ynYAndyWtjlCISFji/SLofMHxcZ75AAz+YwiXYuaAL2vmVdxb7jmoOGCtb
8
0(0)
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9
0(0)
LNZQXWiPl7LX+9wh2+uTnnWMpYfCr+tcps/E2eiyxAJrFoOFxIYGzpLTg1omLEVByaRNGKS3wA9oQGc/F9iS2gxo7Zhsg6SUWCWtycM826+0COOaYmMFAOk8C1zK6lrIPr0kwbNoNwX7JzcCGI+nEA==
5
0(0)
LNZQXWiPl7LX+9wh2+uTnnWMpYfCr+tcps/E2eiyxALRFq4GwR9dAXfpveEC8TxYvjEqYVXAyHv+rbYfeyYTKlKayIab1mdbOhqTbtasPSOn52uQIXWiXS+JGudoaBZIKLbgGKB/Mk0KazIE/uPQ9HE7nB3W24CF8WFdTNjtcxs=
7
0(0)
LNZQXWiPl7LX+9wh2+uTnnWMpYfCr+tcps/E2eiyxAJrFoOFxIYGzpLTg1omLEVBgiB6iCsBBsJLdThjW1GhvNlm0YyX3G9n6W3/rZ1x1fCss9cp9xbEWiwvNPMDupbtTuu92FXE4xLGnX3WtfLv/pkpPX/2YQ8Z58lVvVbllM+TvAoPePVpEy7dAnMMcMd1
9
0(0)
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52
9.5(2)
LNZQXWiPl7LX+9wh2+uTnnWMpYfCr+tcps/E2eiyxAJrFoOFxIYGzpLTg1omLEVBgiB6iCsBBsJLdThjW1GhvMJOS3xRjZAWfzqqYKK8myQvM9Sokom3QzW1c9eZGvXAGVMB8Mvaxtm/NM/HCmn+5T02lBAoeJ7131h6TkQO6crDts4lCfngGm+vbagXQqT78ecsm1lcaaxux3e3do8B0w==
9
0(0)
LNZQXWiPl7LX+9wh2+uTnnWMpYfCr+tcps/E2eiyxAJrFoOFxIYGzpLTg1omLEVBgiB6iCsBBsJLdThjW1GhvGW54GcpZr+ZAnduncceoU1x0LpaRk/S8RN1rZoWZ+JiKOXmfpvNAuBcVeV1B1xZcLeh/aVhtMIDKoFBYL3rJ3n5YT+W7DdX/Kbrkq/Wo+ERLLwsDDHGTu+m6uVd/92dNQ==
7
0(0)
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6
0(0)
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94
9.3(3)
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52
9(1)
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35
9.5(2)
iMQbj0tIJD3p4CfPAO0LwGz1NoR5rnYdNcvQcHN0Ln/va2TgnoJU5T9GscKRs4Ie0N1VbgM2MEM4pilWPcdwCfvMMM8yYEKfNfXv6QEqGP3X9vYML9p7NDW3n7go0hArs6pJKulq7KgvhBVLCU6aTQ==
71
9.5(2)
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59
0(0)
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