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rXlIkVj2YlDfB3uMIt+ZPzakz99JCqcG7ylhyCyB9QHjLiAqst8j+WTNUA9pPbS1MoYuEpbfnVvgX2azRSUZ5dKD4J0f2kVlcSj8am6oyuXRtjHdK0w2TpSav7tJQad3jyZhq5T/S164yQ/J6bq3ST52BYVI8T8nzU/1ngktsAm+fVTrJzoOVDbL6Ut/1O1G1Z6frbvVWZlLYdeGiNuRNQ==
26
10(1)
rXlIkVj2YlDfB3uMIt+ZP5y3EmM7yzUJhaYWLtTefO8qyPq0tbpf+0SaARl1VwoHpF3aPcw25m1x90HGjMqGx8YfOY5QMe7TTzuO98Om51lWj8svmxwnn6W3OSLzIrUkF45WffLTZYTML4GIKdJyt8B92zVbTkRXJno7jbObJMboHnKNxiOAAmWDwqphHss5
20
10(1)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p0qw/nBhJZLwjnNq8N9LZL39WagAxWSVoMxKSmQRWTRGZgK+t3Li/TPjnY4ZG7Z5KNQ3TzmQq94Y0dGP9Kse/Ws
27
9(1)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p2x3ifBfkVaiPB+zvFNKa4wP6Z0TMk/6weZ+w/vRwOR38Zgc4Uz9DfCZBfKg1uxpuTBQgVuezeQEOQdXOYOEfcOgVlCVdEAAxHudVbk4atcukxMMdYSF390i3U8gBe0gNnZRHNsjrDfZ0Fyp45XDxLDIdqTPYE0QXwSc5alIf/tmvAhmyn7u7gQmVhAUMPNhzA=
30
8.5(2)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p0r/PxB5fsa1XxqYMna9gMclLzVVChQHd4t5fPTmnXjSDB6bEpMgk8Scon1b44TMEobXLy8losMRyJurwKNAjZj7HVciYTJOcrCsb4H/TNv5VZBYG7WFfO2dqINyvTvPGTzjiYTL+Dcnzz5ibEI3HA/3D9dzBSATbfLHFgYdjetWvuDVMtdCkSfHXHXwDpzjUk=
25
0(0)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p1cUETQAZMjuTOs2ujx8UWek/8/JSC9DovkYsXYt8j+6gBfPIKlWPSKZmKbHQhp8SBRmqVB0uMaF0np2sCbEY9nJnmg5NtX7uoHUbgDEAmNapONCnm2e7Z8F+7T6KKSM1hgIi4BIw4hkwu8x2TXjYq7
34
9(2)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p2iGznkriSHKHZRdzcv8JR+G1ZfwRp8VRBUJp5XK34ENKPwyGFI+8k6iPY119AB4xm58VXBxg/zAtdJGNmk6Ks2bah1102y+c9qU4bzmda5hMDamTHwVtUH7ushqte/7dLf3trECGBJ9LoIwF+oOS9pNdY7zNmZxa8FjJM/5MHxmnVVkoJFXjWaTWd8OnLVs0DVQ1NQdlGrY3r3HSz/9dGv
19
3(3)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p0RBrMaDegrYKlxBfvLaUuePi9zcZ82rsRlBWEowPqdiSbKt4Dw5fXi/HWl3a6d1D7UEQtulJUFNPuZo5aON2oglftfLhvoIjMwk8sPw4p9zA==
37
0(0)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p0xIBKNAjx8bOg1qteIEA/7w+unvW0xmuvxm/LsIbvXs4nElIxL8ZqeoWlKN3XE2NJP7LNmydIXurYjwpHXeUAV2jg4cVkrL1nRk6mSHR3B6Q+tMAiXjYXu5ZBMzc37UJXjkKMo3qs2mJToBUrpuKxi
40
0(0)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p0kpUSGllQ9rZngwVSK47adYdOSpMxGsD00iSlsErwnJzn1iLF1lJMkh1gFNjwC312kCpLZhG+wN5c2Nyd4sWbR
17
8(1)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p2VAmMnl9I6RhtqkgYaZejlqCiKZrQwxCq8B5ShM/OnCrIPlQzMe6jckOE9/wwvBchTxkB/FfQ8LqCFeIbd5hBVXvcMiAgqVHHh7LwC8ntkpDx9hx8+CLQWcLa/boYUmd9XhmvoZZvOa7ylTpOuJEls
53
7.5(2)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p0h/GSoTs66r+pJHw6K2lyDkA2Hye3ljHGV+8kLN5ZB/j15Nx3r3XqE11L9S4dr5xLOmcFfhHmMxOZhJdabpA0+6YJDB2hJ4ijbAHeO2fxHSRLO58YECUBWqOBKa4XcABovZrUDg6V05ocF6LdvHKEv
32
0(0)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p1Y2nfBiG/cNJOrSa9IvMFBe6ONXmUWLJf1g6iva+RYM0eMRayoXeo0Xhzo4tUSFvXq9zWW7Uqaxb5gw3XdbrZBoWpZ531N5a7DD151YPlTKejo4wOaMb1Hxn8Sc6XY1hB73V5B3WQ/TopxIhi0VRIU12dkjNFEOcNEpoXWWF06mTuWBlnz/eUzYrI5gC2k4+OHaR0V/XKSo+NInnnlDDDPNxyqTgZ/D3o5De2wbK5tKmX2Mx8GtxXplO8LTA7XLpU=
26
8(1)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p0RBrMaDegrYKlxBfvLaUuePi9zcZ82rsRlBWEowPqdiSbKt4Dw5fXi/HWl3a6d1D7UEQtulJUFNPuZo5aON2oglftfLhvoIjMwk8sPw4p9zA==
64
8.3(3)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p1k9RoJfbXZNPpLKUI9l3Y2AaJrou4oW3V9qjn4BBljpoZGNoUfeZApTK4CZsU3baL9J6wYLABRQDORmSDXbqRML0+8uRZiCptQQcWv2m7kow==
63
8(2)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p0Me4lG7OV3b+BYEzYFecZKWedYczwAt/n+BhdI16EHmiaEAKwBcLh5J3MI126HGCmVkRKnDQuzrehwY+HK+mO9QoRwCIcYdILhF06fQBuuqqvzTydGBx8Zda2H0xLL1IFgq4MdbJrg4QaJ5EjF9fPwffgsKMHyILvbaFqRMY0h+hSYyu8p31zXTEbezQ7iuJI=
5
0(0)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p2281RE4Bc5Eg00x5453+0DY5dNkvuoFMniTVXV48s1XjraawFeH8z3OcIl408FagKBoY2dS2SLM1HR7wAXS++gUmevQcJDlI5le0SlmUjUYl2CqYG9j4JKHnZlda5jaEWCMXz6JAzqiuIx7nFRD4nSE9RIIsyqng1o9Qe0pevBgIAABw56BmrLUvFN11iCMEcGRwg3XLYP9eE38HTSO0/i
54
10(2)
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37
8(1)
rXlIkVj2YlDfB3uMIt+ZP2wfUF62HgyQ4SLjpCQH9p2MImePNNMvSp9JIE88B5auPxmlxDXJBy+/YYr8kU03lsM3+D8VazUQLgjZwL435zSTyDX1xfpthRRrAl9iV4QQX+1CCrCPfj9BtrLl59QXq/nhWAQLxPTGqKnbHCXl1lhTor3/xm+P6ZGLNN+7P6CMh+0mvwKC492KHp1EL7eVwa7egXlNCShejWBnIpUYSjc=
18
0(0)
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22
8(1)
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