gLxLC35S0av4/gChW4/P8O0o/MCwfjHBy4YTRntB1QE=
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XY4smCpBoFtcSEXTRzHTnObfx8bem1QHByLHylMUTTS0SWo95Eak+t3KvX6+otN7
yMXsr+xQnoeKD/O1WM5mKEp19XImNmkSv6ksxn8HQgc=
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51
0(0)
nsu6MS6XTEpyfJvGNucPvKk9rUECViXujxEwSHljd02lQqItxGf9uo8issH0vv5N
51
0(0)
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51
0(0)
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51
0(0)
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51
0(0)
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51
0(0)
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51
0(0)
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51
0(0)
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51
0(0)
KF/CTUsdgK+batfAefZgHRD1fAFkM2k27fFMrIgCMdi+SQ97w8D+bj8U1AYBNpaZGmeeusvK0UTiuJcK0kjIIQ==
51
0(0)
ZY12wLFjEhVvmpOkeJysMiUd1LMv8PViMtXpSlvxmuRIqHpbLddOMAR2cm/kN0+U7Y5mbBr6ueXR+2ALsCV6a2+SYzDp9z7TPd1MI86qbus=
50
10(5)
g4gkDkAFQYxjIACrvO3JNy8amPMZ4rP6XPeYW1923R+MYmhdke/zDM06iZZyJf61
50
10(4)
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50
10(4)
FszuL18/8B0jKn3Gk4HeUpKyUQRZYfE9XQZjxrfimNlVntk8rHA4LwytYdGbewgh
50
10(3)
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50
10(3)
KtLThzxJsN5F4pUCCiJDgOaZXFaezSeByFO+m9BDIelltca9GASmLrmDFz/ktjX1NGnWjSA2kH/4E0zNgtAlY4AL28KPSzZ3f7ajhJkNnT3mejqqQcKIfEjVdAK+GzRXg+3fXuLZOYagY3gqe2JknnjKTJLWRRS+6Fo6HOH5aKg=
50
10(3)
jS4/c9RbDx6RwxPjQ8zwlb9ImUJxcLSPaWICQ7rprSLZTPyHYT1NRUAecK4aAn4IgOthkhTrnEm8+yGGmxOceCFCSs+kRqp9+T5vfNmKlkE=
50
10(3)
kGzLbFSaxORXEhBZtW9vj+D6W0R/pNQs+B7x75Iy5bG3vgb6G9AuJ2X9YSLqrbmCfMq9a4iPIoAXSPJagKoSrQ==
50
10(3)
fVP6kqgGswDOyUdtU+eazK8k2zlAKwGvNKz/BgM0w+6T6LoD4ihfbGz6yA+JJGdJYXeqfIX5X4A5Sopno/Bx/Y/Q55KwcW3AvwooughnQN/Jz9+vEOT+v96G8avBJ7se
50
10(3)
3GQiUmFhVw9IdcF+AOPdMDh7x7MGfLODh5zQY+KqmyY=
50
10(3)
YUmwx6aVixsMme1BdrsfOrDRj19EtMNsmJwTpOOOE3krRq7JvkUMLHs5l+vtMDhM
50
10(3)
iTfqwDZCVjv/BsFHviCqP9zJ49yXuhZOjoOlnowKjCk7/QF77foYTsDIf4PUgbjG1TTsmaOh5ThJts80Y4SClA==
50
10(2)
JYeTdpFEsdhPNQ2iCfWtizc9uaN/KRS1cSJ5E9VRx7O4XZtMtwj13fTLr1KAf+5IqKxuj3g0cVAiIatLGUPArN0ekAHdd0sntVOsyirC6fepIEh0kVpS6uhxTqfop82silWCxKxQZ3Gh1WJWeOpCNMhdeRTkarzIXnMqKu0MMl8NcImZp0pJc+7IiRITabfu
50
10(2)
lvNN+vJwqpmN1bPrPlnYFtiAc66hChnuOeh93j9dmFsgH8ZUFRwihNZXcaa4V/Z5xszPfdoL0xSoRoBG/CFrtrhUU9kXxBtxZhBdnhfiGzw=
50
10(2)
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50
10(2)
5cY1n4WGdwBuCamWup1FM8eWyclYFFwJD6a7xmJPgiBFF3n0CNP5lRXeDLaIFVK3HxWkUR3H8qPRCCHARbnUMKdFl6j+oIMN6YlzMOh2yq6CrYLupR3yNHwehtblUlBtWo+/8BkZ9iBhhXuUCzBa+VgxnYuEmwlWCC6g5UwN5IqOPXYnBo5EOzJhY3HTQTUf9bJi8JwZimRmepVYdy0Zdw==
50
10(2)
GyP44j62hcxtHZr/HO9CB3vt8B6LqnWwWQuTRPiSQQpqWN9wHZ981CoySndPLTcnvbz5/jwywo7qi8zYjXKjdnPT06iDtxmyOB6PD3iUzpTkzalgN8v/ZwaqDgWTN6nS
50
10(2)
i2GiKI92BrAxMSmauk2vpmO9hybi0vU5JpOt7dIO5oyDbN3C54XjnP2GuFU6rghx4aeKQwuzhMiKUyxoCenU4g==
50
10(2)
7NqYs4kl9//QAMYTrCFGxQVkbG7YEeCNXy8/i3+DIrM=
50
10(2)
XrQO/GEVBEsN79/iX9p7xzjs5xayMwdT0pGSrp/oAXvnOyBZafnwF1rz6rhQDDLar/gMH7ez15U2WDQW123jb+Vr1TGXD4VMFIFLaLnMD4uyciTF7Bc1Anhqw6m/hZs9QRr0wb03vHo3amAZZwxsZw==
50
10(2)
gg3rGZ9QcoO/5cUN+teAlkkAzj39M+D3zLTcM4gK/tfNMDYty1S5IvoCWvyksmLq8ZVSlVQbGBdo/Wvr+Rp36uBEiNYMGYLii5NaBhIdgWb+9TpQa6dChirjyy8T28jt
50
10(2)
9XeMmGT0L0S4jKzK9sc91mZgNoAnrY3Nlt9K7Q3JZDnDhckblA1IBGVTM6yy2Gsl
50
10(2)
P5LowSzk3vZS6eWcaj5uEy4eVfPjS2iVSlndzGzHHpL2Gole3a+rf/Uj++KnluXHpVmGOGNh/EutWLW8WR8kMMu+pqMNR4Bjre3kthayVPU=
50
10(2)
uPi57ZT6GPAN/ZobnVFZEA/+rk5iYDXmCbqjNUI7wwpSe6qftNmUqXDJnmMmmjIw
50
10(2)
ZvbEE/nuERbt1Hi3njRLEBiueSLcKX9Eo+gBv391R5XcJjS0Wk6Sk/aBSsw7iLP7e6K2MMuafXx0ZLzNK6JDCxPoH0j5+DJWGMMOo0Iz780=
50
10(2)
nEFk0rxhX+4DzjcS4cOfvMRhBJkq9RPM60/Eu87mgA7WqrsEeOwXodqLEFS2EPHeTMW97GuUXqQPlXzBbsr76krWz0IXBWXvdNbwr21nVQU=
50
10(2)
Iy1wfgByGTbTriPVqjtJnN2aVR+jzPytBANa1T9RVTN7j6D9rf8V2o1Kga7lCHRs9QchA7YKf516oMf5R/FjBSQ6Ron+hBi3OMiN6zMZkqobgZJ0m4S6qwd804CMoTeteICeLoYWettfOFfaK0Gc8wWALwFKneJHtgq7ssJ0//E=
50
10(2)
HhfT1xmM4qpv176HRxpz+WRwKCGcTF8/OAqbKBNw9yvcUqkCWPkmR8asKYczJ9BbiIODcEFHV7Q47Jsx4RQ15gk40EYZS4P8hq2nKuQyL3weAa9NuckpOPTYQ8VN68Rq
50
10(2)
CbtcPu+uKrElHHQnf4suhK83GcWEWy+uwr9tj8olDA00/j1FFOh+npdFMVyBVPZv
50
10(2)
Te65sxJ9A6EvAZhoHP5dJ/Z2mYRN+zV/G8apreZQ4sMfrrYg0+oiXL/s+oUaDImS
50
10(2)
sUG3yJWDCntsPk4vvSoYUblvMat1l7QC2OOxe2oKuLp60whgHEr15L3U0ClK12um
50
10(1)
f9C2iyBeMd6jnl1Xb6wmm2xPCo534acRl1GAh1OcOHWhmZd1xP275HpV61tBqYnkAuW5yyULDr8CgV0mPSXzk4VkcfHpVjnB9EQcND9W4G8=
50
10(1)
vWYfNQR8tYM9+V8F8W2ir0TdGcB06rjBtepxe2+ND5Z2UVEygoD/73AWe9049Jo9oG40kXUidjOnwapL7nwwCynfCpWRKktrSsyFlLObJj2qZfqALaCaOUOPUl/9A8CQ
50
10(1)
XjDXAPWEUpWC2H4SfrvhcF9mL/kmWU6BN/Z8Zlln4RFuE7SaI7BA86lJOzJiRcU7
50
10(1)
IufpaMjjGqebDZ8BO6RVoCwY3BA7Lln1EP9TFKtoFZRG9CRqGzuqcupA5kzskodM
50
10(1)
m20yyT/u/u/boO+qFAYtvq2w4y4g0ZB5jazUX5jEX47cTldUudeyqsW8it0JNdcooSK3wYwFhufOEnkQhBAHsWEDcOMYN8IR23U07/IfdRHA8XJ2ZWrtvT6lGmKi6kKM
50
10(1)
VZ2eeM5sFt+2SH1mWT9mI0ZsFBuaZyDXm36D1HOxNtloJyA2Jybymi8hSO3RlC7D235p4u7M0yji+3wC6CLqTQ/28HBBbpMX2f/6ifyE3XQ=
50
10(1)
3hRcRiNBSw/E60Yo23a1J2EHM2H3eD6mvEABml6B9Rtmtsl1JeEg9uLE2LxZobIvaq5n1ISlxYh5hgbNhNse+2q8ui+9ekk4ARh5jo+aXIw=
50
10(1)
Y9tn/NY53FcDgF159w/ti8V0vfXqAdZY4+YAXvfNBLhz/bXmYQiIf76ISIt01aWS7G7Uxbp/U/9OYcWjJOAIdfZFjBm2dYe5mdoxwWtn45s=
50
10(1)
iA0bQcuJxXtM9N9hsgqWMktnvL5S2esYk6xs2lYnxSQgQX2D3CqZIUG4mooLbaYqW30uu7wNfS1dD0SOuK+XNA==
50
10(1)
gAdlUneKglNFj4u87HJXG8jUCUbn56fce6tDYWs6AF+woELzSeaATFWa/vW+0z+A
50
10(1)
9t+8Dziv2lWhOvXxh8G9Bv0kLOUnC3vHt4cS5zUmu/hnAPFlhNuU/GdfwwvmqqXCfIZeSQ4jLJw9tJMqRYnFdL5DO+p0WZEvO0MAMsI4unLtqflZtYnVM4nBIpjB730r
50
10(1)
2DqnV73EefFVDwOd/pNtJJZXMv06v58q4q1wfH6uY4U6mQSDFR/PmF1v6Fh7JFgzK3viU9LP+FDrxDsFij2I3Wq0YfJubAREj+RqHQF3UU+bHU9JFAhLKl1kYzYXwDZ4sJGsMDwXNRHQlTQZynQd1nfJpzQ/M+2P0+Io9TRJypk=
50
10(1)
sr1b/6E434K5N8AcfB0WiH0bH41+EQ4acId4XnlQJu8vb7vGJKKB1ZcBgIW30okUtUc0d4D3em5Il09ys5a4oQ==
50
10(1)
UgNNR35bj5pYjc+PZ2ZyMvrc1NyW1KmuxXxuQVRXG8377/xrqjn681ly++TDpxFLGLjGRorDa9XDwCX5TyKI8tiAI56OCaNOMefG0ZnRe498nLQmFSfnr9O6sBZVc3XRHopSrydb8OEGxkn9Xrhuqg==
50
10(1)
lQHaJnooz1BOPSXkHYLjx2W0j8qqbqu7vyVW1I8DAzszAAbhY/A7fEnRdSH1BSRv7iorXssr9dwpAxxZT/yuVQ==
50
9.8(4)
czh/e7Oiqabvl5JEmo2mZGnow4IEzmgaXpI4JXBEG6NEft6yN8jDUDM8m04jiIFE4Skss6Y3fmYY2+upp8MPYpTNDjiGUN8X9qClpwiPR22pyc0gjpnp3hYu8OrgmYnV1sgB16NbaHdYN+uGLF9Qx9N9Ddei9hdFvViBMNGSDgw=
50
9.8(4)
12d7M0fpTFvU6pI1FNmjCj90yffejxpDlnNXVglifGc=
50
9.7(3)
3hRcRiNBSw/E60Yo23a1J5lJKnxDxtJlKe+4/TJ6m9CWzxrvI6a4LGXaP28ibF3nYMI2n6lvKauVYHHvb/s2Zpc81OoXArDVRR71Ph1/UI+FlKKcefUY3/uzSs5HLQbd
50
9.7(3)
m20yyT/u/u/boO+qFAYtvq2w4y4g0ZB5jazUX5jEX470YtHrhQ6l+0cHX0vyETa+7/4OLmjFRyMmcNFTmrHRLl79COGe+OQJsyzQDNspIBQ=
50
9.7(3)
vKHGRDgwjsnBNI03bOuia4hxBdzklx4+dJzvBBgMIxt4JVpeNpLohzwIvcG62csc
50
9.7(3)
AGXmdxkzIqt0t/eIx1pfpwM8m/YNgfbKSwqYq37m1TrrZP0GKZC/iefKyQJsGpsVmrb0jHXlTSWazwKbroXNLsj3xJkQGJjOiQVlpKDhtO0=
50
9.7(3)
276XWkob/MykopRk1n4O4RBNgzzx1NfqmO4QjZUktNrlixn5gFx0wKQ1k7oUmt78
50
9.7(3)
bOVhFY7s1Jc6xFWxTi3bczdTj3Egd3T/XNzJN8ggMINPplJyX6d8XmT/XK6ojOax9epv1cxIqm+BLh7IT4axWCLXIxhZIekS5N+l2Fes3i0OeakkxLNeb+ZLS31F98JsNh6hXEH0j8AfZNsjmddrEw==
50
9.5(4)
KEYK6YSNGCjDlAVCBKa7kqU6nYK2bZ3orKMlL0AOU5xQjkOVdX31p91K3mggSfXs5RDMGwslXkvxBVQ0lprQUWBldOX3924YxaIMGtmmGUcOmXUsouM/dwo5xO57zspn
50
9.5(4)
6/angXqk8O/KnVwGiy3emaplthpg9Ec7X1ZcirhkhgIyv04qrE2EklS/YS2tFcaopW+0XPAjqBa1IxIUyLB0P1ENEgavWu2lwoZUA8CZN2c=
50
9.5(2)
2u4kA3NQxOJtDbwoixZYK/17nUaFFTk2q8aAObOEi5mHkxvcIARGnfTo6LRsH1Ri
50
9.5(2)
vCv+O2iEIm2TyDAAfowO8YeJwpgz58HcIHdEP84gEh3ywwztcAtOOk+b3Hdy8HuH
50
9.5(2)
XrQO/GEVBEsN79/iX9p7xzjs5xayMwdT0pGSrp/oAXuzpRkV4EbbinCBobhIvhZ2GZuCLMRP2xwPSvtcam4h6LYRGx+RPPRuJDZlopPeaiYOoJCRsSzCcLNV1DpGvSRAN3Gz9/htxiJLjU9R3O1APQ==
50
9.5(2)
wpWiQZ8RbPtkyF1nFzZsRicEygRLDfHzivUyZ0IRkJFoEp+lVxHv8VExn+bVtJ+tkCZrbaz+5fooY3AhnTUh7YIXcZpigJibnG8k+EDqb+s=
50
9.5(2)
KCmQlkyOJOf/dx25IAR3wqpuiCehbOzKzt54pzqYdSgJf46yN3sj20JCdxAUF+Sh7qv7enVxO1iH+xIv2adY9G9IJyvJmPnId7mV7dj86g4=
50
9.5(2)
TMSCUpNcuUoKiaXmpb20ZkJ81yTdZxtmpWEMHIl0blzC5/S4kWzmpus0Nqb4HdgneCHoIaAD1VCBsvL993j6YOyeU95JvLxEFmP0mar4zxRREwR6KmPh4GmNFBfgqGSPw5SSWkCMEFIwJa624uWHng==
50
9.5(2)
eFhyGDcyp+27vrp8F1bikYh45ewPDfh1js7U4Nmzya8kqF5vx2+C5Ij8FoFtgV2L
50
9.5(2)
GyP44j62hcxtHZr/HO9CB3vt8B6LqnWwWQuTRPiSQQobdwnXexo3r6dSL25MhfTpCK9tVY9ic1C704SOrE3qbA==
50
9.5(2)
TRpSEm3AwGHVREbNutsO12TVifYGs8XAmWJYZ6VaNQY=
50
9.5(2)
TU8xYiRzFj+U0uOaJ3Sf8NGkSJIQMbd2dQU1uHjolSohm3IXrd11F/GHaMIh3O+KAe4Trss48eTRSOlvD4wIZ2RGhdVcQoSsPDkNXePA100=
50
9.5(2)
7Dfp7zga3WMwoBAwTGX2zYekR3nusb6ZahRKbtSKiLCWk+8qY5hAXu+uRo1mRnZ9
50
9.5(2)
/7NpPGKEfEgOt5RCg88ZFSqiV7RNYy6tD8dClFDOSCs=
50
9.5(2)
rnC+GXPHDcCFIEoIf9RL+T0Bj4cDc8i76TDK3u18DtRf0ZbAzQ+5HowlnVWMpyWS
50
9.4(7)
Cplgeb4DLxJL2hwe1HnYIcZfNMGx9dUxuaG/BUXQFSYs/LcG+Fa0yhv/Ihxn10gwNAZnk7rrZCUCf52dkelvnw==
50
9.3(22)
9cgRMB7wSzBFMNDmKGRoVCXQryvMb+X1t52T2nQuiM8=
96WJpNq79/VNRcxw8nAfxLzBJ595MVwnNOy5Vb/kt0Gs8LVM1KtYbQ+UszIyFzrTg01VprOY7krR7MXDe0vs+cugRDE24gay26Ezo7oepTximrKhcQ48S58cIhBVuInD
50
9.3(6)
4gUXDo2CHrKuSXk9Eyiv2Cyr+AvawvwXNFjjY+hO5o3KrYsc6uO9VejBCUWRxi/dvI06JNARGEPDbWylgSNr6y1FhS+swOEeO8/nQ/9e28w=
50
9.3(4)
8gkTpCl6lvkRqllU7g0C8nHU41H7YxeFGEYOZtCrHetReBaAWvzm6xaMh4Nqu48lRbkcSUNLK4zl4zyNGGobbX8ekzqEc0ObPkxNICcqbE1kyw5aRO3UIrSFIKZo8r1d
50
9.3(3)
SX5KpzLcpTPSpZurhWan5y8jNSyw9n0i9iUJ1d4Nfd6W+lGHth+fjSZfWaREH2auWgSQZ6kGInx9gEj/2W/KRYnnVe5TZub0mQngWAOEH5Q=
50
9.3(3)
TAEUo7r/EXU8TZZhMHYn1RLNVam4NisES8xqhHMW3ajxxrDmqNYF94HXq4JyzjNnBAJbyYv610fupxn081VyaeLYXJXgW7T+1W7la+tnzRA9LbtJXZX8WMi1S+haQ1MrrCJnpnkpDgeQLd1Yy1jZmjQAyaMYTAupJpX8qtM2DmM=
50
9.3(3)
HFlydm9x/S/GTMIbWujgvj26spj3T69WuXSvGgPx8eTheiZ9Y1VlNvb0oIAy1/LYDdehOPfDIS7WEuX8NtC6D0FcHkoRDfi9s2R6PhTyfCo=
50
9.3(3)
4Q67QDVPzNCsb60nBaNulo8xGGt+0cZAGzPpc4hTduX9O7JkXnod8p6efBHOczpB7l/fM/aBT3xk/uXVjz2XSA==
50
9.3(3)
BuH+bPie9P8BWpXDGHf8ctjWAIvDqq2+K0VPbiS8zjJTYeYCSeq5AZMq2LVqv1VAZH8IRt63O2iBXXWsP15BpQ9aU/Dm2sSGuIG5EF6GAvvZarPsMqCPUDDCTx0Dxb+2
50
9(5)
w9B2LAW7o686Pa5m4uastUkvDbTXb7bATrD0QvaEEKY6gVn5R11TukN2b/03wnReaJZ2BAOwIpB7iidE0NUnZNKXQVKDo0rfdH6te3t3zIk=
50
9(3)
sktuUyOUjrhagoqxfUSPW46AR9O0a2aJ5Zmaf2rc+rD8eIbxQIRdd4HT/Th/BnnH5j25pPueqCrg1KRNHYoGKJAaf9jC/YRbKYf7sky7PQggxJ2WQwRa6SevXEVbWX7s
50
9(2)
e/mUUmIIzlpVI0Zs4+B9GAvYLhjdbiWb87ZMUYoINMvQ9FlZsvEx4aJOwEII1mOd
50
9(2)
qlmXWjfXMf6A/p0HLXF+rDN9k9aX2n3q02aT/7ZobAwjVQ0cpFv3Z44EtkZwzd5n
50
9(2)
GmZtrgKA0xt+UdK1Pu/fq/sUBJxYo2r6wcRh///iI1K2J7E90x2CkxPggM3fRf/F9lXsCBH1FHz1x8X8zUQpLR34DoxCn8C37UkRK3bDXOo=
50
9(2)
BPqdvzibrLlRMNDTHbUevLK7LXijSrGwZS37PnYk5mZIHbaUZ2E80z558mVAlzozHHa4jpgEHldqBRg6XaD8BE8Zs/3raJl1FlSso+XP4n+iTrfvyNn5Dyw3XWncqD4F
50
9(2)
SdoV/XAUQgaogpucbwUk1pfRzk88onwZOwrTP5JW6sunMHup2FL6G6pQw8ySgP0A
50
9(2)
jIrSp+EQvD6QcSRLbIrvbrzBdC8b/iMx6Oc26Td2jlo=
50
9(2)
Y6VHWVG0q20bv1WGue+/WXhdP7bkltymIG5jV64ZjpzvXT7H8qr93g3NzwnpCY80JSx/TLEsl3SEgeAgM46ljNiYNJ0e1v1H5mkVPuHVuz4=
50
9(2)
FQzV/N7cW2Cqpn/KgQRDHMgTrPeL3Kj3a+Gm8UhylnFnpTclT0VI7Qq6KDbFvXavaUI+WrNMh9a3Hs8pK8SGrk8SeB8gcZCVA9n/TMApe9s=
50
9(2)
rG7rwJY4oPx00aBCDJwa4MZXlQpP4fzoT9spbjlyhFyTNuUYxhHGrwhC9FAolqBT6TV1JiERlbSzkYysP6R6OeBRQdjojk1lSi8Bt+KOSBcHN73gYHPLODbDwVF4DxfpAwT7HbldpaJfon5UEdLDeA==
50
9(1)
N44wyzDrn/iNaksNF9cAzZ59aR0Bs0YKZImlzCxpD3I=
50
9(1)
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