Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Frederick_Wilder_030917_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 06, 2006 |
Start Time | | 2006/03/06 00:00 |
End Time | | 2006/03/06 23:59 |
Key Words | | Northward IMF, Cusp, Topology |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -9.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.68 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 72.50000 |
Conductance Model | | TIEGCM |
Corotation | | real |
Run Number | | Frederick_Wilder_030917_1 |
Minimum Dst Value | | -28 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-12 for time period of this run.
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99tqpU6fYmTRNc4bdL59PfYlg8imYEgUAABh0XPFRdCWdPp1eFGPx30JXV1d8fDzzkLqBgQGJRHLhwoVB8yPvrJ5chwCLIZh8CqZEAQAABl0UYFl65JFHysrKmI9aWlqeeuqpXbt20V+a5rNfPp/6EsHkUzAlCgAAMOjqS4S9vb179+61bKzas2cPLfDll1/y3C+fT32JYPIpmBIFAAAYdHUndwbTB4uUlZVNmTJFrVbTX6tbCxFgMQSTT8GUKAAAwKCrA6z+/v49e/ZMmzaNpu/cufPss89mZmbSNMVYNLO3t5fnfoVTHftyPnEXIQAACJZrx8GaOHFiVFRUdXU1zd+wYcPJkyfZxY4cOUJzeO5XONWxYPIpmBIFAAAYxEju7iaYfAqmRAEAAAYRYLmbYPIpmBIFAAAYRIDlboLJp2BKFAAAYBABlrsJJp+CKVEAAIBBBFju5sv5xF2EAAAgWAiw3Esw+RRMiQIAAAwiwHI3N+fTbvMSR8tTfHz8ZLO4uDhnd+SC5AIAeKcUY8rr2a/vubynp7+H3pbcKtFc05jumrJasg6UHpA1yFy1o9qu2lcyX1mVtupQxSF5o/zeH/dctWVwFgIs9/KIfNoGWHYXS0hIEIvFJjOJREJvR7wLAACf92bum9PND/UVyUXMBL3C1eFBsiD2LfuaoZrR3NP8reHbk1UnLaOizr5OY7exd6CXY0esnns9czVzLTcbmxdrnaqcNwNlgcGK4JzWHMv5N+7ckDZIC0wFtC+KBZfpl/1U/RPzEc2ZpZrFbDBGF6NsUo7uwAiFawcanTRpUnR0tNVTcUawX+FUxx6RT54BFkVXer2emaYJkUg04l0AAPi2klsltlEU98tP6sdMLNEtoS2kX09nQzH66Hz9eatdUByWej31t/rfTHdN9PZwxeFwTbjtZmu7aulTeZOcQqul+qXs/I8KP2K209Pfc7XjKkV4NNNf5v9W3lvsMkHyIArR3it4z2qbn5Z8Oq5H0zu59lE53d3d8fHxU6dOHeV+hVMde0Q+bQOshx9+eMKECc8888zu3bvZ+RQ+DwwMMNM0QW9HvAsAAN/2YdGHzgZYlq/G242W7V5MjJXVkjVobk/SXtNGaCL4b21j1ka784MVwbYzRQqR1Rw/uZ/tYoHywJNXTw57HITMUcXX19d55coxg+Fob2+bs1tgHvYskUjOnj3LzjQajY8//nhXVxf3fvl86ks8Ip+ODrfBYIiIiIiNjbW7GEVgttvhMBYpBwDwHGdqzuwu2p3TMnTpjQ2AKF4JUgQt0y07ajjKBDT+Mv9XMl+hOOnijYvn684XtxUHSAN4hkq0KT6LvZHzRowuZjQRHs/XpZuX3H3UPZejio+iK6l0Or0oxuK/BYqf4uPjxWIxTaelpT377LPsR6+99tr+/fuH3S+fT32JR+ST43B3dHRMnjyZmUYLFgCAXaa7ppmqmWzY8UXZF36yP1t9jN3GYVcvbytfnLJ4pnrmgqQFVhHMPO28FfoV/COeAHnAhot/PvfXtpXLT+pH4Z1lUh29wpRh85PmW855NfNV2ub7he+zlzLpFaGKeDP3zbXpa3+u/nlsD7EXckmAZemRRx4pKytjPvL39z9z5gxNVFdXT5kypbe313KtEaTK93hEPnkGWFZ9sJg4evS7AADwRhQ5/Xj1x1/rfk1vTg+UB9oNU1anrXZqmz39PUHyv9uoaLq+q76zr5PCL9uNz1HPUV9T0yo/Vf80L2ledHJ0+vV0qw0uS13GLh9fEM/OP3n15BzNHNr+XO3cH6t+LG4rpuzsLNzJLvyd4bvegd5FyYuYt8/pnrtx5wazLs3fkr3FNj0hipBPij+h1I7ywPoM114ipBBq7969bM2rVqv//e9/08TatWsPHTrEZ798PvUlHpFPq8NNpVVVVUUTTU1N0dHRGzduZOYzdxG2tLTgLkIAEDidUTddNnx70v6S/cNv634Z1zMiNBGhytAdhTssbx7cmLnRT+rnJ/NbnbqajXX4oMiJ6QXPx57LeyjkWpO2hjtOooSFKEMc5Zritq25W9uGix58nms7uTOYPliMadOm7dq168knn2QvLvHZr3CqY08ZB8uym1RiYuLUqVPp7eOPPx4bG3vnzh12+bi4OIyDBQBClnAlYabS/iW2UEXoopRF7NuFyQt9eBgqaYPU8lqh7StQFnii6oS7k+lOrg2w+vv79+zZQ0EVO+fXX3+lBU6csD7ICLAYgsmnYEoUAHzVnuI9YoXYUTyxInVFZ19nz72eVWmrJErJ6rTV/NuNvJShw1BgKujp76lsr1yuW+4v87c9LLYDcQmHa8fBmjhxYlRUVHV1NftpYmIic5XQqf0Kpzr25XziLkIA8EZxl+IoQpqlmvXj1R/ZmccMx+wGVVtztlJEdbrmtBsT7DmKbhWtS1sXILvvpshPLn9itRjFZMZuIzOovQ8b64pv8eLFv/76q7P7FU51LJh8CqZEAcAb7Sne4y/1Z/oPWQYH52rPMQsw43Cyr/lJ89VNavem2WNR5PTSxZesemUlGZOYT8vby5nhKsJUYTxHqPdSY1rxnTlzxnKkBv77FU51LJh8CqZEAcBbfFb6WVRS1FzNXEf3ADKvSE0kBQfs26W6pXhWDB9flH9hdSR1zbpN2Zss55yvtR6e3peMXcU3ceLEKVOm5Ofnj2C/wqmOBZNPwZQoAHiye3/cS6xL/KXml6HbAIe7B9D2tSp1lbtz4E0OlB1gxwOz+4rRxbg7jWPIXRUfAiyGYPIpmBIFAE9m9SxkyxeFAmGqMGZ6W+62Fy++aLvM56WfuzsHXoYi2jVpaxwd82BFsA+Pm4UAy70Ek0/BlCgAeCyrocn/jKukfoGywNeyXuvqG3qU2407N9hRpr6v+n6m+u8RGQJkAZXtlW7NgVfqHeiNTor++zDKA97Jf4cdTT5SG3mo/NDwW/FCCLDcSzD5FEyJAoBHuffHPYqK9M36WepZttFVqDJ02BaUxtuNRw1HT1Sd8PlhF8bUbPVs5phLG6T09vXs1y0LwvKGTZ+BAMu9fDmfGKYBANyCIqozNWdK20pp+uWLL1sFVf4y/8Plh7fnbz9UfsipIdFhNChIZY5/TuvQw7Dpr2WhvJL5irsT6HoIsNxLMPkUTIkCgBslGZNCFH8/wsW2h3WALKDwZqG7kylQxm6j5QMN381/13LgVvembSy4dqDRSZMmRUdH19XVjXK/wqmOBZNPwZQoALjLjks7uO8BlCglzd3N7k4m3IcZeMxP6mfoMHAsdrb27K6iXb/V/8axjOmu6b2C97bkbKns8Iiucq59VE53d3d8fPzUqVNHuV/hVMeCyadgShQAxllTdxNVq1HaKI6nL1P17O5kgn17ivcwZXTUcNTRMgWmArYo2fHfaYLmW4Zlx678Pdp+ya2SMU/6cBxVfJ19nZRUyu+wz8PmeNgzRyccBFgMweRTMCUKAOOgvbd9V9GucE24SCayDadWpq0svFW4KHmRSC6KSorykPYMsEvaIGVKbWfhTkfL/F/p//3dDKmQzE+eT/E0M+KGv9SfveYbrg5nFzt19dR45cAhRxUfGwhyxJS2W+jq6oqPjxeLxVbLHD9+fMGCBXz2y+dTXyKYfAqmRAGAPzqDN3Yb7/1xj8/C7APsdM06jsaq7fnbxzrZ4EJUpkzBLUhe4GgZiqi4L/4eLDuob9ZbzonURLr9OTwuCbAsPfLII2VlZZYLaLXaadOmdXd389kvn099iS/nE3cRAgAHipP8Zf5sjRiuDqe6lvmICbwsK8hPSz7lHhOcPhUrxZ8Uf+L2ahWcQmUtkg81Q65KXZV+PT1UGRokD9pXvO9QxSEqUIlS8lX5VxzxNPuKSYmxmvNu/rvuzZprLxH29vbu3bvXsgXLYDA888wzTU1NPPfL51NfIph8CqZEAYCn51Kes6oRg+XBgTKuxwJavSg+kygki1MWX6i/4O7cwMh9U/kN08+du7gXJC0Y9ishUojYIUyjtFHDRjBjyrWd3BlsH6yWlpZ///vf2dnZzu5XONWxYPIpmBIFAD5K20qHrVC5X2tS17g7E+Aab+S8wafEE+sSj1059uLFF/cV72O6uhs6DM+nPm+12A9VPwTIA5jpEEXIubpz7sqXawOs/v7+PXv2TJs2jXkrEonOnDkzgv0KpzoWTD4FU6IAAsf2lBo0d0V/4eILVMkFygOZJgqRXHSudqjCeyXzFaYKDJIHzdXM5b78x14E3FO8p8hUVN5ezl5MBB9wpPLIsKVP3yL2/kFL9/64917Be2xEJVaIO/s6Y/T3XS7cW7J3/DM16OpxsCZOnBgVFVVdXW37Ee4itEsw+RRMiQIIVtGtoqEbu2R/BkOzVHYeTUOvAGlA0rUktvnqQNkBWjfzRuYs9SxaS6KUrEtfd6r61Pna82/nvn2g9IChw1DZXkkvnn3hwRsdqjg0TzuPvj+flX32dv7boarQ+UnzD5YfZL82r2a+yr2FrJYsXbOO6YF3uOKw1bfuTI39xp4xhZHc3Usw+RRMiQIIx881Py9JWRKqDB3qpMyjG7JlWxQzESgPxMNqgEOBqeDz0s9PVp10ts2yrK1shnIG+5VblLJojFLIAQGWe/lyPnEXIYDnoDP73JbcfSX7VqWtClOFBcmDqPp5L/+95p5hRja/98e9k1dPzlLN8pf5M9f46EUREv8eVBRFzVDPWKJbYttJeX/J/vHJPghQZ1/nxosbp/91P0RtV+04JwABlnsJJp+CKVEAT3Pjzo0IbQRHAETBVnRy9BzNnL9DIlngxqyNp66eejnrZWe7oodrwt/IfSNYEUxBGEVyp6r/Hu+xrbctWB7MLhmqDMVVPxhrMbo/+2MVmArGedcIsNzLzfl01LwUHx8/2SwuLo7PfD47Gm1aAYCHn2p+itREihXiqKSoNWlrRAo7A5278iWbHiQLolApUhv5SfEnw94Vn9WaFSoPpaBtYfJCXByEcXC29uwM1YxZ6lknq06O867dVfH94x//4PhUONWxR+TT6nAnJCSIxWKTmUQiobfc80ewCwBwraEO5tq5fEMieZBEKbEc5JPPK0ITsSBpAXOJkCbeyH4jxZji7nwDDCPZmMx+hxtvN47nrv/nf/6nuXm8Hy5++vRpqqA5FhBOdewR+bQ63BRF6fV6ZpomRCIR9/wR7AIAXCW7JdvyEWyOXiGKkPL2cqt1qb7Zlrdt6HKe1M9P5heuCd97ee+LmS8GygLZK4Mihehg2UEMjw5eStGkYP8LXs58eTx3vXbt2u3bx/XBTRRd/e///q9Op+NYRjjVsUfk0+pwT5o0aWBggJmmCXrLPX8EuwCAEchpyVmqX8p0Np9uvhfPbgcpmh8kD2I+ovBoReoKqmPcnXYA96Bzg+Wpy9n/jvHcdWtr67/+9a8Hxss//vEPiUSi1Wq5UyWc6tgj8vkA5xhlEyZM4J5vuSKHMUg4gO8rbiten74+UMrrATJzNHPUTWr0HAewZOw2Bsj+Htv9audVd6fInYRTHXtEPh9ACxaAx1A2KJ9Pe16sEvMZ3Jx9zU+aX3yr2N1pB/BQe4v3sv8s0gapu5PjTsKpjj0inw9w9sFin93taD7PXdA5BE6sAexKu54WrYtmniczfG8qZcj7Be+fqzm3OXvzpqxN8iY5/rMAuCmblOx/0CfFn7g7Oe6EAGtcPWDvLsKWlha7dxHazue5C8sOImKleG362ozrGa7MBoC3OVx+OEQRwue+v2Bl8NacrWVtZe5OMoBXopOQt/PeZv+nRAqRYMMsBFjjtXsH3aTi4uLsjnflaD6fHTmqPCjeohP3UFXoUv3SN3Pf3FW069TVU1k3sqo6q9DoBd6ovbf94+KPw9XhAbIAZ0fpZF9BsqB5mnlbcrYoG5X4LwAYvfL2cttTF3+5P/2X9dyz8xhpX4UAy9dwBFjDvvyl/kHyoCBFUIA8gEIxkUwUKAukmf4yf/rfoJkB0gD6O9RhRTb0UI4ITcTLF1/eXbQ7tzWXdt3T33Om5gzNeSHjBZpZcquEqisK3YYdERF8Ve9AL30BmrubE+sSPyz8cFvutq25W9/Me3NrztbtBds/uPTB5uzNy/XL12Ws23d5n6pJldSU9E3FNzsKdsTlxx2rPFbfVW+7TfpS/Vj9Y4wuhr6cI/6qS1QS+pb+t/a/iKgAxoJlTyyrl0guoh8EdydwPCDA8gVWzWNUq+mN+rfz3p6fNH/o0bAjrYRc+6KwLEAWEKIIiU6OpiDs+bTnFyQtECvFTDBHE/TRDNWMOZo54ZrwOdo5i5MXL09d/mLGi7E5sV9XfJ3dmk0BnLuPNPyNvmZHK4+uTl1NBUpFOVczV6QQUWlSLD4Ukf81wIFLvjlOdULn2M7K1JXna8939nW6++AB+L6NmRuDZEGO/h9DVaHqJrW70zi2EGD5GrslSjXK6ZrTy/XLZ6pnsuf9rqr/3PAyt5/NVs0+VH4ILRBjp/F24zu578xUzRzNBbhxeA2N26kOp6j9k8ufHLty7NOST78q/yrjekbT7aZkY/KxymM/VP1Q01Xj7sMJIETGHqOsUbY5e7Pd5xk8l/xce2+7u9M4VhBg+ZoRlCjFKNkt2W/lvTVfOz9MFUYvil1mqWfRGcZs9WyaGaWJWpC0IEIbMVsze17SvBWpK1anrQ5Thjn7AJCxfgXIA2YoZ6xOX/1p8ae/N/xe3VVtmU3TXVNqc6quWVfVUZViTInNi12iWxKhiQhVhtJpFsWdTOsL06LmLx1qgKGZdByo5qYzLc9pPzN2G1/NepUSFqIKEcvFYoVYopREaiJfvPgiZerr8q+Zh1RQTpelLqPFXrr4Uk3nn+EF5SKnJedc7Tl6HSw9+HLmy5HayBBlCHMhOEgetFS/ND4/nmaOZ3g0guiN1qJk0ymy3cuIAOBp2nrbFI2KZfpltv/LMSkxVZ1V7k6g6yHA8jVuKVH6z7HsJk+hDL1lpnsHektulSRcSaCae5ZqlkguYh4VMtTnUeYvUormaOYMxQqKEPqIKniaGSAzX2aS+tMybg/arGM4WQBFYxSDxubGdvV3OTogFMfQEXBhTHbjzg06BRTJRJ7WksRcv2NKLVgRTJEZxeL0d37S/HXp6xIMCSN+zDB9ncrbyr81fPt69uv02nt57w9VP5yvOZ9xPcNzgl0AcBbVF6tSV9n+mBypPOLupLkYAixf46slSv+TeqP+6/Kvt+ZsHYrV1LM8J9SgCINCLgoFko3JFERyJ4w+DZAHhChDgpXBFFYGKv6+Yjt0k4EsKEA6NA5ymCJsw8UN4epwmuOSHkgjflHwNFsze0PGhh2FO76/8v2vtb+eqzunbdI294z3o1UBwGdkt2bTb6DVr82PV390d7pcyVerY1uCyadgSpRR1VGVcT0jsT5x/cX1EqVk6CZH3oEXBTSB8sAgRdBM9cwIbcRc7dx5SfMomAjXhC9MXrg4ZfEM1QzaoNsDOLuvAFmAWCEOVYbSj9TQ4/AcBGHcl3GZ1sRgefA87bzopOhgxZ+/dzSTjsMxwzE8eBgAxo68SU5np+wvEp1z+tJvjnCqY1/OJ55FaJeh3fB7w+96o157TStrkF3tuEr/uvVd9UWmImevMXX2dRaYCt6/9H6kJpJ+DtzV+YzCwZX6lXSS19Xn8Orknzf3pa3eXrDdspGJ6YLGjJ0x8mMKAOBq7+S/w/7K7bi0w93JcRnhVMeCyadgStSNKEbJa83bX7J/W+62V7NejdRGss1mNLEweeH52vPs6F9Mv/Lzded/vvrzx4Ufr0hdMUM9Q6KUBCuDxQoxhWsxuhja1PuF7y9KXkQfzVHPoflM36YAeUCoMnSBdsFLF186V3cOsREA+CT6YWR+Qp9Lec7daXEZ4VTHgsmnYErU07i8YzsAgECU3CphrgzQ39quWncnxzWEUx0LJp+CKVEAAPAZa9PXMo1Yn5V+5u60uIZwqmPB5FMwJQoAAD6D4iomwApVhvrGpQDhVMeCyadgShQAAHyGsdvI3g3NjqTo1YRTHftyPnEXIQAAeLttudsougpXh/vGA0OFUx0LJp+CKVEAAPAll29eDpIPPR/6dM1pd6fFBYRTHQsmn4IpUQAA8CXSBilziXCpbqm70+ICwqmOBZNPwZQoAAD4ktquWnbE0XxTvruTM1rCqY4Fk0/BlCgAAPgY9sk5AdKAivYKdydnVIRTHTudzwcffHAs0jHWhFOiAADgYz4t/pRtxIpKihrl1qQN0piUmOX65YU3C12SPKcIpzr25QALdxECAIAP6B3oXaZbxsZYeaa80Wzt74eYyfzkjXK7y5ypPbNUt/SljJdu3r05mn3ZEk517MsBliXhlCgAAPgeirEkCgkTGC3TL/tv7X9pjrHbuDlr8/r09epr6sPlh7fmbD1ccZjj8aymu6a52rlsoEavBckLbBf7oPADNggLkgWxz5B1CeFUx07nkw7Ng/ZMmDDBZWly3PIUHx8/2SwuLs7ZbboqeQAAAONP1aSyjI0WJS/anr/dcg7zCpQG2j5Xh0KrN3LeCJQH2i6/v3S/5ZKlbaVWCwTLg690XHFVLoRTHXtiC5ajo5+QkCAWi01mEomE3o5+mwAwzv74496tW0Xl5V9lZr6qVs+SywNlMn+p1J/+pqQ819yc+ofj828AIevs6wxSBNlGSHZf52rPsStmtmQGyAIsP/WT+c1QzWDfVnVWnak9c6j8UNHNoqW6pXY36C/zp9fqtNWjbNASTnXsTQEWRVd6vZ6ZpgmRSDT6bQLAaFAwVFz8qVweROFRauqKXotf3qtXf9Rq5ykUQeb4yU8m85NKp/N++cnl/rSuShWu1UZlZ79WXf3L3bum5mZ9bu621NSVKSkLlcpQtXr2pUs7enqaHSWvq6veZCrq94knuAGQTdmbeAZYflK/cE34LzW/fGv4dn7SfKtPs1qyjlQesYy3bLfwVs5bwYpg2/k/VP2gaFLQq/F2o+muydksCKc6djqfLrwU6Agd/Ycffph29Mwzz+zevZudP2nSpIGBAWaaJuitU9t0cSoBhI2ilrS05RQJWcVGFEg5GUu57CWTBSQnz9frV6SkLE5Kirw/bf7mhAWo1bMKCrar1TPMMV/gpUvvDwz0uvtYAjhBc03zRdkXIrmIjXjmaOa8dPGlCw0Xfqv/bWHKQu7Aa1XqqsyWTGZT8QXxjhaj7fcO9Hb2dc5Sz7JuypL6WzZrXWq95FT6hVMde3Q+DQZDREREbGws89aqVGxDvQc4jVOiAXwFRR5VVSdSU1eoVDMUCpFSGaxQhFCMYg5WXBUVUcQzOyVlYUrKc0plqG24Ng6vpKQFvb3tJlNRW1t5UdFOnW5JTs5bHR1XEXiBJzN2Gym4YaKcryu/tvxoeepyR2HTofJDlku29bY5av06duUYs8y9P+4lGZOW6JZYXlK0fAXJgwwdhqX6pWGqsFczXx32gYnCqY5HmM+6urpHH33UssP7GLVsdXR0TJ48mZlGCxbA6DFdoOrqLpSU7Nfrl6vVs7Tauampa9LSVms0s80X+5xugqLl5fJAux8pFGKtNiI9fW1q6sqLF1+urv5vV1c9R/La2spKS/8vJ2dLcvJiiuf+6qFlp5HMvMcxDcj8UlIWZGZuys+P6+ysGrcCAuApuTn53fx3D5Yf7Ln/Irjprmlt+lrrjuqK4F1Fu2xvMGS7ya9LX3el48o3ld8w9yfa7o7WnaOZYz8gs7zCKJu+JXtLV1+Xo2QLpzoeYT4fe+yx48ePs+HO2LEMsKz6YNFb/tsRTokC2KqvP0+BzlhEIRQDGY1JzF5u3bqcl/eWTreMYqnc3Njr19PGJ3cdHZXl5V9lZW1WqUL/ir2Ges0rleLS0s96epqLiz+hIFKjCVepZjIxGQVtKlWYU/GZWj2HQtKbN4vGJ1MAo7SvZB8T8SxMXmjoMLhkmzmtOWw7VogiJFBm557E+xq3ZEGHKw5b9dMSTnU8wnzSARq76Grt2rVVVUPni01NTdHR0Rs3bmTmM3cRtrS04C5CAD5u325ITV0+6st5Q21FCkWoQiFSKILV6lk63ZL09PXFxXtMJuf6Xngakyl/BAeEjqdcHiCXi9Tq8Pr6c8PvBsAdjN3Gjy9/vKtoF024dsuaaxppg7Szr9PRFUbbC477S/azjWfCqY5HmM+HH374zp07rk0KKzExcerUqVQGjz/+eGxsrOWO4uLiMA4WgK27d02VlYf1+hVKZRjToZtP8wxzoY25y49p11EqJUlJkRkZGwoK4lpasnx+xISamtNJSVFpaavq638tKtp19epJ5pZDozGJDgUTTg13GANksgCm+3xt7bnubmPfcH1QAHwGe3+iv8yfQqgfqn5w1KxF8wtMBYNCqo5HmM8DBw6sXbu2v7/ftakZO8IpUfB5t283lpcfTE9frVLNlMsD+De9pKaubG3Nd3fyvU9ra45GM8eZfmn+DQ2/37hxsbb2DAVtublvVVefuev83ewAnu9E1QkmftpXso+d+cGlD0RykdXIW0MxljywrbdNONXxCPM5piO5uwruIgRvd+fOjfLyr3Jytuj1K9Tq2QqF0926ZbKhblK1tf/FPXEuUVX1vU73nEoVplQGO3ttMStro8+3CILQ9PT3HDUcpZftzYP0UePtxs3Zmy2HdVibvlY41bFg8imYEgXv1dZWXlFxWK9frlCEjngoKbk8UKOZl5q6Mi1tZXHx3nv3MMbmWGltzcvMfEmjiUxKijJfmeXbp02hEKWlrc3Le0ernafTxRiNWndnBWBsLdAuYGMs4VTHgsmnYEoUvEVvb7vB8G1KyiLzcAPWIxHw6T4lkwWoVDPS09dVV//S69KnscKIpaWtGUFYrNMtaWpSuzvtAGOlpaeF7ZslnOpYMPkUTImCJ2tuTtFqI0bUOjU09IBSKUlOXlRefpjj4TDgdnfvmqqrf6qt/YXt7d7QcME8QCuvuDkt7flbt4pLSz+vqTnt3owAuNCF+gsIsHyTcErUe7VkZ1d+883VH3+8lpRU++uvrfn5A729XfX1jQpF7blz9VJp2Zdfpq9apZo5UyEWy4OCZAEB8oAAhUiknjUre9Omzpoad+fgby0tubm5W9RqZtzOAPqrUITw7D5lvrMvSKOZm5Pzel1dIpqmfIbJVFBQ8F5KykJ2UFbHtyj++VWhr0Fl5XHcmgC+wdBuWJm6UjjVsWDyKZgSHWe9bW0UGJV+8UXxJ580/P57Z21t7fnzOW++mbx4sWb2bN2SJRQw9XV2UsxU9PHHOVu2XHzxRf3y5aqwMAqP+D2x1ImXbPp0uZ+fIihIGRKijYzURETIxWKlRJIcHZ0fG1v44YdXT56kBI/d0bh715SaaufxfNxNU0qlJC1tTUXFt11dHhQjwviorj6lVIYM+z0pKtpTWfldU5PK3ekFGC3hVMe+nE/cRegq7QZD5ZEjma+8ol+6VDtvniI4WObvT9GM1M/P5UHSOLwUIpE8KEgeEEBxGIVfMpGIcqQMC9NGRVEQdrux0dnjc+tWUUbGBqk0iGdQpdFElJR8eutWyVgUFnij7m5jQ4M0P3/7sF8etTq8o+OKu9MLMHLCqY4Fk0/BlOiIdRuNd27cYKa7qquvfP89RVSK0FCpv7/bQyLLlzwwUBESop49WxsRoZk9m4Ik+Rg0htGLgkh1eHjOli2mS3bGK+/v7ykv/0qtnsVZHfqrVKEUTimVYQpFsEYTWVd3fnxLFbyM0ahNTl6s1UYWFMSpVDMcXUTWaqNSUp5LTV3V2Ch3d5IBnCOc6lgw+RRMiXIbulqn1xfv25f/7rvJixbJRaKh+MlFDVEydtrPj6ITO3EP7Yg+MgdJmrlzMzduNBw7ZkxJqbtwYejyYtV9z9NtKy9vTk29a+I1PGN/T8/1zMyinTu1UVGqsDCFSCQzp2GosS04ePQxIqU5dcWK201Ng+YOyypVOEdcpVSGNDZKx6T8QGDu3Llx8eKL3G1aCoUkN3dbW1upuxMLwItwqmPB5FMwJdrT3Fxx9CjFT/nvvJO+Zg0FHMoZMxRBQa5piKKoxc9PKRar585NW7cu/733rnz/Pe3R3Znm63pami4mhtKvDAlRzZwpp/BLJFKGhSklEiYm48p79HTpd9Olvzus5+TyIKrn0I8KxkhXVzV3i2le3lvt7ZW3bzeaTAUUmbk7vQD2Cac6Fkw+fa5E+3t6WnJyKg8fpkCHQoQxupAnDwykEO1KQsIf94QyAvXtpqbrFy8WfPSu4tUQ6WE/6W+cfWIo3vp5uvTV6X+OVOznp4mMNCQkdFVXuzsf4IMGBnpzc7eab0L0G3bstOLiT9ydXgA7fK86dkQw+fT+Eh3o7b1VUlJ14kTS/PkuCKeYS3UikXr27JSFC9NfeKH23DmjTmfUarvq6/s6Bfe02t7etqYmlcHwrV6/hNewnz9Ol67iEaH6+yslktTnn6eyc3cWwdc0N+uSkuZzfF1VqlnZ2Zsx0gd4FB+ojnny5Xx69V2EzXp90YcfZrzwgmbOHPmwV684oigKxQICqI6nsCwvNrYlJ8fdOfMgzc36pKSFTo2qIPvNP+nzBbnbtuRu337p/ff1q1fLRCL+xUGRsUIkUs2apV++PPett0q/+KIlK4tCZ3cfCfBuJSX75HKHN7HKZBRphaWlrUlNXVlS8pm7EwtCRL9y3UYjc+ruddXxiAkmnx5for1tbSV79w4N3eTMPXEyZvCnoCBNZGR+XFzNmTM3L18WzuW8Eaiu/ik5eQHPYbWZnlWpqSsqKo7cvHmZ+0m9TQoFFd+I7xiQWU77+VEclr5uneHYsfbKynE7OODV6PtZX/97VdX32dmbOb7SGk1UW1tZT4+xu9vo7iSD77tz40bKc8/9+cvm75/9+uueXx27imDy6TElSiF85Xffpa1dKxeLZSO60ke1r2b27Mt79rSVlbk7N16gp6clL+9dpVLM/3l/CkVIWdmh/v6RPyb5rslkOHqUIiT1rFmywMDRXs+lQjeP2qUJD09evJh+oa6cOIHSBw4VFd/wef50RsZ67tMGgNHoNhqT/4qu2JfnVMdjTTD5dGuJUghf9vnn6tmzR3KNz89PGRqaNH9+9pYtt4qL3ZgLL9LRUVlUtCcpKZpHS5WfWj3LYDg2pv1UupubSz79lKJqbVSUIiREHhTkkqExmIYu+v3K2br16qlTfV1dY5cF8EZ0ktDUlJySEj3c2YWfTOaXk7MNwRa4UG9b29Bvnc0PFwIsXzOeJdrf03Pj4sXivXv1K1cqJRLnOqT7+6vCwjI3bmzNz6ftjFuafUB3tzE7+3WVSsKnT5VKFZabu7W11c4IouPsrsnUIJMZEhLKv/mmeN++wl27Cj/4YGgsCXs/THyuMypCQy998MGYPhEIvNTNmyXcj+WRywP1+mXV1WfcnVLweqaCAjrxY3+ahp5gFhqKAMs3jV2JUgV59eTJ9LVrh56v50wsJQ8MTF6wIHvTprKDB43JyejpPAJ0wn3tWpJev1QuH+byn0zmT+fxBQUf3LiRMZprf+PPlJeXt22bdu5cRUiILDBQzrvpSy4SqWbM0Mydm7pmTeGOHYUffXTlu+886pHYMP7oX4ZORe7eNTU3p3D81zCDxeflxba25ra3G4xGfU+P1wx3B2OEzvkbpNJmvb6vs/PKsWP04mgFSIqKsvw5Kvrooz/u3buenm7U6xFg+YIxuouw22g0fPNN+po1SrHYuQs9fn7qiIjyQ4da8/NdlRjBGhjoLSs7yHHnFHPzlFIpzs192/ee+kfhePXp0ykxMcOPj+qorcvcVpoXG3tNre6qr8eNEQLU29tWWnogJ2cLBVJ0BjLsxXQ8alrgUletYn492OBJFxOTvn69UaOxXOzynj1WvzY3i4osF0CA5WtGU6J3TaainTuHeis72Sedar6hZ8JERhZ+9JHVc2DAWRRR0Zm3eXTVNznvSA+iM++ioj29ve3uTvK4ogip+ocfkhcuHNmdExT9J82fb8rLc3c+wD36+jqzszcpFMEcMZZaPZP+Dd2dUhg/VPd1G/+81bTks884eibUnz9PP0ENv/+uCA62XcBqswiwPFR8fPxks7i4OKdWdKpE+7q6riQk6JcuVdJ3hWfzgDmW0s6dW/DOO4Zjx3CHl6vU1ydqtRHDdqtSKMR5eW93dze5O70eoTklZejbK5HIgoLk/v4yPl9gi5cqLMzw7bc8nwIJPoZCKPOoWvbvuqUIrLX1EsIsISiliMpc/SlDQoa9Qyt7y5akyEjb+WkrVzbr9VZbRoDliRISEsRisclMIpHQW/7rcpdoh8GQ/cYbytBQmTlU4lkPKYKC9EuWVP/8M7pPuVxzc0ZKynPDxlUymV9Gxot37yIU4KW/p6ejqqr6p59ytmwZehRjQAB37EUno/rlyyu/+eZWSQm+5AJ0717P1as/NjRc0Gjm3N8XPsho1Lo7dTC26ERrJG3hFudpma+8Yvc8DQGWJ6LoSv9XLEwTIpGI/7pWJdpVV1e0a5c6IkLGe1RPub+/eu7cwg8+aMnKwv19Y6Gvr7O8/KBSKRn2HkC5PDAzc+Pt243uTrIvoF/AisOHVTNmDN/QZR40JDk6mk5tbzfi4AvIrVuX7d44otevaGj4nf5z3Z1AcLG20lK7bQ3skKH0qW7p0pSYGNtlaH4X5800CLA80aRJkwYGBphpmqC3/NelEm0vL8/etEkhFvOPwekMPnXVqga5fGwyBEN6e9sMhu9UqhkczVRq9azS0s8QUY2pvs5Oo06XNH8+z17zssDAwt27MfiWQFAUZR5Py/4tutnZr+ECvS/RL1/+57+5xb98zhtv0K8E1YnaiIiq779nlizZv58NxRQSSQeP3sYIsDyRValMmDDBdgEOfNqokhYsKN6371ZJCW6qGmv0c5ydvZFzIFA/pVJSUXEEHT7GX1tZWdqqVfwHRJWZb0uUBwQomXOS33/vqq93dybA9eifMSNjPUdXyLq6/7o7jeACqr/GrKr64YfWnJxL8fFUM9o9mzIcPcr+Dth2t7ILAZYnGmULlp1awd9fOWsWReX0tUBENT66uqpras5qNBGO26v89frlN25kuTulMKS/p6fbaGxSKgt37szevFkRFsa/kyLFW1XHj7s7B+B6XV21+fnxjm/m9VOpZt24keHuZMIIZbz4IvMvrAwLG7bzZe3Zs8zC6evW8dw+AixPZNUHi97yX5cNsIaG94yOrv31V3TaHU9dXXWpqStkMq5O6ykpMTdvFg2/LXA3+t/J2brVqfEglCEhJZ991pya2teJ/jq+o6+vs6RkH8f/tVY7Ny1tVV7eW3V1iWiK9mR/3LtHp1J3TSZTQQH7b5u6ciWfdW8WFdFa/BspEGB5IuYuwpaWFpffRQhjp73dkJxsv+uGubu6KD9/OzpXeSP6Pa1LTCzZv7/2l1/y4+JSYmLUEREKkYhn41ZSVNT1DDRy+II7d25cu5aSlBQ13L0pIp1uSWXlN3jioaehU6Y/O135+bE3fsn8/G5cvDgWuxNOdexl+YyLixuHcbBglG7fbkpOXshcLHB8ahvhewOsA4N+rwu2b+ffvjU0JG9QkCo0VDtvXtnnn6N12UvdudNSUrJPoQjjjrSUSrFGE56b+xbatNyow2Ao2rWLTpD6Ojvz337b9r/y6g8/jNGuhVMdCyafgilRt+jsrM3K2qTRzFIoRBzXCxSKkNLSA319uO9MEChOMl261CCX65YtY06O+YdciuDgiy+/fCMjA50jvU5HhyEvLzY5edGw463IZAF5eW+XlOy/ebPQ3akWlhtpaWw39isJCbbDFWkiIsbuX0841bEv53OMnkUIjP7+npKSz5XKUB7DgU5XqWY2NSndnWRws46rV8sOHszZulU9axb/xi369VdKJOkvvIDnTXmX+vrfiop21dScbmiQarWR3D8Uev0yXDocU8wNK31dXTWnT1ue7cgthy7y96d/t7TVq9kn5IwF4VTHgsmnYEp0rPX1dRYWvi+Xcwyv8OdLpZpVXLwP1wGBg6mgoHjv3qGnVoeGKoKCeA3B5ecnF4kUEsnFDRtqzpwp/+KLttJSd+cDhtfRYSgs3KFWz3A0OItSGdbSkunuZPqs5AULuP+z8mNjxyclwqmOBZNPwZTo2OnpaU5LW8Xd4K9QhGg0865cOYaTURiZaykpaWvXDg3Bxft64tAlRbFYO39+9ubN1b/8gqcoer67d02Ohi1NTo7Ozt6Ci4auZfj2Wzv/OPffCNykUIxPYoRTHQsmn4IpURcaGOitqjqh0czlHg40JWVRdfVPvb1t7k4v+JSB3t6a06d1MTGqmTMVgYFOxVsyPz/N3Lmtly65OxPApbU1t7lZV1d33t7Zmn95+VcdHVU4VRulvs7Oy3v22P03KfnkE0VICPt23JIknOpYMPkUTImO3rVrKp1uCWdQRS//wsIP8JRlGDcUb7Xm5xd9+KF61ix5cLBTo3D92dckMJDW1T33XPnBg2wH3ubk5Iz163NjY/GAUTe6dk2t1ToafNgvPX1tTc3p69dTcdchH/Tdzt++nb7qqrAwmUhk9+YSWUBAzdmzzPIVhw/nbNlSferUuKVQONWxYPIpmBIdAfrZqqv7Va9f7XhoZst+EhI643R3kgH+1KRWJy9aJBeJeD5CkXllvfZa3fnziuBgdo5mzpwbWXh+gDtVVHzN3blTrZ7Z1KSxXKW3t62q6vvCwp1NTeN0ectd7ppMHB3PbxYV0et6evqV48fpm8z95b+0Y0dXbe04pt2acKpjX84n7iLkQEFVU5M6JWWBVOo/XFA19OCLgoK41tY8NNeDh7vX01Oyfz97C7qzLzqV7+/pacnJqT13rl4qxWNJx193tzE5eaFM5vAXKS9vq0w2dCool4dYfSSXB5eVfd7QIPWZtq5ranXq8uXsMArZmzYx89vLyyu+/rpRLqfp6p9+4vPd1sXEZG7cmL1li9s7KQqnOhZMPgVTohz6+3uuXDmRnBxjbqniHlvBT6EQ5+e/29VV5+5UA4zEzUuX8mJjs1577fK+fYUffZS6bNlQdxOb8X7svO5vCUt7/nl2m73t7Q0XLlxLSsJQqGONzuW6uuqLinYrlSEcwZajl0Ihol85uTwgKSnq+vWU8Uz5zaKirE2bKI5xdqQDCuVvNzY2/P577fnzV0+eTF25Um7v63qzsLAlM5N9m/7CCzLHd4RYNuumrV49Rll2lnCqY8HkUzAlasVo1Gdnv65Wzxh2tCrzr1JgRsb69vYKd6caYKxUHT9uGUKlrVx59eefbQda5H5RvaWdO1chFsuDgqgqtYy3bjc1GXW6rupqN+bR97S25qhUwwwQz/nLFqRUihWKYDpvzM7eRKeaY5dUPTOs7vTpDVIpO7O3rY3iLdOlSxR+DZo7FA4NSdXZWXPmDHPDbObLL8v43cmhmjGjZP9+7mXkYvHljz+mBJQdOMDOrD/vKV07hFMdCyafginRwb9aqlSqGcP+7tCpoVIpKSv7Ykx/cQA8yu3Gxvzt27PfeOPW5cvMnH7zhcWRXVUcirfM40Qow8JUM2f+3bSwbh0beLVXVtL2rxw/TvVrV329+7LuxdraShUKkWUrOzNRWLjr9u2m0tLPtdp5POMtuTz42jXtWDwCtfbsWfYLkLp6NYVQ1zQaCsEt78mgZXRLlgx9bXjfqKEQiZKjo/+OnxyEYtrIyKLdu00FBewX74979xp++y1369byL7/0nGZX4VTHgsmnAEr02jWNTvccx5NqLH9fsrJepR8sdycZwINkbtwoCwyUi0R09k81U7NO52zLlp2X+TGL1gGZ+X7G3NjYzqqqpIULVTNmVJ044e7ce4e7d01pac8nJy+orT1r+6m5a6lCpQqjn0GFIkihCOY8vQxQqWbSRHb2pqysTUlJC/Pz3+EYboYClPrz5ysTEm43NdHbbqMx/513mGYnpVicEh1d/OmnVhf1LO+iYF8U6/D88tDWMtavb05NZRKQ5HikUHV4eOlnn43RMXc5IVTHDMHk00dLtK7unF4/7JAK05m+CKWlX7S3V7o7yQDepK+z83ZjY2dNjTE1tUmjuXPjRuV331EQJmUe4+PMrYt2mr4s6uOh2C4wkDaokEgaFQqK8K6npV1PTUUv+xGrPXtW/90y1e8S2QV/6W/TpYnDN24lJy/q6+u0u7X0559nC0slkTj1bE2rmNt+X0A/v6zXX++qr+9ta7ty/HjF1193GAyWCWgrLbX8vrHNpXlvveVdXxJfrY5t+XI+ffIuQvrnr67+MTk5Wibz5+77SedwSUkLGhvlGAIUYIxQxVb25ZeaOXPkAQFyf3+pOeTSPffcCIbpsq6D/5ou/OADyz1SwNdtNNpe7qGZFPyNX849BjN+gWWE0VVdnb1pk9RuEYinD0VanDFWScl+271Y9isfvuXJ9hIeZzSmCAlJXbXKKpyyqyUnh81X4c6dlHG33xI4Aj5THQ9LMPn05hJtbtanpMSY+x8MP6SCUhl6+fLHGAIUwI2ossx5442URYvUM2cqgoOTFi5sTk6m6rDy22+1c+c63afe3z9p/nxaPeOFF9jmLtosbYc+osCObdhQzpxZvHdv9U8/scEWE5B5xTCqzJjj+qVLM19+ufb0acoyHb2iXbuYT+/19KQsXjzUwhccfOXoUWNSUmdNTdEHHzCxS9bmzXS07QdVVq+F06VfDhNj1dWdY3ZaeeSIJjxcIRIpJRKehUXRdkdVlTo8/M/gSSRqkEop/qv//Xf1/SNUqWfPpldSVJRld/hhUclSEZd/9VVvm7eeOXt1dewUweTTq0q0v7+npuYXCqpkskA+HdUVipCcnK0dHbj8B+AdGi5cUP31lJL0tWuTFy1SiMWKkBDFSEfwso7JAgLS1qyhypuJvWQUe4WGZr/xRuqqVZd27uzv6hqHPLbm5qY9/3z6+vW2bTPNer3h6FH6aznT8N13dvOS8+abNWfOZG3aNKpjYtmG5D9d+uZ06aHp0l3TpefMP6Qnp0uP3vejWlXyPe2XY4PywMCKgwcpa3SQLedXfvPNUN5z6Cd566UdO3rb29kMUphFhcIuWRAXNw6l4IG8qzoeDcHk0+NL9MaNTJ0uhkcbFXv3X1h+ftzNm0XuTjgAjMRAb6+poKC9vNxqZtLcuUwFrIuJcUmwZefFtPT4+w+NaJ+Y2CCV9nV29vf0ZL7yijo8PPPVV0d54enmpUuln3/O9u7PfPllZj7Toe1GVhYb7qQsXpyxbp0qNHSot/joOrTZhpiFH33UUVlJcV6TRtNVV9dtNHKt8rbNL+2rdharv3ChPjHRVFREeWEyVXXiBPNR+rp1w7YqDd08oddf3LAh+/XX+VwT9EmeXx27imDy6Xkl2tVVn5u7TaEQ8xmhipaRy8U63bLy8iN9feNx9gkAbsEEXrdKSmg67513lDNmyBzcm6YMDdXOn6+dN08dEZH+/PNDz0gZTYxy/7pD1x+Dgiju0YSHN+t0limktF398cebfw1yMWge5yLnrbcUISGauXNrz5yxTcbQxU2Xxk9/p9Oy3/eMGQU7djSnprLRjyWKfiyvIea+9VbKc8/dt7XA6dLv7v/hpbdBfy+Qvn697cVWmmM4epTCrGHHQaDz4RGfEvf3d9XU/Fxb+18fGKTeA6vjMSKYfHpAiXZ2VhUVfZiUFM3nkX9/NVOFZGa+YjJdcnfaAcBtKFwYenKiWCzlMR431ffMTY5/hx2zZ2siIkYZxww1MjF3TY5NnPT3jsLC2OnUVaus7tNMX7Mm65VXkqOjs998M3vLlsKdO283NnYbjTVnz15PSxv2SHZcuZK1aRPFYSkxMd3NzXdNJgphL77wguWAnNLP7v8p/t0v7cyqwoM766WJPMvLZCpoaJBajrN17ZomLe15ZoNVVcdrak4bDEf5335EQZVc/ueQEwqF5OrVk93dRkd3O3o+T6iOx4dg8jm+JUr/tgUF23W6GLV6NvuPweelVIaWlHx6544Q7wYCAJdg2sA6DAYKtpgRw9mPGmUyCi8oAhvqnjXKWx1H+fLzk//VFCcLCKAALik6mgKdzqoqJmH0lxLf29Z2TaOpPXu25swZCo/G6Ij9ce9e6sqVf7eKHbLT+VWpDLt710RRUWvrpcrKr2trz3V11ZWW/t/Fiy+lpMSkp6+rrj5NoVVPTzMzbo5Ot4R+yWlOdfWP9585/9kPpLh4L8/kXb78sW16VKoZXhpjIcDyBeMwTMMff9xrayuvr/+ttvbX4uL9SUkLhh2SyuYVoNcvxQhVADD+KAijUKxBJkuJjk5esKD29OlB8zAH6WvXKkNDlWFhyr964o+gxYs2mLVpU4rFEOS527bV//abUaerT0xkroHaNZQkqfR2o+tHWufQkpnJBHb65cuHeko16/jcY2T70mjCbWba71mbn/9uW1sZRWDcV/16elrkcvsp0WrneeNDOBBg+RqXlOjt201lZYfT0583t0sF8us7Zf2Sy/0VCnFm5ss3bxaOPkkAAGOq4N132ZgpdcWKrI0br5461ZqTU33qVMPvv7fm5ua9/Xb6unXVp08P9PaW7N+fsX595bffsgNT9TQ3K8yXLJOjoz3naS12MeEmm0iKe7KzXxvZ77xTr7S0VXSu7ihVmZkb2SWTk6Ot1jUYvhuvw+MyCLDciaPlKT4+frJZnJM3uDpVonRO0NycVli4Izl5kVIZMuJ/MJnMTyYLoC3odDHV1T95aXMuAIBgdXcby8sPmu9GGlUUpVbP6uy8aq99a+iVkhLT3l5hu/dr15LZZS5efGlw6Dy/8erVHyxrJaMx2VHiW1pySko+q6j4qqPDg+5YRIDlTo6OfkJCglgsNplJJBJ6O/pt0nlDU5MyO/t1lSpULuc1RAJ3RKVUhl2+vAfjfAIA+IyBgV46Sc7O3nrp0s68vNjCwg81mgjp0HMMN1+6tMNRjcA+DFEm82fCoJs3C/k8LpaWUalmm0/v2U2JLasVk+mS5fJyeSCdxltFUbW1Z9kFdLol433IHEOA5U6Ojj5FV/q/BqajCZFI5Ow2+/t7bty4WFy8LzV1tVIpoZMA7qfNcLRLqVRhqamrKiq+7eqqH32WAQDASzU364uKPmTjodzcbe3tlW1tZRSWmUwFt27d19uss/Nqa2tOY6MyN/ctqkd41juFhTstN0J1mUo1w2oZvX4pRYFsj67Cwg/Yj7TaeRxXIccZAix3oqP/8MMPT5gw4Zlnntm9ezc7f9KkSQMDA8w0TdBbp7Y5git9dNqhVAYnJy8yGI62tOTg5j4AALDr3r0eCoMuXYqnEIr/WnV1v5ofg8ZVE+n19tuf0tLW2C4slwcUFLxbXf0zW+Ux9y2Wln4+ygx2dxupKrx69dQox+JCgOURDAZDREREbGws89aqVCgCs1r+AU7DxlIaTUR29utNTWrPifQBAMC39fV1Fhfv0emWZGSsozqIwialMsQcFQWkpCwyGnWOVqSqqrLyW57tBampq0aQNsugih0tQq9fYd7gypHlFwHWuOIYSaGjo2Py5MnM9KhbsO67zCeXB2q1UaWlX9y+3TT6LAAAAIy/qqrvqS7jE2PV1Z1lVmlvLzeZCvg0JaSlrWbWbWiQ5uXFWm2QZo4gwQiwPIVlgGXVB4ve8t8OlWhd3a+3bpWgdQoAAHzJwEDv9evphYUfqdUz779c6G9532Jy8oLy8q8qK79h3tbUnObebHe3kV3X3Jc/4K/N/vkwEoPh6AhSiwDLndauXVtVVUUTTU1N0dHRGzduZOYzdxG2tLS48C5CAAAAn1Fbe7aoaNfly7sp+unqqs3K2mTTH4bt2hVTVXXSUYeqmzcL09Of5+i7rNXOc6q3GUs41bEn5jMxMXHq1KlUBo8//nhsbOydO3fYj+Li4sZhHCwAAAAf0NFhoHiLHTDC9pWcvJC5IZGWsezvpVLNdLQK81IqxSUl+0eQJOFUx4LJp2BKFAAAwJJWO5dPJy2ZzK+72zhoHniCZ995WiUvL9apvjfCqY59OZ/j8CxCAAAAD3fjRgY7TJdcHsgx2CmFYv39XVVVJ20/Kih4r6zsC4VCLJeHKBRB93efT+SfGOFUx4LJp2BKFAAAwAo7sPvNm0X9/T0GQ8L9Q5U6fJCJUikuKtpVUXHY8sHSBQXxlsvk5Gy7fbvx2jWN3Qf+WBFOdSyYfAqmRAEAAGzduXPDcrhsCphMpoLW1lz6azIV2e3PfvXqj3Z7svf1dRYV7U5NXfHXkn+ve+2aljsZwqmOBZNPwZQoAACAs9rbK62iK71+6bCDtttt9NLpFjNDOahUYbRZq1WEUx0LJp+CKVEAAIARyMh4QfrXo3XoZfUURbvY4d05Xnl5W5OS5snlIoVCnJe3TTjVsWDyKZgSBQAAGLHe3raGBmlzs57PwgbDUfYqoUo1m8+Nh8Kpjn05n7iLEAAAYOzU1//2V2+tk/T24sWX/hq+IUAuD0CAJQjCKVEAAIBxY+4j/+eTDQcGehsapNeuaZi35rHg/4yr2MFOhVMdCyafgilRAAAAT9Df31Ne/lVJyf8xdy+Wlx9EgOWDhFOiAAAAnqmjwyCc6lgw+RRMiQIAAHgs4VTHgsmnYEoUAADAYwmnOvblfOIuQgAAAI8inOpYMPkUTIkCAAB4LOFUx4LJp2BKFAAAwGMJpzoWTD4FU6IAAAAeSzjVsWDyKZgSBQAA8FjCqY4Fk0/BlCgAAIDHEk517Mv5xF2EAAAAHkU41bFg8imYEgUAAPBYwqmO3ZxPR81L8fHxk83i4uL4zOezo9GmFQAAAEZHONWxR+TT6nAnJCSIxWKTmUQiobfc80ewCwAAABh/wqmOPSKfVoeboii9Xs9M04RIJOKeP4JdAAAAwPgTTnXsEfm0OtyTJk0aGBhgpmmC3nLPH8EuAAAAYPwJpzr2iHxaHW6rtxMmTOCeb7kihzFIOAAAADhBONXxuObTUawzPi1YAAAA4HYjjCG8jUfk8wHOPlj0lnv+yPYySi7/imCDnrZBD08eNuiBG/Tw5GGDHrhBD0+eV2zQY3lEPq0ON3O3YEtLi927CG3nj2wvo+T53zls0KO2hg0KYYMenjxs0AM36OHJ84oNeixPGQfLqtkwLi7O7nhXjubz3JcLUjw2W8MGPXCDHp48bNADN+jhycMGPXCDHp48r9igxxJKPgfxX4ENunVr2KAQNujhycMGPXCDHp48r9igxxJKPgeFVKiChSL2eShin4ciBp8hoK8y/m99HorY56GIfR6KGHyGgL7K+L/1eShin4ci9nkoYvAZAvoq4//W56GIfR6K2OehiMFnCOirjP9bn4ci9nkoYp+HIgafga8yAAAAgIshwAIAAABwMQRYAAAAAC6GAAsAAADAxRBgAQAAALgYAiwAAAAAF0OABQAAAOBiXhxgxcfHTzaLi4vjM99V68K4cVQcJSUlM2fOnDRp0hNPPHHixAmn1kURe5QH/mI5MyUlJSwsbOLEiQ899ND69etbWlrsrosi9gp2i7iuri4yMnKSGU1UV1fbXRdFDF7NWwOshIQEsVhsMpNIJPSWe76r1oVx46g4KioqnnrqKaVSOTAwQFXv5s2b+a+LIvZMVrUv1bharZbK986dO1u3bqVgy3YVFLF3sSriqVOn7tmzp99s9+7d06ZNs10FRQzezlsDLPoH0+v1zDRNiEQi7vmDFv/hI1gXxp+j4li7dq2jVisUsZfiGLybwqwJEybYLoki9i5WRfzggw9avp04caLtkihi8HbeGmBNmjSJfnmZaZqgt9zzBy3+b0ewLow/R8Xx8MMPHzly5LHHHqMf5ZiYmFu3brGroIi9FEeApVQqLVuwUMReyqqIFy9evHv37gGzXbt20VvbJVHE4O28NcCy+ndlz3EdzXfVujBuOIppw4YNvb29d+7ceemll1asWOHUunbng3s5CrBKSkr+85//1NXVDbsKitjDWZVLU1PTk08+yfTNoonr168PuwqKGLyOtwZYozm5wYmRV+AoJgqtmGkKsywvLvBZF0XsgewGWGlpaU8//fTly5ftroIi9i5WRTxz5szdu3ezfbDsdrNDEYO389YAy+oyPL3lnu+qdWHcOCoOiURiGWDZ/XlFEXsX2wArMTFxypQphYWFjlZBEXsX7mYnu61QKGLwdt4aYDE3krS0tNi9wcR2/qDFf/gI1oXx56g4Tpw48dJLL90x27Bhw5o1a9hVUMReyqr2PXz48BNPPFFRUcGxJIrYu1gV8bRp03bt2sX2wbK8ixBFDD7DWwMsEhcXZ3coFEfzLf/DnV0X3MJRcezevfuf//znxIkTly1bZreTO8e6KGKP8sD97M60LFYUsdexW5RVVVXMUGeEJuit5fLsNIoYvJoXB1gAAAAAngkBFgAAAICLIcACAAAAcDEEWAAAAAAu5q0BFsfjYJ19PiifJwc7Wp2SIZFImGSsWbPGaDQ6tTr/vQMAAIAX8dYAy9HjYJ19PiifJwdzrB4eHq5Wq/v7+2n1AwcOTJ8+3anVee4dAAAAvIu3BliWLB8H6+zzQTmeHGyJ5+NF7Y4qPvq9AwAAgHfxhQDL8nGwzj5dgePJwZaGfTgDzfzyyy8jIyOdWp3n3gEAAMC7eH2AZfU4WGefD8rnycEcq7OfkkcffdRyuDw+q/PcOwAAAHgX7w6wbB8H62wLlqMnB1uNO8ynBWv//v2BgYFOrc7nucUAAADgdbw4wLL7OFhnnw/K58nBHKtbsfvI0tHvHQAAALyLtwZYjh4H6+zzQTmeHMxnsxs3bqyurqaJjo6OuLg4R4HXKPcOAAAA3sVbAyyOx8E6+3xQR08OtmJ39cTExKlTp9LeaQtWw3HxWZ3/3gEAAMCLeGuABQAAAOCxEGABAAAAuBgCLAAAAAAXQ4AFAAAA4GIIsAAAAABcDAEWAAAAgIshwAIAAABwMQRYAAAAAC6GAAsAAADAxRBgAQAAALgYAiwAAAAAF0OABQAAAOBiCLAAAAAAXAwBFgAAAICLIcACAAAAcDEEWAAAAAAuhgALAAAAwMUQYAEAAAC4GAIsAAAAABdDgAUAAADgYgiwAAAAAFwMARYAAACAiyHAAgAAAHAxBFgAAAAALoYACwAAAMDFEGABAAAAuNj/B6Zg3bv+MDM2AAAAAElFTkSuQmCC)
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