Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_081423_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 09, 2016 |
Start Time | | 2016/08/09 00:00 |
End Time | | 2016/08/10 05:00 |
Key Words | | Merkin_storm |
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 | | 13.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.08 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 94.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_081423_1 |
Minimum Dst Value | | -25 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIFNlcCAwNiAwMDo0Njo1NCBVVEMgMjAyM+li5KkAAAGrdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiQWRhbV9MaWViZXJzXzA4MTQyM18xOiBMRk0gcGxvdCBvZiByaG8gYWxvbmcgR09FUy0xMiB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxNi0wOC0wOVQwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMTYtMDgtMTBUMDU6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoyLjUwNTk3OTk5OTUsICJtYXgiOjE0LjE3OTYyMDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX1wpa9NAAAABGdBTUEAAK/INwWK6QAASmZJREFUeJzt3XtwFFW+B/AhTxJIAggRMIQQCQ8xCQFEQMQQwwIi1xUElGcE5CFEwIgo4KKYi7gsD+FGVJ4u7oKCUi6ukQ0SBUpcQLncXCpQQEHdUBeK3CJlpbamrBSV+7tzas89nH5Mz0z3dM/09/NHambSffr0OT19ft1z+hxPMwAAAACYymN3BgAAAACiDQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwAIAAAAwGQIsAAAAAJMhwIKQeDyOO4QcmCXQYkVlHTt2LCMjw2/KVmwaxx4AcDgdQEjC36LY0nCCRayorEGDBn333Xe2bBrHnolQmBDpcASDpvXr1yclJdFfnWUsPQkGl3g4z8srV65s5bN8+XL+4bVr18aMGZPkQy+uXLki5o1RJnX79u2srCzxX0ePHi0qKkpMTExJSZk5c+atW7f454WFhezz6dOn//d//7d+JnU2qrqwTgpiOvQiPz9fWrKgoCCg8rciXKaSMWXTQbD62Lt582ZpaWlGRkZ8fDwddXR0HT58mP+3pqaGH3ijR4+mt2LGVCvxl19+WbJkSWZmJiVIh9P48eNPnDihtXXVA0nrKJVWDHXPDUNYBs6BYxE09ezZ88MPP8zJydFZxs0B1vbt24cNG/Y/PhTx0Fv2OYUda9asafIpLy+nmMNIDsvKytauXSv+ixrLqqqqO3fueL1eagWpGWOfjxw5kppVSpz+tXHjxoEDBxrJbYgBluqHgwYNohzyTyorK+kT2wOsUPY0RJYeexRdUSREBwkdb/T2119/pQKng4T99+LFix07dqSDkB14O3fuTE9Pv3Tpkn7GKA6jA4/F6JTg559/TkeyfjakpLSOUp1VLIUAC5wDxyKoowvTIUOGNPt+cBEbUToLl5SU0AUrnb7XrVvHT2fXr1+ny1+6dKZLYTpr8wtZWqCiooJdIvfp04euj+nUn52dTW8p8jh//rxOHvw29suXL2/bti1lZvLkyY2NjXyB9evXU/boc8oqnff9Lr9lyxZqnGJjY5t9UUJubi4tk5WVRVnVyR5FV/ynKHoxdOhQ9pqlwylvqCj3i1pHKhNqF7WaB2rAqMRU/xX0DZuAYinVDw8dOiS2x1QCX375pdbCqpXCF6ZP5s+fz24H0gu2gPKOiyjQVaSKprcUjrAjkw7Fc+fO6SQr0Tna9RPR2qjW10pE6ejcTqbV33vvPfETeksfShmTUDbo0NJKU5VOBKN6lKre+xQrwm9hNmt8c8myZcvS0tJSUlIoQdVt6VQEzwMdw5999hlPk8LNzp07i1sBCA4CLFA3duzYP/7xj/Tik08+4VfJzb4z2tNPP/2LD73gJzIKnn744Qc6w1KUQMuIZ/Znn32WLr7pX3TGp/ZDfMtiOC36jf2bb7751FNP0dU8bXH27NmlpaV8ATGHlBm/y0+fPp2fT9u3b88CSjrR82VUUZPAGyd6QW/Za2otysvL7/isXr2a3vrdLyptdorXar0o7FPeG2BlKNaODisCrGbfbc4zZ87QC6p9eq2zsGql8IWXLl1KtcMXoLc6mw5uFami6S211nQ8UDFS4MJvBGolK9I52v3mTXWj7GtFeaPl6YBR3QU6Mm/fvq1VGhR/SP+lpCj40C8TOqhmzpzJ9kUrZYlOjagepcpVpIrwW5ha39zf/e53FJDR5xSeKo8oRqcieB6OHTtG11R8lQULFlCMa7A0AHQgwAIV//Vf/5WRkcHOufSXrvOuXbvG/kXXdvRf9po+VD3b0ip0Tcle0wL8TEqfS2+17srwdXU+pBzynPzjH/8Q2xIxh5R5v8uz31yYzMxMurT127FJmT2+L3RFznpTEXpB0aT+inR+54Gm6i7X1NRQI8SrgC9JxJ+BAsptQIt57iYuuXXr1gkTJjT7YkR2w08rBdVK4QuLxxi9oP3ym+1AV5Eqmt7y+xnioaiVrBbpaPebN62N0mHDXtML1V2Qviyq1aG1ikeBfU4x2cqVKym8oMsD+oKUlZXpxHA6G2rWOEpVV5EqQqRamFrfXDoXKTcnbUunIsQ8DBo0aN++ffTiypUrdAagiE01ewABQYAFKuicK52OeSdu5bmSvaBr0GHDhtFpmi3PfybTWl71rUQ/wJJyqLVFrTZGa/lz585RxEAn8Z49e9IVuU72tO5gFRcXl5eX8z5Yymt6aYv5+fnsJpDqLlP4lZOTw39LEtFG6VJb/y6g1kYDWkznQ8oDtX9ffvklj8iNpCBWisEFgkhTf3mtt1rJivwe7QbzprW86i4o71GJS9IR+8svv4j/oisZv3ewRBR/LFiwgB+uUiimnzedo1S5ivTWSGEa+eYa2ZZWRRw+fLh3797Nvl9a2a+NAKFDgAUyCgvoso9fMjb7bmjRlR9rPrXuYFH7eujQIVqXpWCw5QglwKItaj2ypHUHK6BHnKjN4Ouqkvpg0Vv2WmqSVXulSG8l/F8HDx6k6+mzZ8/qZEP/LqDWRgNaTP9DCvJatWrFuwdpLez3Dpa4gME7WAGtYvBQ1EpW5PdoN5g3cXl+B4tWVN2FmTNnKn+64ksG1wdLye/hpEzK71GqX/J+C1Prm2vwDpbBg6SgoGD16tVZWVmBdkoD0IIAC2SffPKJstvQ6NGjd+/e3Sx0FiFPPfUUP0/R5TXvujR16tQwBFhr164dO3Ysa5YuXboktiU8h2J3H53lxfTpc3bWpgCLdkone+wpQtpf6SlCdqbmfbAMPkWo/FdFRQU1LbW1tdIy8+fPZ0M//PLLL8uXL+eBnT6DtyJC/FBnYdVK4Qvzvn3suOJ9ZSh0U/7Gqr9KiAGWVrIiv0e7wbyJy9OXjpXPhAkTVHeBAgUKF9asWcMKhI6uw4cP8yUvXrxIAcfOnTvZ46X0gt76fYqwqKiIwiP2qyUdxpRPv4eTlJTWUSqSKlFKwW9han1zWR8sWkvsgyVty/hB8vnnn9OH7CynlVWAgODoAdmQIUOU4zTSGXDQoEHNvsedZs+eTZe5dFoUH3eqrKzMzs6OjY2la1k655oVYClv7Yir0JmXrjhpo/n5+fw5IFqAMsaeOaKsit0ptJYXN0qf9+7dm3YwNzdX/yfCZt/DTcpxsKgNYCMDEXoh9pHSulOlWiBad7aoRaT801vaR62Rh6Q0VTeqlQH9MtdfXWdh1UrhC1MbX1paygptwYIFfIGNGzfSJ6ppaq0SYoCllazI79FuMG/i8lSV/GuldRuJggwqvfT0dNo0G7aKLgP4f8+fP08BB9tocXGxkXGwTpw4QfFcUlISJUjRG8XuOoeTagpaKYukSpSWMXLqUP3mNvv6sNO3jz9FqNyW8YOEvlbsV0Jpl7VKA8AvHD0AYDk0VMZduXKFggm7c2E/abgTq1G0+vnnn4dzixD1cNYDAMshwPJr6dKljY2Nt2/f1vpd0lUoytTvAWmuffv2iSM1AJgCZz2wX6IauzP1/xyePcbhmXRUZpypoqIiPT09KSlJGh3XnagcPvzww/Bsiw7OzMxM/iQvgFkQYAEAAACYDAEWAAAAgMkQYAEAAACYDAEWAAAAgMkQYAEAAACYzKEBls6Ydbdv32Yz6YY/VwAAAABGODpMUY2iysrK1q5dG2iApRxuGAAAAExkUuMfJRxdHMraunjxYnZ2tjghaNBJAQAAgFnQzkocXRzK2ho7diybiAoBFgAAgHOgnZU4ujik2jp27NiQIUNU/8U/xK1LAACA8EM7K3F0cUi1lZ+fz2czwB0sAAAA50A7K3F0cUi1FcpNKVQ8AACAddDOShxdHDq1hTtYAAAAzoF2VuLQ4vB7pwoBFgC4R319/dWrV5uamuzOCIAmtLMStxQHKh4AIlRRURG71GzTpo3deQHQhHZW4pbiQMUDQCS6fPmyeDv/4MGDducIQB3aWYlbigMVDwCR6L333hMDrNTUVK/Xa3emAFSgnZW4pThQ8QAQifbs2SP1ST1+/LjdmQJQgXZW4pbiQMUDQCRau3ZtixYtxABr2bJldmcKQAXaWYlbigMVDwCRqFu3biyuGj58OHtx33332Z0pABVoZyVuKQ5UPABEnEOHDnXp0oVOX3FxcUeOHOE3sdauXWt31gBkaGclbikOVDwARJaTJ0/yiGrevHlerzcmJoa9zc/Ptzt3ADK0sxK3FAcqHgAiy+9//3seYGVnZ9Mnc+bMYW8TEhJWrlxpdwYB7oJ2VuKW4kDFA0Bkyc/P5wEWG2L06tWr+lNcANgIx6TELcWBigeAyDJ06FAeSxUXF9MnXq83Li6Of5iTk4MxscA50M5Kork4pMFj7M4OAEAAVq1axU9fCxcuZB9OnDhRPK299dZb9mYSgEM7K3FLcaDiASCyiAHWG2+8wT8vKyvDmFjgQGhnJW4pDlQ8AESW8ePHsyhq0aJF9fX1/POGhoa+ffvicUJwGrSzErcUByoeACILH8Bd+S+xt/v8+fPDnzcAJbSzErcUByoeACLI66+/zuKnmJgY5X/FMbHQEwscAu2sxC3FgYoHgAiSnp7OgqeMjAzVBSZMmMADLK1lAMIJ7azELcWBigeACNK5c2cWPG3atElrmT59+ujc5QIIM7SzErcUByoeACJIbGwsnbXor/5ivJ/WyZMnw5MxAC1oZyVuKQ5UPAA43/vvv9+vX7/k5GSDA/hlZmayxXbt2hWWDAJoQjsrcUtxoOIBwPmk4ZE7d+6sv/xrr73Glpw+fXp4cgigBe2sxC3FgYoHAIfbv3+/FGBt375df5Xq6mq2ZLdu3cKTSQAtaGclbikOVDwAONyePXvE6Gr58uV+V7l69WrLli1p4d69e2NeQrAX2lmJQ4tDtf/B0aNHi4qKEhMTU1JSZs6ceevWrYASNDuPAABmeuutt/jvfdXV1QbXatOmDVtr8ODBVuYOwA+0sxJHF4dUW2PGjKmqqrpz5w5dqC1ZsoSCraCTAgBwmoKCgiB6rLM7WCQ+Pt6yrAH4h3ZW4uji0KktCrMCOpug4gHA4UaPHk1nqoSEhNOnTxtfa+LEifyWf11dnXXZA9CHdlbi6OLQqa3KykrcwQKAaMIGF83MzAxoraamptatW7MA6+rVq9ZkDcA/tLMSRxeHVm3V1NT06dPn2rVryuV1WJ9fAIDgBX2yevvtt9mKn376qRUZAzAC7azE0cWhWlvHjh3Lyck5d+5c6EkBADhEQ0MDuxEV6B0ssmrVKhZgDR8+3Iq8ARiBdlbi6OJQ1tbBgwfp7HP27NnQkwIAcI5du3axIKmgoCDQdffu3cvWbd++fVNTkxXZA/AL7azE0cUh1VZFRUVGRkZtbW3oSQEAOMq4ceNYkDRp0qRA17169Sr/edH4+A4A5kI7K3Focah2nwqlWxUqHsBeixcvzsrKKiwsbGxstDsvTpSamspOa4cPHw503Rs3bvBZnxFggV3QzkrcUhyoeAB78QDiyJEjdufFcfgtKIqTgnsScP369R7fEA8Yzx3sgnZW4pbiQMUD2IvfeF66dKndeXGcjz/+mBVOWlpa0ImwId0DGkMLwERoZyVuKQ5UPICNamtrY2JiWAwxcuRIu7PjOPwxwKCnu6mrq2vfvj2lsGjRInPzBmAQ2lmJW4oDFQ9go+rqan4Hq02bNnZnx3G++eYbVjgrVqwILgX+EGKfPn3MzRuAQWhnJW4pDlQ8gI0aGxvT09NZBJCVlWV3dhxnzJgxVDIxMTENDQ3BpVBVVcVD2JKSEnOzB2AE2lmJW4oDFQ9gL/YDFlm2bJndeXGWpqYmPmFzKHPd8AArJSXFvNwBGIV2VuKW4kDFA9jop59+4s3/qlWr7M6Os/DfT+Pi4oK+g0Xatm3LCxmzPkP4oZ2VuKU4UPEANvrNb36DAEvL8uXLWckMHDgwlHQaGxvZg4QIsMAWaGclbikOVDyAjfr3788DrJiYGAyFJSooKGAls2HDhhCTmjVrlieoseABQod2VuKW4kDFA9iorKzMI+jVq5fdOXIQHmBVVVWFmNS0adNYCLtx40ZT8gZgHNpZSTQXh+dudmcHwL3YOE98Opdu3boFl05paWnbtm0feuihaJpvhxdL6EkNHz6c3ya8ceNG6AkCGId2VuKW4kDFA9iIBVjDhg1jzX9SUlIQidTX1/PrpdjY2B49eixbtqypqcn03IbTyZMn2R5RmBV6arw7F3nttdeiKQwF50M7K3FLcaDiwbHWrVtXUlKyf/9+uzNiIRZg8fHKg/s+Lly40KNwzz33RHSMVVFRwXYkPT099NTEAV3J/fffH3qaAAahnZW4pThQ8eBMdXV1rC2M7vHN2b2rQYMGDRkyhN3KCjSF//zP/0xMTFQGWOSVV16xIs/hwTtglZaWhp4axZqjRo0SC+fll1+mqKtr167sJllNTU3oWwFQhXZW4pbiQMWDM924cSOUmzqRgu8jv5VlfN2GhoZOnTqphlZMfHy8ZRm3XK9evdhe7Nq1y5QEqbj4tI9KZm0FQCm6T2JBcEtxoOLBsXjjd/LkSbvzYpXWrVvTDrZs2fLxxx+nF8nJycYHamJPxnGJiYns8/fee49/mJ+fX19fb1n2LcRuy8XFxXm9XrPSzMjI0AqwovgYA9uhnZW4pThQ8eBY/CGy6upqu/NiFTZMw6JFi7p16xbozvJpZJjf/e53/F8Ul/DP27dvb0nWLcbzb2KaBw4cyMvLUw2wIjQMhYiAdlbiluJAxYMzNTY2tmvXjjV+Jt7DcBr+y+CkSZM8vmcADU66J/banjVrlhSWrVmzRowezpw5Y0XmrUO7w8JrKwYGmzx5sjLASklJCWU2HgAdaGclbikOVDw409tvv23FPQyn4QEWte7stpPBWyn8jlfLli1VF5g3bx4vwNGjR5uaa8tt2LCB5bygoMC6rbRq1UqMsUKZTxpAR3SfxILgluJAxYMziQFWFI9axAMsr9fbsWNHer1+/Xq/ax0/fpwXzrJly7QW4zFWxPV25z3cV6xYYd1WxIkgyerVq63bFrgZ2lmJW4oDFQ/OdP78+YSEBNbynT592u7sWIUHWHv27GE727dvX79r8XHJW7RooXPfhQ91QaZOnWpmvq1048aN8HS/O3funHgTKysrS+f24fLly/v3779jxw7r8gPRCu2sxC3FgYoHZ8rJyeEt36xZs+zOjiUuXbrE7lo9/fTT+/fvZzs7YMAA/bW8Xi8fbmD69On6C/MAIjY21ryMW4vHhYmJiWHofkcxHHuWk+Tl5Smf4qQ8fPHFF2wBKk+r8wPRB+2sxKHFwZsc6fOVK1e28qHLrEATNC93AKZp06YNP9qN3NSJRLt27RJ38JlnnqHXL730kv5a58+f5yXjd0yH3//+93zhCBqJ4MEHH6QMU4GEZ3P8cQoyceJE/nltbe2iRYvERzITEhJWrVr1zjvvRPGDF2A6tLMSRxeHVFvbt28fNmzY//gUFhbS26CTAnAI9lQdM3LkSLuzY4kff/yR/RY2bdo0etu5c2ePgVEVSktLWbHQ8ka2Qgmy5ceMGWNCpq23ZcsWluERI0aEYXPikLakZ8+e/F98NHkuNjaWvfjoo4/CkDeIDmhnJY4uDqm2KLr67rvv2Gt6MXTo0KCTAnAIcXq+gMY3jyCLFi3y+PpR/f3vf282PPLTo48+yhYz2AF86dKlbPnk5OSIuO/Cq/6xxx4Lw+auXr0qhlB8YAgqK94LUGnIkCFhyBtEB7SzEkcXh1RbSUlJd+7cYa/pBb0NOikAJ6irq0tNTY3uAKuhoaFPnz5sB9k8LWwMTL8jP9EXnBaLiYm5fPmykQ1RAMH7jB85ciT0nFvt1KlT8fHxlNsPP/wwPFucMWOGGDy988479OHo0aO1oity3333hSdvEAXQzkocXRxSbUlvlY9k65wmUPHgQOIomlEZYFF0xX+5o1CJPSZpZDpCcYAG4+M28WjVbwcvJ+DPN1y7di1sGxVn0aGqEX+h1oJhHcAgtLMSRxeHB3ewIKrV1dWxB+XuvffeqAywpJ+l2IcswGrTpk1xcXFTU5PqipWVlWyVdu3aaS2jxLttde3a1ZT8W4o/3xDOkT9PnjypFUiVlZWx5w9SUlLEz+kQpbBs06ZNYcskRCi0sxJHF4dHtw8WvQ06KQAnmD9/PmvDWFvbvXt3u3NkMoqNeDtNzTb7UOx2phVbjBkzhi2wZcsW45vj8RyVZ+iZtxq7e/TYY48ZjyBNoRpdpaWl8brwer3V1dUPPfSQtAyGgAd9aGclji4Oj9pThLdu3cJThBAd+ECa0j2eaJKens52LTc3l30iBlg///zzjRs3lGvRwmwB1m3LIIpU2COKFGCpJms7ilFoj6qqquh1cXExZXXu3LlhzsMbb7whHXXJyck1NTXSYhRmiR0ECUYfBX1ReQYLhUOLQ6vVWb58OcbBgkj31ltvtW3btmfPnh06dKAjk/6ynwgzMzPtzpr5+DwtDz74IPtEDLA8vmE2a2trpbVatmzp8Q0WEOjMxHzuQkvHRg9OXV0dH/7gxRdfZC9s6UV++fJlVsLMypUrVRfjD3IyeXl5FB1GxBOaYAu0sxK3FAcqHpxDbNuYFStWeKKxDxaFR3yMpSVLlrAPpQBLGQzdvHlTeXFl0Pjx4z2+ISEuXLhgyi6YKCsri+9XdnY2e9GjRw9bMkNVc+DAgbVr1545c0ZrGboS8Ch06dIlzL9pQqRAOytxS3Gg4sE5lAEWGykq+gIsPpX1ww8/zFtlZYAl/pzn9XoTExPZ5/fcc0+gW6Sgga07adIk03bDDLW1teIuJycnsxcBdTILM6oy1hOLj3/BlJaWbty48dSpU3ZnEJwF7azELcWBigeHUD7G1aFDhyVLljgwJggdD7Cefvpp/qEywBJXGTVqFP+cXge6RWlaHucoLCxU3g3yREjPcXGuaC42NlZn0mhwIbSzErcUByoeHEIc4cnjewa+oaFh0KBB7O3BgwftzqCZaNdY9zLWrZvRD7D4qOJUMkEMEEVb7N27tyeME/wZUVFRoRpdJSYmBtrJzBY8UI7E6BDCBu2sxC3FgYoH5+jatasUXvTv35+9DuihOefzer1sCuHGxkb+oU6AVV9fz3+N2rt3b3AbZVukv6Hm3iRNTU3ilN78B1CPrz+T3bkzqs5Hqji6WrA7X+AgaGclbikOVDzY7uDBg3379p0yZQp/lIyw4dzWrl3r8Y2DFRH3M4w7fPiwRzFbc1lZmVaA9cUXX7BP+KBZQVAma68vv/ySZ6mgoODcuXP87Zw5c+zOXWCkihswYIAYOoPLOedL5xBuKQ5UPNiOjwjFrFq1qrq6mj30zjpmUXNldx5NlpmZyXa2rq6Of8hv1ykjId5Rafjw4UFvlP3emp2d7ZABBfgzDXFxcSxLnTp1Yp8cOnTI7twFpkePHlLd0b6IlQtuhnZW4pbiQMWD7aSHB8VnBm/cuOHxzQ1nX+4soTobjM7wqoMHD2afsHmIg+OoobD+7d/+je/mjBkz2IdsqHQ2M2PE2bBhg0fhgQcewK0sQDsrcUtxoOLBXnSVLz7rnp2dLY2dzcKvKGulVGeD2bdvn1aAdc8997BPQpn/+OGHH2aJFBQUhJT70NAu87EYSHx8fNRULoXLYq8yZvPmzSUlJVu3brU7d2AbtLMStxQHKh7stXLlSq3bV0yvXr3oc+WMJZFr27Ztffv2Ve7s6dOntQKsdu3aKe94BWrLli08ZRs7Oe3du1fcxwULFtiVEytQBUlzQvPrBzxa6FpoZyVuKQ5UPNhLetBdGWCx8Z8irlOOqosXL4pPShYVFYn/VT6Mxj73er0syuzfv38oWz979ixPuWXLlqEkFQo2eCzToUOHqLl9xX399deq42NF2ZOwYBzaWUk0F4fWVTJA+NXX14t9sKQAi2KL7t270+fz58+3KYNmevDBB8WvXnp6uvjfpqYm1e9mdXU1e9utW7cQM/DCCy/wxH/++ecQUwsOnxinoqLClgyEgXLUXPLnP//Z7nyBPdDOSiwvjpKSEnYnOS0tbebMmVZvTgsqHuz18ssvi42QFGDx2IJaZZsyaCbpeckhQ4ZIC6gGWPwm3+DBg0PPA7+5snDhwtBTCwLva09RiC0ZCA/pt2+Pb87yffv2Yb5CF0I7K7G2OMaPH//UU0+xe+P0d+zYsZMnT7Z0i1pQ8WAvqVNwaWmp+N+zZ8/GxMR4fE9j2ZVDE02bNo3vaW5u7s2bN6UFpCaZzUV4//33s7cbNmwIPQ90OcdSs2Uwzw8++IBtPTU1NfxbD7NNmzaNGDGiZ8+eYp3SdbU4xSS4AdpZibXFER8f/+uvv/K39DoxMdHSLWpBxYO9MjIyxOYnLi5Omsdt7ty59Pnrr79uVw7N4vV62R2sXr16aXU8kgIs1i2ahZiksrIy9GxcuHCBpZaQkBDm4Vtpr/lYsklJSeHctI2o3sURdEnHjh0t3eJrr7123333ZWdn79ixw9INgUFoZyXWFgeFU+JYfxRg2XW6QcWDvZYtW6YaVXBsAhll5/eIQ/vFdrBNmzZay0hFcenSpWYhwDIlG01NTa1bt2YJhnlALHGo+q5du4Zz0/YaOHCgVLPr16+3aFsUxfJpK0mPHj3++te/WrQtMAjtrMTa4nj66aeLi4t/+eUXek1/i4qKpk6daukWtaDiwV7SBHwDBgyQxhmPmgCLWj72e2ivXr1UFxCf8mPYlHZs0Cz6a1ZO+LClc+fONStNI8Q+/uXl5eHctL3okN6zZ89LL73Edz85OdmibfFui1xeXp5F2wKD0M5KLC+O2bNnt2rVKjY2NiUlxcYnpFDxYB2KD+h0r9+rt7S0VGwMlIFU1ARYzf72Rdk0sjtMo0ePptdLliwxKxubNm3izXw4p81JS0tj2928ebM7+3ovXLiQV258fHxCQoLpTzitX7/eo5CZmXn58mVzNwTGoZ2VuKU4UPFgEf7s28aNG7WWaWho0JknhwkowPrqq6+ys7OHDRum7D/uBPr7QrHOyJEjxdKoqqriw3L269fPrGz85S9/4Zuga7xjx46ZlbK+9u3bs426eZI+iquk6MfgigcOHOjcuXP//v21QiWKWV955RVldMUUFhbOmDGjhc8bb7xh3g6Bf2hnJW4pDlQ8WGTo0KFaMRPHuyXpBFhLly6lzxctWqS/ucbGxi5duvB0Ro0aFfIemIzavwkTJlDeVqxYobMYH8XA4xuacs+ePex13759zcoJlRXv1+VRDMdlnTFjxtDmqBDCszlnKikpkY55I0OtUkialJTElqe6oyCpTZs2p06don9t376dXvfp04eNRiuSOtdzcXFx1u8o/D+0sxJri+PatWvseaLYf6LLGku3qAUVDxbhN2Po0llrGYo52F2NTp06sYWVgVRmZqbHN/K49HShRIrVevToYc5umKGiooKaQD4I1uOPP66zMBWXGGBREbHA8f333zcxSzt27BCngDx//ryJiYu8Xi9VDdUdH3uze/fuFm0rUkiR0EcffcT/RcEWFZcy5KIjQTVUorYjNTVV9V/6MOppOKGdlVhbHB07dty5c+edO3cs3YoRqHiwCOs55NF9aK6hoYEupmmZZ555Rqv15QNl6U/l9vXXX4vtx4MPPmjKXpiiQ4cOYt4ee+wxnYX5MApky5YtvIj048sgiIMmWPGQzalTp/jvv7ShxMRE9jo6xowNxTfffCMeDzk5OWy8jH/9139lpaS8JmGTVxpEoTMdMxkZGcqfI7mYmJhQJg6HgKCdlVhbHFTcJkZX9D0ZM2ZMkg+9uHLlSkA5MSsbACLeo1nroTmyePFiHnNotb4jRozwqD1dKBk+fLjUhJgekQRNytjatWsNLv/888+zYcAoUrFidMr8/Hy2oZSUFHNTFgeDkLz44ovmbiviaN2O4hISEnJzc3fv3s2Wf+edd/SXF4m/wJ48eXLgwIHiT+ei9u3bO+c7Et08aGfvZm1xUNtj4sM7dJZcs2ZNk095eXlBQYHxdVHxYJGOHTuy83irVq20bj7xqIgHWJs2bZKWMdjJnd8w45wzty6/ecPojz5FZwa+ZN++fXmXLCvGrDp69Cjf1nvvvTd9+nS6SEtNTf3yyy8NptDY2Pj5558fOXJE+lwZ73J79uwxez8iTF1dXWFhYUZGhvgrrRItwJbnDwd4fKEwXYTs3Lnz7NmzvFeWSDkpCNURHTyffPIJW0DsmGXK3ADglwft7N2sLY6NGzeWlJSY9aAyfWHEtwENCo+KB4uI4y9oBQds7mFqP1jvb88/J4cRGQywpPG0yP79+83YDxM8//zzYsb0n6HjvdrJoEGDBgwY4PH1Sq6trbUib9JTnExMTMzAgQOVtXb+/PkePXpQfbF+1mJPeYY9pCYlxX+oon/RURHOgSEcbsqUKcrCFwvz8uXL4hMJFAFLKdCltTisKHn44Ye1NldZWUlXHT///DNfWOfuMpjIg3b2buYXR6yuUDq5jx8/vry8/I7P6tWr6a3xdVHxYAVqRHmvkVatWmn9vMWDJ95Lae/evVrL6G9RDLBYG8+esbLdpUuXZsyYwfNG1z/6V1Z8XAaP73lDtl9lZWUWZe/JJ5/UaeNzc3P37dvHF27Xrp3Owqr+8Ic/UIgwf/78goKCqqoqi/YictHB0Lt3b63SS05O5k9vUCClFZtSNfFV3n33Xb8bnTp1Kv+mYHysMPCgnb1bJBXH9evXs7Ky2BeGXvidQVZiS54huoljZuqML8CDJ36NrvxdL+g7WCaOaxC0hoYGqSuS3y7e1OKuW7eO/Wa6ysfI7geNoh+/YRPrZR+E4cOHW5TtaHL27NmUlBS/hfnII4/oJEJxGH13DIawFKjxOvU7AAqEzoN29m7WFof0o16IiouLy8vLeR+soqIi4+ui4sEKNTU1/KciijC07tnw6IG3IspetwEFWBSoDRs2jCXlhKfVlAN9dejQwci4R3yvwzOQ/ffff8/m73ruueeUP/wpsd8H6W98fPyjjz5KbX9SUlJycjL7kOnWrRt+DQwIv05WZW4klJeXxw9IVJPV0M5KrC0Oul759ddfzUpN+nkxoF8bUfFgkbZt2/K2QavXkTLAUi5D7YrH9xShflxCkQFvhIYMGUKvZ8yYYcZ+hIQiS2VHZv3xJhheMq+//jq9oL/WZ/b/ffvtt+3atdPqgj1u3LhwZsY9vvnmm5ycHFbI/CFc7uTJkyZuSxwN5IUXXpD+W1tb2717d8qDzjQMYBzaWYm1xbF27dqSkpJ//OMfpqRWUFCwevVq3gcLTxGC7S5duuTx3bui0zS9OHz4sOpiPIzo2bOnR2MIyv79+7NmQOepQD6IZadOnZqFkR1sn/COGir2CBh/ppKuf4w8G89KhuIqNgyYXYNzvvjii+ymVFJSEoWtzzzzzH/8x3/YkhOXoEuRvLw8qvT333//xx9/ZM+Q0l/jz3UaRAehzj1mPltlbm4u+6SmpubQoUP0RbboYYvohnZWYvlPhCZ2cqfGrKioKNGHXtBb4+ui4sEK8+bN8/yzszkpLi5WXczI718sWvKo9X/nxC5fXq/X4NikYcBvzvFxKO677z7jK7K7dx7dwVoBgiNOCz148GDxX+zZVY/vB8SxY8dKt9Pi4uJwFzMgaGclbikOVDxYoaCgQDwjZ2dnqy72wAMPeHzDNOj8/EcXzbRMly5ddG5HiWNHUVBlcHadMFixYgXLFR+mq127dkZWZAEWrd6jRw96MXDgQKuzCm4jTUm5ZcuWZt8tNH63VR96bhmHdlbiluJAxYMVxo8fz650+U0s1cWM3Go6e/Ysi5b0t8jP+w0NDQbnh7YatVV8UMdPP/1U9VaBljB3cgd32rp1K//itG3blj7Ztm2bkeiK0LfM7uxHDLSzErcUByoerKAcf0F1MX4Hi83FporfndKZK4b+xdJhb/n4pRSchbgjoVi9ejVvjdhT9FQgNTU1RtZFgAXh8dvf/pYdonQtVF1dbXxIjvT0dGVq9fX1dKjj5hZX54N2VuKW4kDFgxV4WDBp0iR6MWXKFP3F9FNjv1mcPn1aa4F3332XFrjnnnvYnTA+T4u9cclDDz3EssHnPDGOlcyyZctYbxjrBhoF4EPti7PoGCGlU1tby2aFSklJ4RMpuhl7BFi1rFzOLcWBigcrGLwBYzDAKi4upsUOHjyotQDv8sWeNHz55ZfZ2507dwa9C6HjA1V8/PHHga7LSkacq9GCDAL8n65du6rGTxRvNTY2vvrqq0uXLl2zZo3HNw/ByZMn+e/+H3zwAUvB6/UuX768U6dOfN2EhIQjR464/FaWOFmk3XlxFrcUByoerFBWVubx9YIKPcCic/T9999Pi5WUlGgtM3ToUHYWY0FYU1NTq1atPMamDbHIgQMH+Lk1iIcZWcnwJygnTpxoQR4B/k9lZaXqmGf33nuv6vLsIRJm0qRJzb7ZdVVDtCeeeCK8u+IgFJuKRWF3dpzFLcWBigcrsN7rrVu3Dj3AEodgoCvC8+fPa6Uza9Ys9pZ1evDYOrpBr169WB6Sk5ODGI6L7dEbb7zBJlE5c+aMFZkEYH788Uep91X79u2/++471YWlcGrw4MGq0RXz8ssvG88GXZjl5ubqDMgSKfbs2ZOamooAS4tbigMVD1bgpxU2TsHcuXNVFxOHX9dSU1MjPkw+YsQI5TJSoMb6vHuEbu/hx0ZY9WjfBtDH9ohNyqsz1xCAWbxe7yOPPMIO2o4dO+rE9HQ0suFzDZo3b97x48d1Nk3nB49vVni2PF1URPQBv3nzZnH32X7ZnSlncUtxoOLBCmxCwEGDBj344IPsLKN8oI8Pv+53mPIFCxbws1VWVha71BZ70SrvhLGBPfv372/XmTo5OZlleP/+/UGszvaIRWl2DeMOoIN3EJQkJCQoP2zZsqXWk8Jvv/22fnxGAUpGRkZSUlJaWtr69evDvJtBkKLPffv2oZ2VuKU4UPFgBR7xsLk+SHV1tbQM/+3P76zMc+bM4Werfv36sRdDhw5Vbo5/wrptqW43DKgt4RkOLgW2R7xnjC17AaBDmmezQ4cO9PfJJ5+8evUqXTvREcvGyOViY2PbtWsnzai4bNky/ehKQol4vd76+vrjx49fv37drn3XcuPGjdzcXCnPzWhnFdxSHKh4MNHly5fpBEqnPx7xsJ8I6dLz3Llz0sJ0omTjL9Ay+smmp6fzsxW/M9S6dWt+V0wZYOXl5bHFXnvtNVN30ZDJkyezrauOFWSEOAG2x+yJfgFMMXv27BY+hYWFyv/SeUB13IfU1FT22AcFSQFFV4zYYcDjG834qaeecshPimKHUeaRRx5pRjurEM3FIR0BdmcHogGdMfnJlE647D4TXZ6yWZ89av3NGxoa2I99fie0admypeqpNjExkS2gDLCWLFnClhk+fLipO2oIBX9s66o9xowQAyxqP8zNHkB41NXVTZkyRfnN7dmzJ339P/jgA+W/BgwYwB6RodNIp06dDA7NRVHX9u3b7d7d/zsN8ixR5ineYpEf2lmJW4oDFQ+mWLx4sfKsx2bQ42+lVdjNLQqS/I5iwAebVmILKAOsyspKFr2xx8jDifct84Tw054YYGEYd4ho99xzj/KbqxwYIjk5+eLFi6opHDp0aPr06foxlkcYl8suYt8AseeD8uzncm4pDlQ8mIJ3Zhf17duXP9CnPNKk0UF1UCITJkxQnpF5z1nV4R5mzZpFH86fP9/M/TSATqw8e0EnggALoobX650yZYrfe1F0DtFPh84n7BdJ+orRSWPDhg18LF/u2LFj4dkppfPnz/Mx8T13z76AdlbiluJAxYMpBg0a5FFMtbFu3To6D2oFWOxBP1JVVWVkE/n5+cqTcseOHZvVAiyKydgdrDCP1EABHw8Ep02bFnQ6CLAgyrD5rLR069ZNfygHLfX19eJTewkJCTdv3jQ98/p+97vfKS//xOtGtLMStxQHKh5MwbpJJSYm8i6o9Jqijerqanbqob9ST20WQyxZssTgJthgOYzY7b1ZLcCya6xRPlsI7a/fvmU6EGBB9Nm2bdujjz7Kjmo6UbT0ycjIqKioCLGXOnuGkX/1KEGz8myEcmSKBQsWiNMEoZ2VuKU4UPFgCn5mEecjY9dwfExz6adAgxMRcmfPnuUpb9myhcVtycnJ9K9p06Z5FN2t2E01urrt0aPH5MmTQwl3DFq/fj3P4eDBg0NJCgEWgHEUzUgj0X/yySdWb5QuIOnM07t3b/H2Fb3+93//d2lJtLMStxQHKh5M0bdvX49v6rF58+ZJARYbJjQ2NlYaa5Q9XvTcc88Z30paWprHN2FO8z/7yC9btoxe89tm4sK8LxSTmpqqn3h1dfXevXtv3LhhPD8iWpFPjkEn2b///e/BpcMgwAIIyIkTJ8QRHOLj4zdu3EgngZEjR4pjnNJJib5QNTU1oW9RGiKVtrhmzRrVEwjaWYlbigMVD6GjuISdYgYMGFBVVcXPOOwmOXuqjiIwaS12xUnnROMbopMXhUHsqUP+CyPrzM7CGnFhFvOJLly4oJos5VP8zXH8+PH9+vVr2bJlz549teKk8+fP017zS1W6XBZP7osXLza+U6oQYAEEir7IXbt29SisXr2a/nvkyBH+YM2QIUOMJ0vxGZ1zxJ/8mn1j/mVkZIhb0elziXZW4pbiQMVD6Pbs2cNOMXT+orcjRoyg11OmTGH/ra+v96hNqKd628m4xx9/XDqNdurUSVxg9+7d0gJaUyLyHzFVUT6TkpK6dOnSv3//zZs30/K/+c1v+H9TUlLWrl0rPj1Ey4c+7KEYYPkdiBUAGPrqSb8V8ogqMzOTv2UPx9AFEl0mUaikk9rXX3/NhpmgEw77JD8/n77jyocidZ6GRjsrcUtxoOIhdBRhsFPMoUOHVBdgIwfW1dWJH06aNMkTwjhV/GKUU04avWHDBkp/1KhRbAHVQUfPnz+vE10pKR8XkpgyLqgYYFH8F3qCAC7x6aefSqO9K7+59DoxMZG9plBJq2PASy+9xFdp2bIlnWH4/XJl4tL5TeRBO3s3txQHKh6CUF1dnZycTGexhISEcePG8UtDrXE1WX9z6b+BdnKXrFmzxuO7XcQuWHWikGvXrrEIjy49lf8Vr2t79+6tHzz5NWDAAFN604sBVpgfhASIdI2NjapzTuugM8nzzz8vJtLQ0HDvvfcaWZeiK/0puTxoZ+/mluJAxUMQxIeiPcKlodSNnfF6vay/+bx588TPQwyw6HpRvEuv7OPF8fkrlJFKWVkZT6GoqEj678KFC9nAE6p3rfLy8pKSksRCOHLkSHD7oiQGWLbM9gMQ0Y4ePWokNpJs27at2RdaSTNVa0lJSaHTi98nYzxoZ+8WYcVRU1NTXFxMp/uMjIzdu3cbXxEVD4Gig031XMMe7lPiE6CKc0c0hxxgSfOqzpo1S2tJupxld7C6d+8ufn7ixAkeOdEL8VEjJQoTX3jhhbZt21JUR1HXW2+9xT7ftGlTZmbmfffdt3PnzuB2RJUYYO3Zs8fElAFcgnVCYKcmgwEWXU1NmTLFbzcAzuDjLGhnJZFUHLW1tdnZ2ZWVlXfu3Ll161ZpaanxdVHxYBB7lIb+qs4sRij4UF3x7NmzrEuE9CueuXew9H+Ye/3112mZl156SfyQT8lMXnzxxeCyYRExwDI40j0AaKEvuDJsouui0aNHi8MjG0TL//zzz8aHdEE7K4mk4igpKQnorpUoiIqnJnbXrl1id2YK6XJzc//yl78El4foNnPmzJYtW3bv3l0nAqAiXbBgAX3bk5OTacmjR4+G+BjaqVOn6DosJSWFNk2xRShJMZcuXWJXgeKZaOzYsWKnpXfffVdrdTYIOxuzigsxwGr+Z995RvXXSW7AgAG0TFxcHF2NsE+OHz/O1+3WrVvQebCIGGBR4dudHYCIJ86LSoqLi8X/tmvXTj+oio+Pp9PI119/vW7dOjrBBrRpBFiSSCqOtLS0rVu3duzYkSLxCRMm3L592/i6gVY8Nfy0IXbAnT59mj759ttv2Vtqy9lIIe+88w4tU1hY2NjYGFDiUYk/q0Lee+895QJUjOJcWgxFM9TEBhFmXb9+vU+fPmJSdN3Ws2dP+vDEiRNB5L+mpkYcg0BE13AUGj722GMUoLz55ps6iajGUqEHWOIM01r96xnKobQY731FQa00wo0TiAEWvkcApuDfKeW/6Mwpju8wcOBAdlrgn9ACoWw3+ExHo0gqDqq82bNn//rrr3RAzJkzZ/LkycoFdAS0Ld5fmLVVdMyxwbUZ+i/FBPyHG4oSPvvsM/N2NPKcPXtWvC/dunVr9jnVF72mpt3vj/0TJ040vrk9e/boJEinjyB2oaKiQjU1iumNJ6KMpSgye+CBB+hD6cmdgDz88MN81/SjkMWLF7MDkt/Vz83NZevOnz8/6AxYhwdY/JgBgBD9y7/8C32nRowYofpfOof86U9/+uSTT8TumGLrFvR2A21no14kFQc1G/wSnMKsxMRE4+sGWvF05PEwv1OnTtnZ2WL7/e6774pT0XkU3Ypdpa6ujk2BzFHoyeIA/aBKYvA+1rfffus3XBswYIB+V24lfu+Hi4mJefLJJwNKhE1rs3TpUv7Jrl27WGo6T//59eabb7JEMjIy9Jfkx+2BAwc++ugjcRad/fv3B50B6/AAy83fIADbDR482OMbmDTQM6fIgwDrbpFUHIWFhWKApfUwl6pAK76yslLrByNVtHBA6UcTasjFoIS9qK6u1ronlJOTQ+HXq6++KsVJRp5amDlzppSaNJKCmJPvv//e4C5cuHBBWj24yzgW0FC4yTuiffHFFyzBsWPHBpEgxyYQ9Dv0FGU7OTlZtUB0hge0EQ+wVMfuAoDwoLaVPdwTSiIeBFh3i6Ti2L1795w5c7w+s2fPnj59uvF1A614sWuIQVOnTh02bNjq1asHDhx47733vv322wHuX0Sihl/sD96zZ0/2IjU1VZpjgQesf/zjH9m6TU1NEyZM4IvRAjyAVp0VS4zkPL5ORdKkex9++KFUKZmZmUZOGVRlbHmK+egaLugp9nhvdB6fsel0yA8//BBcmgHhN8wkjg1fxC+azhQcAOB8HgRYd4uw4igvL2/btm1iYuKzzz5raSf3I0eOGBkj5Le//S3lR+u/a9as0X/mK6IdOnSoVatW4v6+/vrrW7ZsUZYDRWD333//zZs3KRpjTwyIvvrqK74k1eyVK1dycnLYW4rSeJcjcahMj+8ukWpvpNGjR0sVR2/5YE6q2ByCzAMPPBBKmbCH+MTIT9nr3FJSvMu88soroU8aaBFM9gwQNTwIsO7mluIItOLZ/CSSuXPniq1XdnY2tc1DhgxRLinKy8v74IMPevTosWDBAse2c4EaN26ctJsUVTQ0NFD8JH1OMZPfh9ekLlySjIwMNgWNuK2TJ09qpUaRnDQNKsVYOo8Wrly5ki/5t7/9LfhCaW4ePnw4S4eN1MBH/kxJSQnx3rtxVFwsD7GxsRSh6gxM6gQ8wKJvU01Njd3ZAYDgeRBg3c0txRFoxYtjMzLvvPNOszAYwcMPP8yWvHbtmt97XXyB6LhGHzt2rLSDHTp04PeTtm3bxj+nQOfMmTN+E/zss8/0C1CUlpZGIZR+ghTIbt68WawXiownTpyoGuDyebh4nQbt1VdfZUmxwdx15q6xDt/lMWPGhG2jQeMBVnR8NQDczIMA625uKY6AKr6urk5s0R955JE9e/aw2zCFhYUe372Bzz//nC9/+PDh9PT07j5+44NQHoK116lTp3r16iXdbUpNTf3rX/8qLfnMM8+w/65YscJg4idOnBBvO7XwUZZedna28QxTlfHBzJhFixYpF+PBdOjP2fGIKiUlhWWgc+fOHt9dzBBTNo4X4/Hjx8O20aAhwAKIGgiwJG4pjuACrPbt20v/ampqokZU62Guixcv5ubmUrBVVFQUHx+vOi/B8uXLg98N+xw4cEC5L/3799dankop0MfWqGy/++67r776iv2a1tjYKM6WRS+GDh0a6A9tFOJIcZs0UTEtQDEiixRD/xWPdoH1yaMN/fTTT/T2hRdeCHP0cPr06XXr1n355Zdh22IoEGABRA0EWBK3FEdAFb9jxw6P70elgwcPhrJRarATEhKUccmWLVtCSTb8KFBQ7kj37t3D1q8oFNRyizFW586dxf/yqZTNmkaGDxvRpk0bPjjt448/bkri0QcBFkDUQIAlcUtxGK/4P/zhD7ybcOgn/aNHj/bv3z87O3v27Nm8jU9KStJ/rs1pnnvuOWWYGFm7ID7syTonNTY2Llq0iN9lfOyxx0zZ0FNPPaUsK8eOkmA7BFgAUQMBlsQtxWGw4vfu3WvRrSZpAs64uDjTnyg8dOjQrl27TL+r5PV6+VBVLVq0yMzMpBdDhw6NrJnjqFjEcbkotJKGOvvggw9M2dD169eVvcfMSjz6IMACiBoIsCRuKQ6DFf/888/zRrFNmzYmxhD8pyhO2cErFBRdsWSnTZtmVpo3b96UxkkXu/ZHHGkUeGkoh6qqKrM2xIctZVv505/+ZFbK0YcHWH379nXgXNQAYBwCLIlbisNgxYtzt3lMfeJPaw6TqVOnmpI+H8I7JycnlHROnz7NhqLIy8uzNCK0xZNPPqmsAqqXEIe/klCgMGrUKEq5pKTExGSjkngfMXIfsAWAZgRYCm4pDmXFV1VV0cld7MZeX18vjkEQFxdn7s9tlP7JkyenT58uNfDnz58PMeWmpiZxjpSEhIQXX3wxuKS05lrxhGsscktR6MNns2FatGhx6dIlu/PlXjzAoq/bjRs37M4OAAQPAZYkmotDig+k//Lezdu2bWOfLFy4kH0SGxvbo0ePHTt2WJSxt956S7qDEmJ/rEceeUTaWdqFINL56aefunbtqhpdOXxA8IBMmjSJ1T6V0pIlS+zOjqvxAGvBggV25wUAQoIAS+KW4lBWPA8d+C9ffAq8tLQ0q/NTX1/Pn1Uk/fr1u3jxYtCp0S6oRkXGh+X8+eef+YDmogEDBqBnDFgHndwBogYCLIlbikOq+Lq6Ot7HOTU1lT756KOP+Ije77//fhiy1NjYmJSUxEOZFi1afPHFF8ElNWzYMNUAy/jhzkdskqBbDFgKARZA1ECAJXFLcUgVX1RUJIYRf/7zn/lrirfCds9GGhWCYqxARz9nFi1axBNZsWKFmCabdVhfVVWVlA32Yty4cUFkBsA4BFgAUQMBlsQtxSFVvDSJjfg2MTExnBmTbj4NHTo0iK6+b7zxBlv9hRdeoLcXLlxg078wqglu3769d+/e06dPp2hSnLy5X79++E0QwgYBFkDUQIAlcUtx8Iqvq6t77bXXPNrCP+j28ePH4+PjxTy8+eabRlakyIn9hMdaKbGJEscTb9eu3ZEjR3jYVF9fn5uby//7xBNP8Nfo8Q1hhgALIGogwJK4pTh4xVO0weMJZd/wjz/+2Jb7N+fOnROzYWTEqerqataNbNy4cewnQrGJor2Q9o49paXTW4vU1tZat48ASgiwAKIGAiyJW4qDVfz3338vxhO9e/eeOnUqe92iRYsffvjBxhyOGDGCZywmJubmzZv6y4sDVrFIa/jw4eICf/vb38Sdzc3NHTlypE50VVBQYOX+AahAgAUQNRBgSdxSHB5fT3bpl7itW7c2+8ZY37t377lz5+zOY/Ply5f5s42dO3fWHxyrtrZWipDatGkjLbNkyRIxaNOJrii+rK+vt3LnAFQgwAKIGgiwJG4pDimeoGgjJyfHgSFFp06deCYXL16sv7C0U7169ZIWaGhoYPPeSEaNGrVjxw7xk7Fjx1q2TwCaEGABRA0EWBK3FId0t8bcOXBMdPnyZT5KQteuXXWW9Hq9UthUVlamXOzChQvSYvwxyQEDBtDbQYMGXb16FU8Ogi0QYAFEDQRYErcUBw8vEhIS9u3bZ3d29Hz44Yf8NpvWNIULFiwQB4LXb6J69OghLvbEE09YmHuAQCDAAogaCLAkkVcct2/fzsrKCrQi2Uk8LS2tsbHRooyZpaGhgd/EIps3b542bVpBQcGRI0eaffMYijNSc08//bTOL54vvfRSSkpK9+7dL1++HMZdAfADARZA1ECAJYm84igrK1u7dm0QAdbevXsd+8ugpFevXsoQSkdubq7dWQYIBgIsgKiBAEsSYcVx8eLF7OzspqamIAIsi7JkhWvXriUnJxsPsBYtWmR3lgGCwQMsI3M6AYCTRVY7GwYRVhxjx4797LPPmgOvyEiseNWfArm4uLjq6upjx45dvXpVf0AHAMeaO3cuO56Vz8ACQGSJxHbWUpFUHBRMDBkyhL1WrUj92zzhzawJbt68OWXKlLy8vMmTJ/O96NSp0+HDh9etW3fixAm7MwgQqhkzZrADOysry+68AEBIIrGdtVQkFUd+fv6ZM2fYazfcwRJRcImgCqLPihUrWIA1b948u/MCACGJ9HbWdJFUHKHclELFAzgQ74NVXV1td14AICRoZyWRWhxuu4MFEJV4gFVXV2d3XgAgJGhnJZFaHAiwAKLAwoULWYCFBzUAIh3aWYlbigMVD+BAo0aNitBnUABAgi+yxC3FgYoHcKAuXbqwAMuBM68DQEDQzkrcUhyoeAAHiomJYQHWrl277M4LAIQE7azELcWBigdwIP5E8N69e+3OCwCEBO2sxC3FgYoHcCAeYKGTO0CkQzsrcUtxoOIBHChyJ1oAAAm+yBK3FAcqHsCBEGABRA18kSVuKQ5UPIADIcACiBr4IkvcUhyoeAAHQoAFEDXwRZa4pThQ8QAOhAALIGrgiyxxS3Gg4gEcCAEWQNTAF1kSzcXhuZvd2QEAWWZmJn03O3bsaHdGACBUaGclbikOVDyAA3m93qtXrzY0NNidEQAIFdpZiVuKAxUPAABgHbSzErcUByoeAADAOmhnJW4pDlQ8AACAddDOStxSHKh4AAAA66CdlbilOFDxAAAA1kE7K3FLcaDiAQAArIN2VuKW4vAAAACAlexu6p3FRcURYt2HfuhEQQq2Z8AJKdieASekYHsGnJCC7RlwQgq2Z8AJKdiegahJIcq4qDjwFQo9Bdsz4IQUbM+AE1KwPQNOSMH2DDghBdsz4IQUbM9A1KQQZVxUHPgKhZ6C7RlwQgq2Z8AJKdieASekYHsGnJCC7RlwQgq2ZyBqUogyLioOfIVCT8H2DDghBdsz4IQUbM+AE1KwPQNOSMH2DDghBdszEDUpRBkXFQfq3glQCw6BinAC1IJDoCLACi46qvAVcgLUgkOgIpwAteAQqAiwgouOKnyFnAC14BCoCCdALTgEKgKs4KKjCl8hJ0AtOAQqwglQCw6BigAruOiowlfICVALDoGKcALUgkOgIsAKOKoAAAAATIYACwAAAMBkCLAAAAAATIYACwAAAMBkCLAAAAAATIYACwAAAMBkCLAAAAAATBbBAdbKlStb+SxfvtzI52atCyKtEqupqSkuLk5KSsrIyNi9e3dA66IWguD5J/HDo0ePFhUVJSYmpqSkzJw589atW6rroiLMoloL165dGzNmTJIPvbhy5YrquqgFE6F1ACeI1ABr+/btw4YN+x+fwsJCeqv/uVnrgkirxGpra7OzsysrK+/cuUONemlpqfF1UQuhkJp2as6rqqqoFrxe75IlSyjYUq6CijCdVAv5+flr1qxp8ikvLy8oKFCuglowEVoHcIhIDbDoWP/uu+/Ya3oxdOhQ/c+bhbNeEOuCKq0SKykp0bprhVqwlM6A1BRmxcfHK5dERZhOqoXY2FjxbWJionJJ1IKJ0DqAQ0RqgJWUlEQNBntNL+it/ufNwlcoiHVBlVaJpaWlbd26tWPHjtSWTJgw4fbt23wV1IKldAKsyspK8Q4WKsI6Ui2MHz++vLz8js/q1avprXJJ1IKJ0DqAQ0RqgCWdwviludbnZq0LIp2SnD179q+//ur1eufMmTN58uSA1lX9HIzQCrBqamr69Olz7do1v6ugIkInFd3169ezsrJY3yx6cfPmTb+roBZCgdYBHCJSA6xQrjNwjWIWnZKk0Iq9pjBL/E3EyLqohaCpBljHjh3Lyck5d+6c6iqoCNNJtVBcXFxeXs77YKn2hEMtmAitAzhEpAZY0i/i9Fb/c7PWBZFWiRUWFooBlurJCLVgBWWAdfDgwczMzLNnz2qtgoownf7dDtWbH6gFE6F1AIeI1ACLPdNx69Yt1Wc9lJ83C2e9INYFVVoltnv37jlz5nh9Zs+ePX36dL4KasFSUtNeUVGRkZFRW1ursyQqwnRSLRQUFKxevZr3wRKfIkQtWAGtAzhEpAZYZPny5aqjkmh9Lp71Al0XtGiVWHl5edu2bRMTE5999lnVTu4666IWguC5m+qHYuGjIqygWtqXLl1io5ERekFvxeX5a9SCidA6gBNEcIAFAAAA4EwIsAAAAABMhgALAAAAwGQIsAAAAABMFqkBls4stlpTcqrOw9psbFpirWQNTuOqtfrt27cnT55Me9G2bdvVq1cb330AAFAVca2D1tYxvXSki9QAS2sWW79TckoHsZFpiXWSNTKNq87q06dPF0c837lzZ9AFAgAAzZHWOmhtHdNLR4FIDbBE4iy2fqfklA5inWmJRVrJ6kzjamR1Wp4PyEkvVId4BgCA4Di/ddDaOqaXjgLREGCJs9j6ndBAOoh1piUWaSWrM42rkdXFAEtrxHMAAAiO81sHra1jcp4oEPEBljSLrd8pOaUFjExLrJOskWlcdVafOnUqH/GcXmACUQAAs0RE66Czdf3cgvNFdoClnMU20GsUrWmJpV6HWslqTeNqcHW6JHr22Wdpo3SRVFFRQRdMoZQGAAAwkdI66Gwdd7AiXQQHWKqz2PqdklM6iI1MS6yTrJFpXI3kqtk3f584Zx8AAAQngloHra1jeukoEKkBltYstn6n5JQOYp1piY0kqzONq5HVFyxYQB/SupWVlXSxJU5SBgAAQYis1kFr65heOgpEaoClM4utznSeqstrTUssUU1WZxpXI6vTF5j1oCwuLq6pqQm0EAAAQBJxrUOguYVIEakBFgAAAIBjIcACAAAAMBkCLAAAAACTIcACAAAAMBkCLAAAAACTIcACAAAAMBkCLAAAAACTIcACAAAAMBkCLAAAAACTIcACAAAAMBkCLAAAAACTIcACAAAAMBkCLAAAAACTIcACAAAAMBkCLAAAAACTIcACAAAAMBkCLAAAAACTIcACAAAAMBkCLAAAAACTIcACAAAAMBkCLAAAAACTIcACAAAAMBkCLAAAAACTIcACAAAAMBkCLAAAAACTIcACAAAAMNn/AgLoyX0NQYjuAAAAAElFTkSuQmCC)
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