Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit257-05-20020225_200700_20020226_005200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/25 |
Start Time | | 2002/02/25 20:07 |
End Time | | 2002/02/26 00:50 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 8.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 206.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit257-05-20020225_200700_20020226_005200-constBx0 |
Minimum Dst Value | | -9 |
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.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IERlYyAwOSAxMjozOToxMyBFU1QgMjAxNyL0ShcAAAHKdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNTctMDUtMjAwMjAyMjVfMjAwNzAwXzIwMDIwMjI2XzAwNTIwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTAyLTI1VDIwOjA3OjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wMi0yNlQwMDo1MDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjIuNjk0OTk5OTk5NSwgIm1heCI6NS4yMjk0MDAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19PzwQ7AAAAARnQU1BAACvyDcFiukAAEDISURBVHic7d1xdFTlmT/wkAwkEAoBU0gw0SiowQ0sYHSxiRox2lRoTZXdjRowVlxSDTa1EWKJGrso2T3oQTeVdIkVz0EbaRZz2kA5Pdlm99AaPbGN7lSiDTVguhs16hRDO0iQ/J7N89t7pjNzb+7MvPfOnft8P3/kzNzcee/73vfOvM+9973vmzQOAAAAAEolxTsDAAAAAG6DAAsAAABAMQRYAAAAAIohwAIAAABQDAEWAAAAgGIIsAAAAAAUQ4AFAAAAoBgCLAAAAADFEGABAAAAKIYACwAAAEAxBFgAAAAAiiHAAgAAAFAMARYAAACAYgiwAAAAABRDgAUAAACgGAIsAAAAAMUQYAEAAAAohgALAAAAQDEEWAAAAACKIcACAAAAUAwBFgAAAIBiCLAAAAAAFEOABQAAAKAYAiwAAAAAxRBgAQAAACiGAAsAAABAMQRYAAAAAIohwAIAAABQDAEWAAAAgGIIsAAAAAAUExpgJSUJLTgAQCys+PF85ZVXLrrooklTtmLTaAvAOkKPLb0vFb5sAAAGrPiRLC4u3r9/f1w2jd98hv1gBaH7NNJTpZ/97GerVq1KS0vLzs6+6667PvroI221QIEfDzRr1qywWzl79uzmzZszMjLmzJlTX19Pb42TDaKXK71k9ZZHmo7e+pHuJUsLpVcFkaaT0HuevPHGGzfccEN6evqCBQueffZZg0LFuIeV7xzbBB2TWommTJkyf/78ioqKoaEhg49Hkf/h4eF77rknLy9v6tSp9KmysrIDBw6EzUzQQnpx6aWXBm6CXi9evDhwBe1f/f39N99889y5c6dNm1ZYWPjjH/+Yl//xj3+kfF500UXTp0+nrd90001dXV2T5jk0M1GvEIq+nqdOnYp901GwNLCIqOIYHXLr168P/AoH+v3vf79mzZqMCfSC3hps1AYIy4wJ3TuR/kZcf/31Bw8eHB0d/eCDDzZu3Lh69WqT6ZAnn3yyrq4u7L9aWlpWrFjx7gR6sXv3bvPJGuRKL1m95ZGmo7d+LHtJeaECBVZBLOkk3J5/5513cnNz9+7d+8knnxw/fvzWW281KFSkmderVitq0FKhARa/+Pzzz//7v//7O9/5TnFxscHHI83/H/7wh/PPP5+SPXLkyJ///GdqSn/6059++ctfDpuZoIX0gkKln/zkJ9q/Xn75ZVoSGmD97ne/o6Z6x44dVO8Uu7z66qu33HIL/4u2dffdd9MKn3322YcffvjSSy9dc801xnkOm5moV4j6IwkdYJmsODo8/vZv//a2224Lm+CVV165detW34QHH3yQ3hps1AYIsIy5be/QT8m3vvWt+RPohXZWRMcBtbI5OTl0Vspv/+mf/mnevHl0enfvvffSD4222vhfnpqHbuLTTz9NT08PXN8ApXzBBRfQdybsf+nrQU0Rv6YXRUVFJpM1zpVesnrLI01Hb3295VF/CZUUKqgKYtk51mXSZDp66+stp4iqubnZZEEizbyZalW1c8jY2NhDDz103nnn0bk7xQ280OD7vmvXLopj0tLSVq5c6fV6eXlXV9fy5ctpIf2LI6HQL3tQuf74xz9Onz6dXlRXV//whz/Ulj/77LO0xDj/YXfRN77xDWoa9fbYpAHWvn37AjdBpfvxj38cmnlqobdt2xZ2E1QcKpReBgI3avAjOa6z841/PCP9SOjvdthq1TsMAtHJBoWYVJZZs2Z9/etfHxkZMVMc443SAUAJ0vq0o1RVHKEzk3POOSc0NTJjxgz6TvHrEydO0NvQLYYez4H7cNL9QOcV//iP/5iXlzdnzpw777zz5MmTvDz0Cxi6LTPt71VXXfWjH/1IyzCdAGRnZ5s5IBOR2wIsOgJKS0uHJlx77bUPP/wwL6cKvummm+h8VHtLq/1hAr1obGzUlge9CNXR0VFSUqKtlpmZSUd5QUHBU089debMmaCV6UecjlG9pOgQ145vOpWkA9dkssa50ktWb3mk6eitr7c8iuIoLFRQFcSyc6zLpMl09NbXW04/c/SNoN8v+j1dv349nfUaFCTSzJupVlU7h1C4QEkdPXr0k08+qa2t5YUG3/fy8vLBwUFqHh599FGtYaNd0d7eTr/79LN+1113aSsHbiiwpRkeHt6yZQtf4KEI4+qrr37ppZfodVtbG70+ffq0cf7D/oxQHqiRC1tGvY8E/i5Rri666KJf/epX9La7u5te05LQHy6q+rD3j8hXvvKVv/u7v/vlL3/55z//WS8b4yZ+JA12vl6akX4k9Hc7bLXqJRto6dKlv/jFL6jI1JbX1NRs2LDBfHHCbrShoYH25H9PuOGGG1RV3LhhgLV27VrKGBWBvsuUAXprsNGw+3DS/fDEE09cd9117777Ln3RKisr77//fl4e9gsYtC0z7e+hQ4cWL15MZed/0dewqakpbGFdwG0B1oUXXvjWW2/xazrVWLhwIb+mCj527Ji2Gr3VVvvtb38buFrQiyC/+c1vLrjggqDfR/q97u3tpS+edtgxOoYuvvjiI0eO6OU2OTmZf6MJvUhJSTGT7KS50kvWeHPm09Fb33i5+eIoLFRoFUS9c6zLpPl09NbXW04fpJ/IDyZUVFRUVVUZlCW6zBtUq6qdwxYtWqRdPNAYfN8pNuLXf/rTn/gSFMnNzX366affe++9wERCG6RAdB5PPxH8r/fff59KVF9fT3/pdUT513g8nsDIxvj6WdBCfvGDH/zga1/72vjEzb5//dd/DV2Bt+L3+8Nm4MSJE9QQ/vVf/3VaWhrtwLq6urDXDyb9kTTY+Xplj/Qjob/bYatVL1k9tAdycnLMF0dvo/39/fyaPqiq4igKqZgQNud8f5kPGHqhhU1hN6q9DdyHk+6H/Pz8t99+m1/TQU5b4ddhv4BB2zLZ/l5++eUvvPDC+MSNbMoA7dWw2XMBtwVY9JOh/azQC3rLr6mCAzsY0lu91YJeBKLTjvPOO++1114Lu2k6Jw46+abT3K9+9auBS4J+TM2cuwcmG/RxvVxFd6nAfDrGeyPSvRSWqkKFVoHCK1jO3/OUDn2cX1OMlZmZaVCcWPZMaLXGvnOCjvbAr7bG4PseuJr29te//nV5efk555xz0UUXaff19Fbm/GzdunXVqlXaEjoppxW0e5Qm90+grKys0MhY2+jUqVOD7nBRuSiGC1yNVsjOzn7xxRfpr3aXLSgdgytYGvpJpMjpjjvu0PrJBWXJeN+a3PmBIv1I6O920H+Nkw1EpwFUjxQu80GlxcGRFidwfa2maH0zAZZxxbF58+bdfvvt2tc26FtQWlr64IMPan2w6K3BRrW3gftw0v1AEWTgCYZ27IX9AgZty2T729HRcckll5w5c+bWW2+lE57QIriG2wIsk2dIgSdn9CJ0Nb5dHYia6gULFrz++ut6mx4aGqIftcAly5Yt++Uvf2mQWzO9T0KTnTRXUXR2iSgdvfUNlpssjtpCjYerAlV9sBJizxcXF1Ncxa/pZNQ4wIplzwRVq8Ia1FBIFNEVrMDVgt7Sb31nZycFOvw26MsetPKnn36qXbR444036IR7//7955577sDAQET511BAU19fH7RQ2+jixYtfffXVwH/19PTk5eUFrbZ9+3aPx6PdWwkNsG677bbHH3/cOCeMmuovfOELocsn/ZHU2/mhP56aKK5gmXlr5goWLXz++ec//vhjatfpb+gei/RYiuIK1riJijNGh6JxH6zxyY7nSfcDhT6Dg4OhyYb9AgZty+Q+pC/gkiVLHnjgATqwtb59ruS2AItON7V7wBSnNzQ08PLQL8kNN9zA3QvoRWhXgC9+8YuB95WeeOIJOh3Xvk6aiooKOozoEKGVabubNm3S/nXgwIEvfelLxrndtWtX2OePDJINpJcrvWT1lkeajt76Uewl6wo1rlMFUaRjXSat3vPPPvssnQ1rtwgNugNGkXm9alVYg4Eee+yxkpKS3//+94FdQMx/37U8UwNAeaYAi0JAXhj0ZQ/87EcfffTQQw+tXLmSXp88eZJahf/8z/+k1z/5yU+WL1/Od/oM8h+21Tx27BhtWnuKkIrz05/+VFvz+9//Pm3lP/7jP05M6O7uLigo+Od//meDBMfDtdO/+93vKIJ88sknac+cOnXqtdde054ivOaaa1566SUKuE+fPk153rhx41e+8pWwaRr/SOrt/KD9GchkfentQL23eskGor3x8ssv066gQ4h2Regei/RYovW1Plhf/vKXTQZYka4QhKJ5yhhfwfrud78bNpo3OJ7HTeyHnTt30n6gFOhr8l//9V9///d/z8vDfgGDtmW+fukcjBa2traG3Ruu4bby+P1++qHnpxjohXa5MvRLwg/IzJkz55vf/Gbgww78ghqJjIyM0Ou3mtHRUVq+b9++pUuXpqamUqhOx1bgFdTi4uKOjg7j3FIgT1E8D2qyZcsW7SKqQbJBpQibK71k9ZZHmo7e+lHsJesKpVcFUaSTuHt+fOKWVmZmJh3n69atM+7kHmnm9apVYQ0GomiAWpScnBwqC8UNvND8951f/OhHP6IT9LS0NAqPfvGLX/BCgy/73Llzv/a1rx09epSWr1+/nvvNMMoDB6wG+U/SaTCOHz/+jW98g8Isj8dzzjnnfP3rX3/llVe0vfHcc88VFhbOnkAvnn/++UkTTArXTlPLRylTrqZNm3b55Zdr42D9+7//Oy2n3Uj74YILLrj33ns//vjjsGka/0jq7fyg/RnIZH3plVfvrV6ygeh0i6p+6tSpFP0//fTToXss0mOJVviHf/gH2jm0i773ve9Rygb5j6jiDFDcXFZWxscGhXd8ZAYJPZ4D/zvpfvj8889peX5+Pn21KdbXfkLDfgGDtmW+fulovOiii8bGxsLuDddwW3kAACB27mvtrPPmm29SqBrvXETvzJkzFOvbucWvfvWrL774op1bjAt8hQAAIBgCrEnV1tYODw8fO3bsuuuu+/a3vx3v7ESvt7dXe1rQap9//vkPfvCDJUuWaCM1uBi+QhAfoTeSHPiDnhCZjJQrCwXK4aiY1M6dO3NycubNm3f33Xcn9FgDM2fOfOaZZ+zZFh1XeXl5FNLZs7n4wlcIAAAAQDEEWAAAAACKIcACAAAAUAwBFgAAAIBiCLAAAAAAFEOABQAAAKCYlAAr7KPpAAAAYLN4RwQ2EVNOMTUKAADgWHKaYzHlFFOjAAAAjiWnOXZzOWVekwQAAHAsOc2xmHKKqVEAAADHktMciymnmBoFAABwLDnNsZhyiqlRAAAAx5LTHIspp5gaBQAAcCw5zbGYcoqpUXA3n8/3ne9858CBA/HOCABANOQ0x2LKKaZGwd2WL1/OT8V6vd545wUAIGJymmMx5RRTo+BiXV1d2rAjTz31VLyzAwAQMTnNsZvLiXGwwE3GxsYKCgroSL7kkkvob2Zm5tDQULwzBQAQGTnNsZhyiqlRcKuWlhY6jBctWuT3+9esWUOvS0tL450pAIDIyGmOxZRTTI2CK/l8voyMDDqMOzo66O3w8HBmZia93blzZ7yzBgAQATnNsVPKaeZ23tmzZzdv3kzNzJw5c+rr6+ltROkryilAHNTU1ARdsurs7KQlaWlpfX19ccwYAEBE5DTHTimnmT3e0tKyYsWKdyfQi927d6tNH8CZvF6vZ0LQk4PV1dV0YC9btszv98crbwAAEZHTHDulnGb2+JVXXnnw4EF+TS+KiorUpg/gTKWlpXQA19TUBC0fHR3Nz8+nf9XW1sYlYwAAkZLTHDulnPxU1IwZMwoKCp566qkzZ86ErjNr1qyRkRF+/eGHH2ZkZESUvpqMAtiro6ODjl462n0+X+h/e3t7PR4PrdDV1WV/3gAAIiWnOXZWOU+dOkUNRlFRUdgz8uTk5NOnT/NrepGSkhK0QpIhy3MPoJrf71+0aBEdvS0tLXrrNDU10Qo5OTna6QcAgGPJaY6dWM7jx4+HvTqFK1ggDQdPBQUFY2NjeuvQv4qLi2m1tWvX2pk3AIAoyGmOnVjOoaGh+fPnhy5HHyxIdHSGMDAwYHLl4eHhmTNnmrn9Nzg4yIM4tLa2xpxHAAALyWmOnVLOiooKr9f72WefHTlypLS0dNOmTdq/tMrYtWsXniKExEVnDmlpaXQovvDCC2bWr6qqMn9dau/evbQyBWQUbMWUSwAAK8lpjp1Szn379i1dujQ1NXXhwoVbt24NfOxcq4yzZ88+8MADGRO2bNmCcbAgsXR3d3N3QAqzduzYYTy2Qk9PD69p/ooXnaXQR1auXGlwPxEAIL7kNMdiyimmRsGxKFRKTk7WnrrIy8vbs2eP3soUJ9E6DQ0N5tP3+Xw5OTn0qcbGRhX5BQBQT05zLKacYmoUHGvDhg10HFZVVR06dGjZsmUcZtGL0C5WfL8vKytrdHQ0ok10d3fzkKQ9PT3qMg4AoIyc5lhMOcXUKITl9Xrje+NseHg4LS2NQh++5UeZ2bNnD19w4jlwtBlvKKii0IoWUpgVxYbq6uros+np6a+99prKAgAAqCCnOXZzOTEOFrBvfvObdACsWLEijnmora2lPFRUVAQu9Pv9TU1N/AAgX9waHBxsaGjgrlTRbejtt9/m1C677DIVGQcAUElOcyymnGJqFELNnz+fDgCPxxOvoTj58hXlIezEzD6fj8IvXmHq1KlTpkyhF1Hf4xsbG1uwYAGPnhVbrgEA1JPTHIspp5gahSBDQ0MpKSl8Uae4uDjSXk1KNDY20tbLy8sN1hkYGKisrOR8pqenx7I5KjIP2YDHCQHAaeQ0x2LKKaZGIQjfmyspKeGOTfbHWD6fj28C9vb2TrryfffdR4HRtm3bYtwoTwKNru4A4DRymmMx5RRToxBIC276+vr6+/vjEmPx5SuK8GzbIqmurqaNNjU12blRAIBJyWmOxZRTTI1CIJ7Lr7S0lN/aH2P5/X7eYnd3tw2b07S1tQUWHADAIeQ0x2LKaaJGw3ZYGR4e9nq91Dpu3779mmuueeyxxyzIHVhCC24OHTqkLbQ5xtq5cydvy+oNBfH5fDwQvPF48UKMjIzYHOACgB4EWG5DNTo0NBS6XIuflixZ4vF4Vq9eXVVVRef9y5Yt08YoCjJ79uzy8nJqOMM+EQbOsWfPHh7JM2i5bTGWFuF1dHRYtxU9PJYpAguqhczMTNoV9fX18c4LACDAcoWgwCg5Ofmuu+6aNH4KQj/N+fn5JSUly5cvp7fTpk0L/G9GRgaCLcfijt5hh+u0J8ZqbW0NG+HZg3v3Y9ocOonix0jpJCreeQEABFiuM2n8RK1gdnb23XffvWfPnkOHDvX29g4ODgYlMjAwQGfD9Hvd1tZWXV3N7XdgsEWJ3HTTTUePHo1HEeEvdHR0UKVQGK03VIHVMRZtd9GiRfG6fDX+f3vA5s71DuTz+fi8KDU1lb688c4OgHQIsNwmaWIQ7e9973sG8VMU9IItatVaW1vjMuQSMKoCqoidO3carGNpjMU3KCnGitdgVOiGxXbs2KF9MWtra+OdHQDpEGC5jQ012t3dzT/i2m1Eatsoquvs7MR4jzbr6enha4qThk1ajPWlL31J7TjvBQUFlCyFWQrTjNTKlSuT/rKPv0B8HZHCLJ4Gm+eCBIB4QYDlNvbUKP129/X1UaNOzWppaWngjUg6dTYzziQoUV5enmS6UzPFWNwJeurUqW+++aaSDPDtuThevmK0B8zvB1ei4FK7U1xVVZU0MeFjvDMFIBoCLLeJS40ODQ01NTXxlQyWm5t7xRVXPPPMM/GaFE8CCnM9Hk9aWpr5Djc8Fij3g1YSEvETfMY3KG3A4UXU80a7AIfaPOAqHxiEQup45wtALgRYbhPfGu3r66utreVbURp6u2bNmrq6ura2Nq/Xi9uIqvAg5hs2bDD/EZ/Pd+ONN06fPp0+uHbt2hgzwGEN1W/cOz+Njo5ySCGzOyCd4QSF2vxkpfGkkABgKQRYbhD0wGC8s/O/j5UVFhZSTr74xS/OnDkzKHvUDPBDiHl5eatXr0a8FR1qSmlP0v6M4ipFb28v10uMXaHN9K+3jeRuWHyHtKKiQluiHR4YVwUgXpzQHNtDTDmdUaMUNmm/7AMDAx0dHY2NjXQ+zf1wA1FLjxG2osA3+6K+RHH48GGPx0MpRD3dMj/rYKZ/vT0aGhooP3V1dfHOiN3ou8bXjKlOA5dz1IVJhADixSHNsQ3ElNPxNUrtcU9Pz7e//e0ZM2bwvSoNhjM1ye/389TOQW1qRNrb2znGam5ujuLjZWVlSU4a3pMDvngNdhpHPBtjQUFB0HJt/m+McQ8QF85vjlURU85Eq1GD4UyLi4srKiownGkonvgv9j7dLS0tlA6FWRRsRfRBioC5jqgVjzEPqlDQyTfFnJMle9DXhEpNVRn6L77MiSFYAeIi4ZrjqIkpZyLXaNhgi5p/WoJBfTRqR05vamrinWz+OgdlgDs8Oe1+HPcJi9eA8nHh9Xr5PnvYG7W0MI5zRAIIl9DNcUTElNMtNfrmm29OnTo18JpWeXl5LHfEXINvCVGMpSpBfuKMGumenh4z61dWVnKNOO3iIl+wETWIeU1NDRWZ/uqtwBc7Bd45BYg71zTHkxJTThfVaH9/P515v/3229XV1Xz3h++L0ULJzx7y0FNhbwlFraKiImliwAWDZxJHRkaotebnQ5Mm5hR32oR33A0rtDeSW42OjvLToF6vV28dv9/P071TXG5n3gDATc2xMTHldGmNUlve2NjIA5Hz9Zvm5ua4D79kP44hlA89RQHrmjVrkiaGAg8Km2hD1DbTf7lHPJk9e3ZRUdHBgwcVZkAJKgUHHE6L/CxCXwEzXaziPlkkgExubY5DubmcQQMfxDs7FqLGnhoVbayHuXPnrlq1StRDUvzsXtRjKxgYHR3l7tL5+fk8/j7t2A0bNmgjmVGAVV5e3t7e7uS4lveP2qs1r7zyysaNGx0YtPHcCZM+oKB12ovvfJEA0ri7OQ4kppwCapQajI6ODu5nzW655RYJYdadd96ZNDHHtkUPylGy/HjBvHnzAofjp11NcW1CzHrEffarq6tVJdja2pqcnExpLl26VFWaShw+fJivZZq5LsX99nJycpwcHAO4jITmmIkpp5gaHf+/p8amTJnCcQCd0FMc4JBxL5Xj58XIpZdeat1WhoeHOZ4geXl5DQ0NifX8Zk9PD1+Eiz2p/v5+PsAYhTKxp6kQd5ujCjK5vkNmjQSQQ05zLKacYmp0fOKOYUdHx1tvvdXY2KhdcZk5c2ZNTY1Bt98E9frrr3MBn3vuOUs3RHFVUsJOY6ekGxYlsm3bNn6uIjMzk6+KpaamOufyD5WO514cGhoy+RH6pnCYKG2cMIB4kdMcO6ucIyMjubm5ens/lj5Vcmo0CDWK7e3tgZcc6DUtcU3HXop4qFD33nuv1RsaHR1N6Put3Fs/6v5GPT093LeJVFVVcTjCl3+cs1s45ot0um7+dtx///0W5QoAAslpjp1Vznvuuefxxx83CLCiTllOjerxer01NTVa1+z09HRqV44dOxbvfMWEO9xkZGQ4sKu10/DITxQbRfpBiizpyOGHJRctWhQYTvG8fvRXZUajRecMPPJCpDNb8yOopLCw0KK8AYBGTnPsoHIeOXJk4cKFfr8fAZZ1qLFsbm5esGABtyhTp05N6OHg+dqDcyb+czKexicvL8/k+v0TOjs7OWqhAIsCqaC7gRTKOCcu4Zt90fUzO+ecc7iMuFEIYDU5zbGDynnjjTe+8MIL4/p7n3t+zJgxo6Cg4Kmnnjpz5oz5xOXUqBmHDx9OmaDdN0zE4eD5woOjJv5zOJ7keHBwcNI1uVO8ZuXKlWEnGnfURIc8FEV03dW///3v02ezs7OV5woAgshpjp1Szp///OdXXHHF2bNnxyfb+6dOnert7S0qKgqd+iPJkIW5T0DDw8MjIyMDAwOJOxw8D57e1NQU74wkDO6vZqYbFk93TejYoJDF4JAoLS1NcsB46HQkc26jC/WogPw4CP22KM8bAASS0xw7pZxLlizRrqCY2fvHjx+n03Hz6cup0SiEHQ5+dHTUYH6YuNMe/nLOI2zOx0OcV1ZWGq9Gx8Mll1ySNDHu19tvv228svIRtqJTV1dH2diwYUPUKfDUk6JmbASICznNsVPKGekFp6Ghofnz50eUfmwZdL+g4eD5BuJ9990X73yFh+GLokARc9JkI1dRdMWjqtJfM48O9Pb2RtS1ywp06PLdz1iuP3EfNTrNSJQruAAJSk5z7MRyBu197W1FRYXX6/3ss8+OHDlSWlq6adOmqNMEPaHDwZeUlLS2tjpqnFJtFjlcvooU3wjTuzYZaXTFOLiJ46MSfDzQQRtjOjwORWdnp5JcAUBYcppjJ5ZTL8Dat2/f0qVLU1NTFy5cuHXr1ogaVzk1qsq2bdsogqG9rfXFoQCX2p64n99jCrlY8EDnLS0tof+KLroyTtMe3Bsv9uOBb3dScZTkCgDCktMciymnmBpVa3R0lNot7sjMMjMza2tr49gXWLt8FfdQLxFx7/XQGCLq6Gp8Yl7CpMiH91Tl1Vdfpa3PmjUr9suZQ0NDfC7hqOu1AC4jpzkWU04xNWoRanvo/F4by5vk5ubOmTPn5ptvtjMb1IjyTa729nY7t+saYbthxRJdkcHBwaSJ8TLUZTMC3BtP1QOAfC5BIWPsSQFAWHKaYzHlFFOjVuvr66utrdWmOEyamGV527Zt9nTB4eHIqU21YVtuxZMqauNaxRhdMb5p29PToy6bpnR1dWnHoZJ5Nvn6aElJSexJAUBYcppjN5czoscSISJjY2OPPfbYzJkzp06dqu1hinssjbRGR0c5sOvo6LBoExJUVVVpD2Aqia5IdXU1JUK1ry6bk6ODkC+pUolUxXZ0jPGwcOani4ZYjIyM4F6/NHKaYzHlFFOjNvP7/RTuVFZWarMcWhdpNTY24upC7PgiTXl5uaroirS3t9tfNdyfTPnDpHQw2x8sykQ/HSkpKXPnzj148GBfX5+ZOQbABeQ0x2LKKaZG4yVspDVv3rzLL7/86NGjsafv8/l4OIDAyYYhClqXKVXR1fhE7Xg8Hju7h2vHg/LLmTzBYnRzGkJEli9fnhSCqjUvL4+CdToHWL9+PQXQs2fPTriJvMCAnOZYTDnF1GjcaZHW9OnT+ReTXuzYsSPGywwNDQ24fKXKeeedx1WjJLpiPHYaRSdKUptUTU0Nba60tFR5ypg2xx60n+fOncudOOl7XVBQwNOKh1VUVBTv/IIycppjMeUUU6POcezYsfT09OTkZP6JpLPSqEcqoiCAe8aEnXIYIsV90j0ej8KeRhwB19XVqUrQgNfr9UxQ0rE9FKbNsQE/oECHYtByniO1u7u7vb29tbV14cKFtNrFF18cl0yCFeQ0x2LKKaZGHcXv99PP5aFDh7Rn6ekF/bBGmg43eOXl5VZkUiCe9XnevHkK+xdTi0hpFhQUqErQAA+mUFNTY1H6mDbHBhs2bKCdTHG58WpUBTxNahynCgC15DTHYsoppkadiX4l9+zZo90CoAbS/LWowcHBtLQ0j8eDy1eq+Hy+lpYWtZN5UzDN3e9U3XPUw/N8Z2RkUCms24ozp82hfbt9+/a/+Zu/qauro4iWapBOYOKdqWhoYZOZL7XJUAwShZzm2M3lDLqLH+/swP+2wU1NTdw3OWni6fo333yT2kvjntE8rAD9tS2fEJ2ysjKqqb1791q3CTqE+P6m1TPzOGHaHCosxR90ZlJbW0vnJByRhJWXl1dYWEj7n74m9913H0WHa9eudfJMnXr3B2NfGZxPTnMsppxiatT5fD4fNRjcp4p7aF144YWNOqi1mDJlCq2GGwTOx8PAWhoKc9xDAYTVN+/iMm0OhUQUJ82ePfv666+nMno8nqBAik5OFixYQC9ycnJKSkoo5tBOV0I9/fTTtuU8UhFdlIrochc4n5zmWEw5xdRooqCAiQccMgnPaTuf1+vltt+i9IeHh/kuZBTd+KJg87Q5nZ2dRUVFQYc9X4uisJL+qz2REHSyQfHH4OBgT08PrbNnz57q6mqOzNLT0505IXoUARP3wsRdQneQ0xyLKaeYGk0sL7/88g033HDffffpXcG67bbbpk6dOn/+fEs73IAqPMCB2t5dGr5ZbNus0vZMmzMyMrJjxw6ev4jwwJuPPPJIb29v1Pf4KE3eV3xB0WlzV0dxy4/OryyN3cFOcppjMeUUU6PuQ62Fk3uTQCC+Ksnz8KjV09PD9+xsu1ls9bQ5FEJR9MObSJroR0WRlsJO6xQg8gW/goICi8aziE50ndb5ERlcyXYBOc2xmHKKqVGAOOKrPmvWrFGeMg9kavNNIuXT5lDQRmcLtJcKCwu1+4C0uyx6XJHiKn4ckiIth9wujLpDFQYncw05zbGYcoqpUYA4Gh4e5uZcbSf0vXv3UrJZWVk23+1SO23Oiy++6PF4UlJSOK6iOKOurs7qCfhojznqdmHUjwTy4GS4S+gCcppjMeUUU6MA8cVTHCq8lUMxAXftsnQAiLAUTptDoaf2xN9f/dVf7dmzx84b3865XRjLoFY8Qoc9jziAdeQ0x24uZ9DzOPHODoAIfCunsbFRVYL33HMPJbhy5UpVCUZEyZ0piq447qQoJ14jujnhdmGMAy7wdEwUoinPGNhJTnMsppxiahQgvjo7OxXGQzfffDOfIPX09ChJMFKxT5ujRVcKp9aOTuDtwksvvfStt96yOQMxDhmKKYzcQU5zLKacYmoUIL6oFeeZmGPv7kPtKD9kN336dCV5i04s0+Y4J7rS/Mu//AvHWJdcconNm4590hue1RR3CROanOZYTDnF1ChA3JWUlNA3rqOjI8Z0ampqOLp68cUXlWQsOlFPm+PA6Gp8ImydN29e0sQ8CrH3LYtou7EPyL5t2zZKobKyUmHGwGZymmMx5RRTowBx19jYSN84Co9iSYSfHPR4PHYGAWFFN22OM6MrRgXhESjs7NmmZErBgYEB7kaGsfESl5zmWEw5xdQoQNzxoKCxjG7Q19fHT73ZNlONsUinzXFydMUoxuKhO62eNlsT+/1BxncJY78+CvEipzkWU04xNQoQd2NjYxweRTfIk8/n4wfy4/XAXaiIps1xfnTF2tvbkyYmkFY4fLwehRM285ziuEuYuOQ0x2LKKaZGAZygvLycvnTRDQdQVlZGny0sLHTObaCjR48mJydTrnbv3m0cjiRKdMV4V9sQyCq5P8iiu2MLziGnOXZzOTEOFkC8tLS0RNcxnPtvZWZmWj3EeUS4Q5gmKytrzZo1dXV1bW1tXq9XGzXg2LFjCRRdjU90aeLnNK2e40/V/UFWXFycFI+BZ0EJOc2xmHKKqVEAJ+jv7+dAJKJP8dQ0Ho/Hac/h+3w+atSzs7Mvu+wyvvsZiGKUZcuWLVq0aMqUKQkUXTF+Lq+goMC6waUU3h9kfJewvLxcSWpgMznNsfpy+v1+Ok1ZuHAh/ejQ34cffvjUqVPKtxIpOTUK4BDnnXdeRH2oBwYGeDIZhZMrW4Sy2tHR0djYSG08dxcLDLYSKLoan/jF5iI0NTVZtAmF9wfZyMgIReG4S5ig5DTH6su5adOmVatWeb1e+t7S32uvvfZb3/qW8q1ESk6NAjjEkiVLOOagKGTSO1DUUvLTYYl4WYIy39PTU1FRcf7558d3yK7ocAA0c+ZMi27Lqr0/yCJ9rhOcQ05zrL6c8+fPHxoa0t7Sa1pi8rN0XpKbm6u398+ePbt582Y6x50zZ059fT29NZ8rOTUK4BA8i5+moKCgpaVF75IDD8uUn5+PaxJxQdGhRdGt8vuDjEIrSpPCLIVpgj3kNMfOCrDuueeexx9/XG/v06/zihUr3p1AL3bv3m0+V3JqFMAhqGXt6Ojo7u5uaGjIysriMItOkGpqavr7+wPXbG5u5isoXq83XrkVjn6o+f5sdDMCGVB+f5DxXUJiwxgToJac5tiSW4R0VvHWW2/5/X76S69N3iI8cuTIwoUL6VN6e//KK688ePAgv6YXRUVF5nMlp0YBHIiCrba2Nn74i9EvQ3t7O7XrdKZEzSQtobfxzqZo3HM8Ly9P7egYVtwfZDwUCO4SJhw5zbElndy3bt164YUXpqWl0d+HHnrIZCf3G2+88YUXXhjX3/uzZs3STlY+/PBDOt8ynys5NQrgZF6vt7q6OvRBvLq6unhnTToKgrkbnMJgyKL7g4zHzqCoXXnKYCk5zbFTyvnzn//8iiuu4G5Vens/OTn59OnT/JpepKSkBK2QZMjS/AOAeT6fr7m5OS8vj7+bdCZm3RgBYB7PceTxeILu4UbNovuDbHR0lAfxCuyUAs4npzl2SjmXLFmiPWeEK1gAQjz44IPl5eVHjx6Nd0bg/+M7eqo6j1t3f5DxXcKdO3dalD5YQU5zrL6cXq+3qKho+vTpEV09MnPBCX2wAAAs5fP5+KZe7OOkW3p/kHV0dOAuYcKR0xyrL+fKlSsfffTRP/3pT1GnELT3tbe7du3CU4QAAJbiERBSUlLWr18fSzoPPvggpbNgwQJVGQvl9/v5ZP6HP/yhdVux08DAAMW48c6FteQ0x+rLmZaWdvLkyVhS0Auwzp49+8ADD2RM2LJlC8bBAgCwwty5c/lOQiyNPT8can6Ynuicc845tJXU1FRLt2KPF154gccrcffYE3KaY/XlPP/88x01SyuTU6MAADHavXt3cnJyUiQzHQXhsc3I/fffrzZvQXiIVNLd3W3phmywePFiLktvb2+882IhOc2x+nI+88wz5eXlTpuNS06NAgDErq2tLWliasUoelD19/fzSBzPPfecBVkLtnnz5qSJEbwSehoAfoSTXHzxxfHOi7XkNMdqymk8PkK89qYT8gAAkKCqq6t5kIWIApexsbGVK1fSB6uqqqzLW9gt1tTU2LNFK2jD8Ho8noSOFCclpzkWU04xNQoAoITf7+ehRysqKsx/atu2bfSRnJwcOztr9/f385hYCXqjkB+HzMrK4h3u7lkN5DTH6ss5ZcoU5WnGTk6NAgCoMjAwwDf7THbG6uvr477t9gc6O3bsSNAbhWNjY4sWLeKdzOHphg0b4p0pC8lpjtWX89xzz/2f//kf5cnGSE6NAgAoZL4zlt/vLygoiNetusS9UcgPBFCMRUXo7e3l63/xzpSF5DTH6sv55JNP3nzzzceOHYtoGAWryalRAAC1THbGqquro9Xy8/PVThdtXiLeKPT5fFlZWZTnjo4OXsJvvV5vfDNmHTnNsfpyOqeTe1Cu4p0FAICEZKYzFsU0ngk9PT125i1Iwt0obGhooAyXlJRoS6qqqmhJU1NTHHNlKTnNsZhyiqlRAADljDtjUTTDU3c3Njban7dAiXWjcHh4mC+5BUalfE82MORyGTnNsZhyiqlRAAArGHTG4kmdly1bRvFNXPIWKIFuFPLFqqDrgj6fj68FJspFuEjJaY7dXE6n3aYEAEhoYTtjdXZ2cuBFkU0c8xYoIW4U8hOXZGBgIOhfPCaWWwdrkNMciymnmBoFALBIaGeskZER7pRNMU188xYoIW4UlpWVUQ5ra2tD/+XuwRrkNMdiyimmRgEArBPUGWvt2rXO7DDk8BuFXV1dlLeMjIyww7G6e7AGOc2xmHKKqVEAAEtxZ6zU1NRNmzbRC4q3BgcH452pMEzeKBwbG6MS1dfX2zn0PF8INHhU0MWDNchpjsWUU0yNAgBY7dZbb9W6t+7Zsyfe2QnP+EYhBYUtLS1r167NyMjgghQUFNiTMdpjfIHKYMAwFw/WIKc5FlNOMTUKAGC1/fv32xyUREe7UcjDeI6OjtKL6upqnppGk5ycTH9TUlJsuBRHQRWFVpMGpi4erEFOcyymnGJqFADAamNjY/fff/911133hz/8Id55mcS9995Lv/9Tpky57LLLeJ5ElpGRsXbt2paWFgqqvF5vUVERLaysrLQ6P01NTTykhfFqLh6sQU5zLKacYmoUAAA0zzzzjBZUUbxSXFzc2NjY09MTNGQXhVl8rWvSKRdjMTIywncku7q6Jl3ZrYM1yGmO3VxOjIMFACCcz+e79957y8rK/u3f/s34alB9fb3Vd+Vqa2tpE5QZMyu7dbAGOc2xmHKKqVEAAIgChWJ8eamzs9OK9Pfv35+cnJySkmLyIplbB2uQ0xyLKaeYGgUAgOjs3LmTe+5bMefPF77wBUo8MzPT/EdcOViDnOZYTDnF1CgAAESH4ip+wLC1tVVtyn6/PyUlJdJbkK4crEFOcyymnGJqFAAAosbjI2RlZRkMUhUFHvtq8eLFEV0bc+VgDXKaYzHlFFOjAAAQCx6etLGxUWGaFCRFcWHMlYM1yGmOxZRTTI0CAEAsuru7eQqg4eFhJQkODg5SgmlpaVHESe4brEFOcyymnGJqFAAAYlReXk6tRnV1tZLUGhsbox7F1H2DNchpjt1cToyDBQAAURgYGOB7c/39/bGnxnPjdHd3R/FZ9w3WIKc5FlNOMTUKAACxq66upoajvLw8xnS6uroonby8vKhTcNlgDXKaYzHlFFOjAAAQu+Hh4ZkzZ0Z95UlTWVkZY5d5lw3WIKc5dko5Dxw4cPXVV6empmZnZ99xxx3vv/9+6Dqx3PKTU6MAAKAE950qLCyMOgWfz8dTHA4NDUWdiMsGa5DTHDulnNdee+3+/fvpWPz0008fffTRVatWha4TS63IqVEAAFDC7/fz7TkKcaJLoaWlhT5eWloaSzZcNliDnObYieWkY2jGjBmhyxFgAQCAnVpbW6n5WLRoUXTjjvKQWnv37o0xG24arEFOc+y4cp48eXL79u2rV68O/RfP4kSxV0FBwVNPPXXmzBnzycqpUQAAUGVsbIxaHGpBdu7cGeln+/v76YMZGRmxDwrvpsEa5DTHziond66aN2/ewMCA3jqnTp3q7e0tKiqqra0N+3E9FucdAABcqLOzk1qQ9PT0X//61xF9sK6uTtVgWm4arEFOc+y4cp44ceKRRx656qqrjFc7fvw4nRaYT1ZOjQIAgFrnnnsuNSJTp0413wtqbGyM+2/19PQoyYNrBmuQ0xw7sZwUY9G5gvE6Q0ND8+fPN5+mnBoFAAC1br31Vr4T0tDQYPIjfN0rPz9fVR5cM1iDnObYKeVct27dkSNHTp8+/d5779XU1AT2wdIqo6KigoL3zz77jNYsLS3dtGmT+fTl1CgAAKjl8/l43FGPx3Po0CEzH1m7di2tv2PHDlV5cM1gDXKaY6eUc9++fUuXLp02bVpubu7GjRs//vhj7V9aZfA6qampCxcu3Lp1a0TdBuXUKAAAWIGHxcrIyDDoJcxGRkZ4YAVV00WPu2KwBsr5/fffL6c5FlNOMTUKAAAWWbNmDbUmBQUFxlHOzp07aTVaWe3WE32whubmZlHPnIkpp5gaBQAAi1BclZ+fTw3K2rVrDVZbtmyZFZFQog/WUFNTgwDLheTUKAAAWKe/v5/nKKRwJ+wKPKRCZmbm2NiY2k0n9GANXq+XZw2S0xy7uZwYBwsAAJTjJwT1OrzzdZrQkRqV4Bjl+eeftyJx61CsyVf1+FmBeGfHJmLKKaZGAQDAanod3v1+f2ZmJv2rr69P+UYpTb5ecNlllylP3FI85uqiRYtGR0flNMdiyimmRgEAwAZhO7y3t7fTwsLCQos2evnllydcgNXd3c3PP/KYq3KaYzHlFFOjAABgg7Ad3svKymhJc3OzRRv1+XyUflpaWuzzG9qDMpyXl0d5bmxs5CVymmMx5RRTowAAYI+gDu9DQ0Mej4ein5GREes2unLlStqiyfFO466yspJyS3nWuvzLaY7FlFNMjQIAgG0CO7w3NTVNOoJD7BoaGmgrdXV1lm4ldhRlPvPMM5RVikEDe6rJaY7FlFNMjQIAgJ24w/vs2bNzcnJsuLbU3d2tdpZDKwwNDU2bNo275Le0tAT+S05zLKacYmoUAABstmrVKg4mrBj+Kgilz/clKYixdEPR6evra2hoOPfcc3mHLF68OGgFOc2xm8uJcbAAAMAGL7/8Mjc0FGnZsDl+gHHPnj02bMskjqsWLVqktbnp6enLly8/evRo0JpymmMx5RRTowAAYL8HH3zwuuuus7R7u6alpYUatYqKChu2ZSw0rsrMzNywYUNXV5felTw5zbGYcoqpUQAAcLeBgQEOZeKVgV/96lfnn3/+3LlzzcdVGjnNsZhyiqlRAABwPR5ciofutF9ubi7HVXPmzDEZV2nkNMdiyimmRgEAwPV4Uj+9CactRVEdR1f5+flR9OiX0xyLKaeYGgUAANfjOXlKSkrs33RxcTFt+rvf/W50H5fTHIspp5gaBQAA1xsdHeUJ/gJnQrRBR0cHtadZWVk+ny+6FOQ0x24uJ4ZpAAAAt+IrSZ2dnbZtcWxsjB8YDBo7NCJymmMx5RRTowAAIAGPIF9dXW3bFpubm2mLFGPFMpiqnOZYTDnF1CgAAEjAnc0p3LFncz6fLysri7bY0dERSzpymmMx5RRTowAAIMHY2FhGRga1boODgzZsjieZjr1bvZzmWEw5xdQoAAAIUVFREWOPKJOGh4fT0tKUjLwlpzkWU04xNQoAAEK0trZS67Z27VqrN1RVVaVqch45zbGYcoqpUQAAEGJwcJBat5kzZ8bS63xSfX19PCTEwMBA7KnJaY7FlFNMjQIAgBz5+fnUwB0+fNi6TZSVldEmamtrlaQmpzl2czkxDhYAALhbTU0NNXCNjY0Wpd/V1UXpZ2RkRD2yaBA5zbGYcoqpUQAAkOPQoUPUwK1cudKi9JctW0bpNzU1qUpQTnMsppxiahQAAOQYHR1NS0vzeDyqrjAF2rNnD7WeOTk5fr9fVZpymmMx5RRTowAAIEpJSQm1cW1tbWqTpaCKQitKmcIshcnKaY6dUs4DBw5cffXVqamp2dnZd9xxx/vvvx+6ztmzZzdv3pyRkTFnzpz6+np6az59OTUKAACiNDU1URu3YcMGK5JdtmyZ2mTlNMdOKee11167f/9+n8/36aefPvroo6tWrQpdp6WlZcWKFe9OoBe7d+82n76cGgUAAFF6e3upjcvLy1OY5sjICA8T39XVpTDZcUnNsRPLOTo6OmPGjNDlV1555cGDB/k1vSgqKjKfppwaBQAAaXiWwP7+flUJ1tbWUoJlZWWqEtTIaY4dV86TJ09u37599erVof+aNWsWxdT8+sMPP6Tg2nyycmoUAACkqayspGauublZSWr33HPPlClTUlJS+vr6lCQYSE5z7Kxy8oBV8+bNCztcbHJy8unTp/k1vaC6D/txPZbnHgAAIB74cb81a9bEntTY2Bg3mllZWbGnFkpOc+y4cp44ceKRRx656qqrQv+FK1gAAAChhoeHec6c2MdT2LZtGyWVnJy8a9cuJXkLIqc5dmI5KcZKT08PXY4+WAAAAGEVFBRQS9fd3R1LIocPH+ZpB5X3bdfIaY6dUs5169YdOXLk9OnT7733Xk1NTWAfLK0yKJrGU4QAAACh6uvrqaWjv1Gn4PP5eOCrWBKZlJzm2Cnl3Ldv39KlS6dNm5abm7tx48aPP/5Y+5dWGWfPnn3ggQcyJmzZsgXjYAEAADCeNLCwsDDqFMrLyymF4uLisbExhRkLIqc5FlNOMTUKAAAC+f3+tLQ0auy0zsoRaW5u5kmdBwcHVWftL8hpjsWUU0yNAgCATGVlZdTY7d27N9IP9vX1cXDW0dFhRcYCyWmOxZRTTI0CAIBMO3bsoMauqqoqok+Njo7m5+fTB6urqy3KWCA5zbGby4lxsAAAQA6v1xvF+FUUkPGcg7EP8WCGnOZYTDnF1CgAAIjFc+a0tLSYXL+trY0H0KLgzNKMaeQ0x2LKKaZGAQBALA6wyC233HL48GHjlQcGBii0opVbW1vtyd64pOZYTDnF1CgAAIh1++23U3s3ZcoUDrMKCgpaWlpGR0dD1xwbGyssLKR1Kioq7MyhnOZYTDnF1CgAAEjW29t79OjRhoYG7WpWRkZGTU1Nf39/4Gq1tbX0r7y8vLDhl3XkNMdiyimmRgEAAMYnrlG1tbUVFxdrD3uVlpa2t7f/9re/ff755+mtx+OhaMzmXMlpjsWUU0yNAgAABPJ6vdXV1dzdKtCOHTvsz4yc5tjN5cQwDQAAAMzn8zU3N2dnZ3ObuHz58rhkQ05zLKacYmoUAABAj9/v37hx47p16yjeiksG5DTHYsoppkYBAAAcS05zLKacYmoUAADAseQ0x2LKKaZGAQAAHEtOcyymnGJqFAAAwLHkNMdiyimmRgEAABxLTnMsppxiahQAAMCx5DTHbi4nxsECAABwFDnNsZhyAgAAgAPEOyKwiZRyRs2eQwFbkbwV2zaErWAr7tiKbRvCVpy5lUSBfTEJNx2U2Iozt2LbhrAVbMUdW7FtQ9iKM7eSKLAvJuGmgxJbceZWbNsQtoKtuGMrtm0IW3HmVhIF9sUk3HRQYivO3IptG8JWsBV3bMW2DWErztxKosC+AMXwBXMsVI0zoV4cC1UDscDRA4rhJ8mxUDXOhHpxLFQNxAJHDyiGnyTHQtU4E+rFsVA1EAscPaAYfpIcC1XjTKgXx0LVQCxw9IBi+ElyLFSNM6FeHAtVA7HA0QMAAACgGAIsAAAAAMUQYAEAAAAohgALAAAAQDEEWAAAAACKIcACAAAAUAwBFgAAAIBiCLDAyM9+9rNVq1alpaVlZ2ffddddH330kfavpP+j99mzZ89u3rw5IyNjzpw59fX19NZ4OUREr2oMqkyDqrGO3v4/cODA1VdfnZqaSsvvuOOO999/P/SzqBdLxbJ7UTUQBQRYYOT6668/ePDg6OjoBx98sHHjxtWrVwetYBBgtbS0rFix4t0J9GL37t3GyyEielUzaZWNo2qspLf/r7322v379/t8vk8//fTRRx+lICz0s6gXS8Wye1E1EAUEWGAWNQzp6elBC0MDLG3JlVdeSS0Nv6YXRUVFxsshamGrJnQ5qsZmevVC4deMGTO0t6gXe0Sxe1E1EAsEWGBWR0dHSUlJ0EKDAGvWrFkjIyP8+sMPP8zIyDBeDlELWzWhy1E1NgtbLydPnty+fXvglUXUiz2i2L2oGogFAiww5Te/+c0FF1zwzjvvBC03uEWYnJx8+vRpfk0vUlJSjJdDdPSqRm/5OKrGFmH3P3dbnDdv3sDAQOhHUC+WimX3omogCgiwYHLd3d3nnXfea6+9FvovgwAL53w20KsagyobR9VYz2D/nzhx4pFHHrnqqqtC/4V6sVQsuxdVA1FAgAWTaGtrW7Bgweuvvx72vwYBFnotWE2vaoyrbBxVY7FJ9z/FWGH7ZqFeLBXL7kXVQBQQYIGRJ554gk7E+/v79VYw6IO1a9eusM/X6C2HiOhVjUGVoWpsoLf/161bd+TIkdOnT7/33ns1NTVh+2ChXiwVxe5F1UAsEGCBkaQQo6OjYf8V+BF+cfbs2QceeCBjwpYtWwJHjgm7HCKiVzXGVcYvUDXW0dv/+/btW7p06bRp03Jzczdu3Pjxxx8HfoRfoF4sFcXuRdVALBBgAQAAACiGAAsAAABAMQRYAAAAAIohwAIAAABQDAEWAAC4n9483JFO5GxmPvXYP26w2htvvHHDDTekp6cvWLDg2WefVbJzwAoIsAAAwP305uGOdCJnM/Opx/5xvdXeeeed3NzcvXv3fvLJJ8ePH7/11ltV7R9QDgEWAADIEjgPdyyDiOrN5x37x/VWo4iqubl50o+AEyDAAgAAWQLn4Y5lGhy9edZj/7jeavPnz3/ooYeys7Pnzp27fv16n8836cchXhBgAQCAIEHzcEc9kbPBfOqxf1xvNUqnsrLygwkVFRVVVVWTlhfiBQEWAABIEToPd3RXsELTCZrWIsaPG+SWUuPXFGNlZmZGugfANgiwAABAhLDzcEfRB2vS+bxj/7jeasXFxRRX8ev3338fAZaTIcACAAD305uHO9KJnA3mUzeTrMmP66327LPP3n777dotwjvvvNNM2SEuEGABAID76c3DHelEzgbzqQeK8eMGqz388MOZmZlz5sxZt24dOrk7GQIsAAAAAMUQYAEAAAAohgALAAAAQDEEWAAAAACKIcACAAAAUAwBFgAAAIBiCLAAAAAAFEOABQAAAKAYAiwAAAAAxRBgAQAAACiGAAsAAABAMQRYAAAAAIohwAIAAABQ7P8Bt0nUSQ6tDuoAAAAASUVORK5CYII=)
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