Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit281-06-20020424_030200_20020424_074700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/24 |
Start Time | | 2002/04/24 03:02 |
End Time | | 2002/04/24 07:45 |
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 | | -3.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.89 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit281-06-20020424_030200_20020424_074700-constBx0 |
Minimum Dst Value | | -40 |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxOTo0ODo1MiBFU1QgMjAxODk+KpsAAAHOdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyODEtMDYtMjAwMjA0MjRfMDMwMjAwXzIwMDIwNDI0XzA3NDcwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMyB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNC0yNFQwMzowMjowMC4wMDBaIiwgIm1heCI6IjIwMDItMDQtMjRUMDc6NDU6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjo1LjYwMjQwOTk5OTUsICJtYXgiOjguMjI4OTkwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfdULRrsAAAAEZ0FNQQAAr8g3BYrpAABFKUlEQVR4nO3dfVgV150HcAQUVCSgJKBBxfgS3BIXlbSoJFJLLKba2ixJsRKLjd2QRJ+wrS9YX5ZEN2Wz6Jo+bqQrpGYf06B1G54WDenDlt1qpSndaJataEiCFrMYyUqS2xaVKPtbftvZ6b0zc2fmztu95/v5g2fuZV7OmTP3nt8958yZqEEAAAAAsFSU2wkAAAAAiDQIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAsFpkBVlRUZOYLAMBWdnx5njx5cvr06UH3bMeh3aoLUAfBoGgBFi56AAANdnxJ5uXl/ehHP3Ll0AiwLBSRmbJVZJ4voz+VXn311UWLFsXHx48fP/6RRx754IMP+P133nln6dKlSUNogV7K98A0jnLz5s2NGzfStsnJyRUVFfRS+tfp06cXL148evToCRMm1NXVKW6uliq13aq9b3Q/rLe3d+LEifIMqu1HbX1D5+To0aP33ntvXFwc7fxrX/vapUuXrM2UdmZFPvNRfyoxMVF752rrW3Lm7eB3ZqSUDxs2LDU1tbi4uLu7W2NzE+nv6el5/PHHMzIyhg8fTlsVFhbS5a2YGL83aeHP/uzP5Ieg5ZkzZ8pXkP7V0dHxwAMPjB07dsSIETk5OT/84Q/5/Q8//JDSOX369JEjR9LRv/SlLzU3NwdNc2BiTK8QiC6Sq1evhn5oE+yOCdRKwdxxLUmt2nep5QfSSeSwLDJzbvQ74r777jt27JjP53v//fcfffTRL3zhC/z+vHnztmzZ0jdk8+bN9NLQgWpqaubMmfPuEFrYv38/v3/u3DmqtA4ePHjlypULFy6sWLFCcXO1VKntVu19o/thVEM888wz8gyq7UdtfUPn5LOf/Sz9xqXz/PHHHz/11FMUT1ibKe3Minzm5Xbv3r1+/Xr9O5evb8mZt0NggMULN27ceO+99771rW/l5eVpbG40/RcvXpw8eTLt9syZM3/4wx8oGv7JT37y+c9/XjExfm/SAlXSP/7xj6V/vfLKK/ROYID11ltvUXRYXV1NXyAUu/zyl7/8i7/4C/4XHesb3/gGrXDt2rXLly8fOnRo4cKF2mlWTIzpFUxvEnYBlkYpuBhgqX2XWn4gnRBghQ26iJ988snUIbQg/SqiIqTv+vT0dPpVyi//9m//9rbbbqMfFk888QR90UirDf7pT/DAQ9BFOXr0aF4eNWoUveTljz76iF76rax96VBARvUiL9PCggULeJkiqr179xrKuDxVartVe9/ofgjVDVOnTu3v71fLoHw/etaX6EkkRRLSqbYqU3r2o0icM08fkylTplB8oHPnfuuHeOYHBga2bds2adKkpKQkqrH4TY3P+759+yiOiY+Pz83NbW9v5/ebm5tnz55Nb9K/OBIK/LD75eXDDz8cOXIkLZSVlb3wwgvS+3V1dfSOdvoVT8vXv/51+jGmmEe1TeRpO3z4sPwQlLsf/vCHgYn/6le/unPnTsVDUHYoU2oJkB9U40tyUOXka395Gt0k8HtbsVjVLgM5+tVKwQ3lJTEx8ctf/nJvb6+e7GgflC4A2iGtTydKMb8apaB2vUkv9Vyr9Btgx44dGRkZycnJq1ev/t3vfqd43jTIv0vlaQj8UMh3GPRkqiUs8FMceCw9lfg999zz8ssvSwmm+HX8+PF6rmqvCbMAiwqvoKCgewjF6du3b+f3qWy+9KUv0e9R6SWtdnEILVRWVkrv+y0EamhoyM/P5+WioiI6BJUr/RrYunUrvfRbWbtWo6tTujTppyRdc7xMFxZlhK4YuoJXrVpFOw+acXmq1Har9r7R/ZD777//pZde0sigfD961pcETSR9Vr/zne9IjTRWZUrPfhSJc+bpW56+K+XvaO/cb/0QzzxVVJSvt99++8qVK+Xl5fymxud9+fLlXV1ddLXQb3QpIqHP1JEjR+grm76RH3nkEWll+YHklURPT8+mTZu4gYcijHvvvffQoUO0XF9fT8vXr1/XTr/iaaE0UP2kmEe1TeTfS5Sq6dOn/+IXv6CXLS0ttEzvBH5x0XeIfMSC3JIlSx566KETJ0784Q9/UEvGoI4vSY2Tr7ZPo5sEfm8rFqvabuVmzZr1s5/9jLJMX9dr165ds2aN/uwoHpS+8OlMvjdk8eLFilnQKIWgAZaea3XXrl2f+9zn3n33XfpQlJSUfPOb31Q8b2r8vksVk6G4w6AnUy1hip9iv2PpqcSbmppmzpxJVz7/i85PVVWVdma9KcwCrDvuuOM3v/kNL9NPDfp5zctUNufPn5dWo5fSav/5n/8pX81vwc8bb7xBP8ql70du7efomxYCL2jtWi06Opq/owktxMTE8DIt0EX5/pDi4uLS0lLtXPulSm23au8b3c9Pf/rTT3/60zwQRDGDfvsJur6ec8L4VNOv6s7OTmszFXQ/isQ58/RdNmPGjDNnzkjvaO88cP0Qz/y0adOkxgOJxuedYiNe/v3vf89NUGTixInf/e53f/vb38p3EliXyNFPcPqK4H9dunSJTm9FRQX9lUauGL1yYmNj5ZFNYFNB4CZ+//3e9773xS9+cXCos+8f//EfA1fgo/T39ysm4KOPPqI67M///M/j4+PpBK5fv17xp3/QL0mNk6+Wd6ObBH5vKxar2m7V0BlIT0/Xnx21g3Z0dPAybaiYBY1SCBpg6blWMzMzz549y8t0QVIdJK0mP29qCfD7LtU4kMYOFU+mWsIUP8V+x9JZid9999386+6tt96iBFDRaGbXo8IswKKvDOmCpgV6yctUNvKRofRSbTW/BTn6vThp0qTXX39deocC7c2bN0tjsOil3yZq3938UuM3Pb3kZYqxUlJSFDdXS5W5pgL9+7nrrruOHz+udqIC96O9vp+g7Rn0ef7rv/7re+65x9pMmWjBEurM19fXL1u2TP6O9s4D1zd6cvyudvlHW6LxeZevJr3893//9+XLl48bN2769OlSv57aypyeLVu2yAep0O9pWkHqo9RIv5q0tLTAFizpoMOHD/fr4aJ8UQwnX41WGD9+/A9+8AP6K/Wy+e1Ho+1EQl+JFDl97WtfU2vD0D63Ok++nNFNAr+3/f6rvVu5trY2KkcKl/mikuJgo9mRry+VlFoveSgtWHquVYr25D8G5NeJ33kLrDgGA75LFZOhuMOgJ1MtYYqfYr9j6azEGxoa7rzzzk8++WTFihUUiQZmISyEWYCl8xeS/McZLQSuFth1TRXGhAkTfv3rX8vfpMvIjjFYeXl5FFfxMoX/UoAVSDFVJga7GNpPVADt/Wisr/+cyNGp1jNcyaqTo0i0M5+dnX3ixAn9Ow9cP8QzT9WMoRYsv6TKX9LXdGNjIwU6/NLvw+63Mn3ApUaL06dP02/lH/3oR7fffrv0u9/olUMBTUVFhd+b0kFnzpz5y1/+Uv6v1tbWjIwMv9W+853vxMbGSt0iUQG19Ve/+tVnnnlGOyWMfhyOGTMm8P2gX5JqJ19j3I+JFiw9L/W0YNGbL7744n//939TlUx/A8+Y0WtJTwuWRilI61MAIbW+9PT0GLpWKcLo6urS2HlQ8u9SOe0PRdCTqZYwxU+x37F0FgSdGfqNt2HDBvp0SAMEw06YBVj0c1PqvqUQe+vWrfx+4Idk8eLFPLyAFgKHAtx6663y3o1du3ZNmjRJ+jhJ6LuVDsEtWN/+9rcDv1u1L/R9+/Yp3n9UV1e3cuVKqYvQb+BL0FSp7VbtfaP7Ucug2n7U1lekdtCHH36YSuT69eu//e1v165dK/3mtipTejIbNKcReeYHh+7rnj9/vv6dK64f4pn/m7/5m/z8/HfeeUc+ekP/550X6NNE3930dUyVFsWj/Kbfh12+7QcffLBt27bc3NzBoQEr9IX+b//2b7T84x//ePbs2dzTp5F+xXN+/vx5OrR0FyFl5yc/+Ym05j/8wz/QUf71X//1oyEtLS1ZWVnPPvusxg4HlQKst956i2rl3bt305m5evXq66+/Lt2/tnDhwkOHDtEvN/o0UZofffTRJUuWKO5T+0tS7eT7nU85neWldgLVXqrtVo7OxiuvvEKngi4hOhWBZ8zotUTrS2OwPv/5zytmQaMUpPWp1njqqafo6qKy+OIXv2joWt2zZw+lmd6h1f7jP/7jK1/5ivb5ZGrfpXIaHwo9J1MtYYqfYr9j6b9I6FclvVlbWyt/U39w6QXhlNbBoRbFdevW8Q0ItCC1NAZ+SPgGmeTk5Mcee0x+nwIvUI2VlJQkv278+Hy+waHPT2Fh4S1D6MP29ttvyw8RtOWAYnAKwHkarU2bNsnbP+nrLCUlhZJHHwa1Qe5qqVLbrdr7Rvfjl4ag6VFb39A5OXz48KxZs0aMGDFx4kSqEuhnk7WZ0pNZMc/84FCTakNDg/YJkb9UXD/EM0/1Af2GSU9Ppw8F1Vj8pv7POy+8/PLL9Ns6Pj6ewqOf/exn/KbGh33s2LFU5/HnetWqVTzgiVEa+JePRvrVzvmFCxe+/vWvU60ZGxs7bty4L3/5yydPnpTOxve///2cnBz+VqGFF198MegOowJquMGhezxpz5Qq+tTcfffd0gxM//Iv/0Lv02mk8zBlypQnnnhC+jT57VP7S1Lt5PudTzmd5aWWX7WXaruVo6Cfin748OH0U+S73/1u4Bkzei3RCn/5l39JJ4dO0dNPP017VsyCWilI+2lvb6cInu8WfP755w1dqzdu3KC8ZGZmxsXFUVwufei0P+xq36VygR8KQydTLWGKn2K/Y+m/SOhkTp8+fWBgQP5m0C86TwmntAIAgCXCq6Jy15tvvkmhqtupcNknn3xCPxicPOKyZct+8IMfOHlEy+EzBgAgHARYQZWXl/f09Jw/f/5zn/vcX/3VX7mdHJe1tbVJdwva7caNG9/73vfuuusuaaaGMIXPGNgisFfLg1/oYZFIoyIyU2A5XBVB7dmzJz09/bbbbvvGN74RptMEWCghIeH555935lh0cWZkZFBI58zh7IPPGAAAAIDFEGABAAAAWAwBFgAAAIDFEGABAAAAWAwBFgAAAIDFEGABAAAAWEyUAEvx3nUAAABwmNsRgUOEyacwJQoAAOBZ4lTHwuRTmBIFAADwLHGq40jOp5htkgAAAJ4lTnUsTD6FKVEAAADPEqc6FiafwpQoAACAZ4lTHQuTT2FKFAAAwLPEqY6FyacwJeqk/v5+t5MAAADhRJzqWJh8ClOijnnxxRdHjBiRn5/vdkIAACBsiFMdR3I+cRehraZNm8Yntqury+20AABAeBCnOhYmn8KUqDP6+/sTEhLorFKY5XZaAAAgbIhTHQuTT2FK1Bn19fXcfEVh1sDAgNvJAQCA8CBOdeyVfL7zzjtLly5NGkIL9DJwnZs3b27cuJFWSE5OrqiooJf69y9OiTqDykjqe21tbXU7OQAAEB7EqY69ks958+Zt2bKlb8jmzZvpZeA6NTU1c+bMeXcILezfv1///sUpUQf09vbGDikqKqITW1VV5XaKAAAgPIhTHXsln6NGjfr44495+aOPPqKXgetQ1HXs2DFepoUFCxbo3784JeqAPXv20Plcvnw5dxQWFha6nSIAAAgP4lTHXslnUVHR9u3bP/zww76+vq1bt9LLwHUSExN7e3t5+fLly0lJSfr3L06JOiA7O5vO55EjR6g4aCE+Ph4TYgEAgB7iVMdeyefFixcnT57MY3po4b333gtcJzo6+vr167xMCzExMX4rRGmyPQ9iaG9vp5OZkpLCQRUHWy0tLW6nCwAAwoA41bFX8llQULB582ZpDBa9DFwHLVheUFFRQSezrKyMX5aXl9PLyspKd1MFAABhQZzq2Cv5HDlyJMZged/AwEB6ejqdzOPHj/M7DQ0N9BLzuQMAgB7iVMdeyScFT1u3buUWrG9/+9vy4EkqjH379uEuQnc1Nzf7TS5K5YVhWAAAoJM41bFX8vnWW28VFhbeMmTJkiVvv/229C+pMG7evLlhwwaeK2vTpk2YB8t5JSUldCZ37twpfxPDsAAAQCdxqmNh8ilMidrH5/Px43H8Hj7Io7Lor0vpAgCAsCFOdSxMPoUpUfscOHCATmNeXp7f+01NTfR+bm6uK6kCAIAwIk51HMn5xDQN1iooKKDTWFtb6/e+z+fjid1pwZWEAQBAuBCnOhYmn8KUqE26u7t5MLtiFJWbm0v/bWpqcj5hAAAQRsSpjoXJpzAlapOqqio6h8XFxYr/xTAsAADQQ5zqWJh8eqNEBwYGWltb6a/bCTEsMzOTzmFjY6PifzEMCwAA9PBIdewAYfLpjRKdN28epeTBBx90OyHGtLW1UbLT0tLUQsP+/v74+Hhap6+vz+G0AQBAGPFIdewAYfLpgRLt6uqKjY2llCQkJEjP/AkL/Dwc+quxTn5+Pq3T0NDgWKoAACDseKE6doYw+XS7RDs6OtLS0igZ0dHR9DczM7Onp8fdJOk0MDCQkpJCaT516pTGapWVlUGDMAAAEJzr1bFjIjmf3pmm4fjx4zxFZ35+fmdnZ1ZWFve4UdTlYqp04qcNUpq1V2tpaaHVsrOznUkVAACEIwRYkcbFEj1y5AhHV0VFRTyGyefz5eXl0TspKSnSU5M9i5JNSa2urtZeDcOwAAAgKARYkcatEq2treVxV+Xl5fIR4hSOcOBCsZfarXleQNEShU2Uhe7u7qAr8zAsCigdSBgAAIQjBFiRxpUS5bmjAp+OzCjeKisro/9S+HLw4EHnk6dHTU0NpbCgoEDPypxfypTdqQIAgDCFACvSOF+ifOcdBU8Uo2istnXrVg7C9uzZo3PP/f39fo9btg93ZeqM/1pbW3n8vt2p8vPMM88sXLgwLAa0AQAIDgFWpHGyRAcGBrj7Lz4+Xk9/GYVWUjdi0JXPnj2bnJxMK2/cuNHuuR46Ozu5E5NCOj3rU8Z5tJmTN0hyIjHNKQBAWECAFWmcKVGKeCgA4ociU6ihfwA7xWEcY5WUlMgHiXd1dTU2NlZXV5eWlubk5HD4IpeWlrZ06dL169fX19e3t7dbO0c8z7xAh9a/SWFhIW1CibEwGdoo+Bs+fDgd9M4773TsoAAAYA4CrEjg8DQNFAzFxcUNGzaM4x4Kdwxt3tLSwvFTdHR0YmLinDlzAsMp3vPMmTNnzJgxe/bswBXi4+Ozs7OXLFkya9asl156KZTsUKyWnp5O+2xubta/lfPDsOg8S9nXMxIfAABchAAr0jhQovw8PpKamtrZ2WliD21tbaNHj/YLpwoLC8vLy2tqalpbWwNnQKADNTQ0VFZWLl++fNq0afJtR4wYEUqD1vTp02knFOoZ2oqHYVFKTB/XKOlOAlJbW+vYcQEAwAQEWJHGgRLt7+/n8OgXv/iF6Z00Nzd/6lOfuu+++xTDqaB8Ph9tyH2Uw4cPD2VKqpiYGNrJ1KlTjW6YlJREGzo2DJ/nhli6dGmU7rsdAQDALQiwIg2VqLXjkwJRbBSlY8ZzZ/BYqMrKSnObd3Z2UoAVHR3d1NRkdNvly5fToQ8cOGDu0IZQBBk7hJ/zSCjEdOC4AABgDgKsSEMlevvtt9t6d1tpaWmUypRXzjt16hQlJikpyVwjFk/QZWh4u2TPnj2mtzWqvr5earjidjvPzigGAACDCLAiD4/RWblypU377+/v5yHn5kZf2YFbkkw0YlEYyrO3m8sLx3YZGRkmtjWqpKQk6o+P8eHArri42IHjAgCAOQiwIg0HWLfccotNT8rjJyJ76lHHphuxeIrUoqIi04d2bBhWSkoKHYinGO3u7o4yMmsXAAA4DwFWJPCbwsB0i44e3JRSVVVlx85NM5FlfvggbUXxmenj8jyrdt/TF3jHIgW49I6Xn+0IACA4BFiRhiOGUIYlaZD6B702D5OJLPPkohSZhXJcfoKh3b11/JShtWvXSu/s3LmT3lmzZo2txwUAANMQYEUaLlGbGrEOHjxIu83Ly7N2t5YwlGWKw7h3T/8c9Io6Ojp4Eq9QdhJUTk6O3zyoPOloSkqKrccFAADTEGA5za87T3F+S791jO5/MOR769RwEKP/ac1OMpTl6upqWjk/Pz/041J0JY2OsoPaiCuebdVEgEgnyujk+wAAYBQCLDft3r17/fr1ge+HUirStpY3Yvl8Ph605LX+QYnOLFOkwlFRS0tL6ActLi6mXdXU1IS+K0W1tbU8v6jf+3TlROl7bLYcz2FGtm3bRtmnuNDuB2kDAIgJAZZrrl27NmXKlIsXLwb+y5IAy/JGLO4f9PIc4jqzzNMcWHUjpN3DsNTG0R8/fjzK+LN6eD6tQBkZGTk5OYWFhaWlpXPnzh0zZowzE6gCAEQqBFiu2b9//+rVqxX/xcNrRo0alZWV9dxzz33yySf6dysvUWsbsXjOdI8/BS9olgcGBiiYoHUaGhosOWJnZ6d9w6G07yrgdjhDd0FyC1ZcXNxXvvKV/Px8is94LFogiv6tywcAgHAQYLnjxo0bM2bMOHPmjMY6V69ebWtrW7BgQWA3kGKNGDhmy8JGrN7eXn5Ci8d7lIJm+cCBAxY2XzGO2EKZ7kENx0NqqV2zZk2UkSn1Kbjk+R38NqH3u7q6WltbGxsb6fzMnTs3auh5AKGmHgBAYAiw3FFfX79s2TI9a164cIHCBf179itRqxqxeCSQl/sHJRpZpkiCx4Zb2//Fzw6yY+w/T4W6detWxf82NTUZCha5ECkc1J6hlM4St41RyGU4xQAAMAQBljuoUjxx4oSeNbu7u1NTU/Xv2a9ErWrE4uffhcW4HI0s8zT0FGNZ+zxsbhULcUotRdq3CkodiHqmkqezwWETBfdBV+YR9PKZtwAAwBAEWC44evTo/PnzA9+XCqO4uLi9vf3atWtnzpyhyGbdunX6dx5YoqE3YvX09MTGxsbHx/t8PtM7cZJalrmDzPJhZBTfcEhn7W6l0V0a4SBPrK+n8ayioiJK9xxmHKRqHxoAADQgwHIBVXKKI6ylwjh8+PCsWbPi4uKmTp26ZcsWQ4+cCyzR0Bux+LY7O1pobKKYZW6+SktLs+MRfuPHj9doajKHJ+uiEEpjHb61M+iEXhSr8RQbbW1tOo/OwahVtwIAAIgGAVakUSzREBuxKCKkzakuDy1pjgrMMkUhNo2U4nnVGR2ltrbWkqY+7pbVPu08OVnQmw94rofS0lL9R+fwLoyiagAAT0GAFWkUSzSURiyeSTyM+geZX5ZbWlq4z8uO5it+GDMZPnw4L9DpKi4ubmxsNN3FJkVOQYuM4zCNfk/Oe0JCQk9Pj/4ESP3CHr9vFADAmxBgRQK1aRrkTDdicf+gdkeVN8mzzFGI5Q9nlPAEBxQM0V8+FqOQrry8XH/HnOTIkSM6h0zxvYFqTU1qUzPowTOf2TdJPQBABEOAFWnUStR0I1b4jsWRssxNOJY/mVFDd3d3VVVVVlaWFGmlpaVNmDDhxRdf1LkH/XNc9fT0aDQx6pyaQREP8MrNzTW6IQAAIMCKNBolaqIRi29kC3zScLjgLPNcBhUVFc4ngIK88vJynh+BjBkzRueGvInOpzLzILnAINjQ1AyBpGkg6DIwsTkAgMgQYEUajRI10Yi1c+fOMO0fZNKzjePi4gyNQLLWwMDAgw8+yClpbGwMun5bWxutmZ6ernP/VVVVisVkaGoGRdyQpjbTKQAAqEGAFWm0S5RbdFatWqVz8DX3DzY1NVmUOqfxADJSWFjodlr+7768tLS0oMPGOa4tKyvTuWduaKTQWV6sJqZmCMS9qxkZGab3AAAgJgRYkUa7RLkRizz22GNBd8WzD4T1bJMUZEyfPn3ixInnz593Oy3/i6eKKCoq0l4tNzdXZ1uXhMd7NTc3S++YmJpBUXp6Ou2HIq0Q9wMAIBQEWJEmaInGxMTQOsnJyUGfr7J161Zac82aNZYlTnh0znlUk8bsVr29vSbmxeDCkh5uY25qBo094zIAADAEAVYk0DNNg4Sq9ltvvZX7qrSbJfhBePJGEQgdP7gwKSmpu7tbYwWjfZryYVuhTM0QKNxvdAAAcAUCrEijp0R9Ph9PcRQbG6s2QSV3JlIQFr79g561dOlSOrcFBQWK/y0uLqb/7t271+huuS+vtbU1lKkZFHGXpblbEQEAxIQAK9LoLFEKm/gWMx5MHRhF8X/Ly8ttSKPoent7U1JSFKMoKoikpCT6V9AO3EBUWNxLGMrUDIoonR65UQAAIFwgwIo0hkr04MGDfKNZfn6+361t3Bxi7dOLQcITtSckJHR0dMjf57FTmZmZJvYpzUkR4tQMgeja4Of2uDjVBQBAeEGAFWmMlmhbWxs3eGRkZEjTWlJcZWgeJjChtLSU50mXNx9yw+H69etN7JD2k5iYyAFWKFMzKOIJPux4VDYAQERCgBVpTJRoT08PD7JJSEjg2cC5swn9g7bq6+vjZkL5UPTMzMxQ5kTg2xeio6MtH5BOFwbtOTs729rdAgBEKgRYkcZciVJ9zA0qUUPP0uGK/9SpU5YnD+S4QzA2NpZPdVdXF4e5pm8s2LVr1/Dhw1evXm1pMv8XXSE8bgxXBQCAHgiwIoGhaRo0VFdXU2XPO5k8ebJ1CQRVa9eupbOdlZVFEUxNTQ0tFxcXh7JD++765KSa674EABANAqxIE2KJNjU1xcXF8USXmPfIAXSSuVuQAheeO+PAgQNuJ0pZa2srj8zDzB0AAEEhwIo0oZfoQw89RDsZPXq0oZnEwTQKXGKH8B2dXr5Tj+eeDd9nUwIAOAYBVqQJvUT7+vpqamow1MZJlZWV3DPr8Sc/8lOoS0pK3E4IAIDXIcCKNOKUaCShoCo1NZVjLC8/Vrm7uzvK+HMSAQAEJE51LEw+hSnRCNPY2JiYmDh37lyPD33Lz8/38kAxAACPEKc6FiafwpQouIIfdEhhltsJAQDwNHGq40jOp1XTNAAE5fP5+D7T3bt3u50WAADvEqc6FiafwpQouGXq1Kkcynd3d7udFgAAjxKnOhYmn8KUKLjlm9/8Jl1mw4YNO3v2rNtpAQDwKHGqY6/k0687LzExMXCdmzdvbty4MSkpKTk5uaKigl4a2r91iQVQtnTpUrrSSktL3U4IAIBHiVMdW5/P/v7+rVu3Tp06NT4+nv5u37796tWrhvawe/duxQeP1NTUzJkz590htLB//379+xSnRMFFnZ2dPC0q5ksDAFAkTnVsfT7XrVu3aNGi9vZ2irTo72c/+9knn3xS/+bXrl2bMmXKxYsXA/81b968Y8eO8TItLFiwQP9uxSlRcFd5eTldbAUFBW4nBADAi8Spjq3PZ2pqqnyQLy3TO/o3379//+rVqxX/lZiY2Nvby8uXL19OSkrSv1txShTc1dfXR1cmXW/Nzc1upwUAwHPEqY69FWDduHFjxowZZ86cUfxvdHT09evXeZkWYmJi/FaI0mQ8KwBmVFVV0fWWnZ3tdkJAl56enqeffvqOO+7YunWr22kBiHziVMe2dBEWFBT85je/6e/vp7+0rL+LsL6+ftmyZWr/RQsWhAW68tPT0zGxuzdR6Zw6dYqKpry8nL6dUlJS5D/D8LCjsEPx8RNPPPHCCy94+XnwICdOdWzLIPctW7bQz8H4+Hj6u23bNv2D3OlH/4kTJ9T+izFYEC6o/qZLLiMjw+NP+BHEyZMni4uLH3zwwaysrNjYWL+2bfqpxgFxWlqau+kcGBhYuXLlpz71qY6ODndTEkaolpEXZW5ubllZ2Z49e5qamhByeZM41bGH8nn06NH58+cHvi8Vxr59+3AXIYQFqinp1wJdddXV1W6nRXQXL16Mjo6WR1QUZhUVFVVVVTU2NvJ4Bp/PFzukr6/PxaS2trZyCu+55x4XkxFe+L5d+uvXGCmFXJ/5zGfuu+8+irrQPOkR4lTHHspnXl5eQ0ND4PtSYdy8eXPDhg1JQzZt2oR5sMDL6Ac0f7+7W2cLjurU3NxcrmsXLVrU1tam1qbIj+uur693OIVyr732Gid10qRJLiYjjLS3t9PpGjt2LAfKvb29LS0te/fuXbt2LRWoX8g1bdq0rq4ut5MMAlXH1ueTrvgFCxaMHDnSUwPMvZAGEA3X2YqTuoEDBgYGioqKqAjGjRv3d3/3d9qRbnV1dZSrk8RKrZ6stbXVrZSEkZ07d9K5WrNmjdoKFHI99dRT0llNS0ujCMzBBIICcapj6/NJvxfpgv79739v+Z5DIU6JgnecOnWKOy/wu9kVJSUlXKfqGdJE69DKKSkpDiRMUW1tLY/bW7t2LS3QX7dSEkby8vLoXCl2fcg1NjYeO3assLCQVo6NjaVT7UzyXEGRenNzs5f7Q8Wpjq3PJ1Unv/vd7yzfrQl+nfFuJwdExHU8Hp7jPJ7xNSEh4fjx4zo3mTZtmltNR319fRQIch8lx+UU6lFN6XxKwkhvby//gNEZTND5rKio4OqgrKwsUk9vcXExZTAzM9PthKgSpzq2Pp+TJ0/24O91cUoUPAUPz3EFT0UWGxtrqD+Im45cmQ2LK/68vDx+yX2FQRtmBMf36hYWFhra6uDBg/yRzM/Pl+b9iSRUBVPuxowZ49lbmMWpjq3P5/PPP798+XKv3R8rTomC1+DhOQ7bu3cvR1dHjhwxtCHfl5CTk2PuuI8//vjIkSP//u//3uiGUhTe1tbG7/CAMPoiNZcSQXBTTU1NjdEN6Txze2FGRkZ7e7sdaXPRzJkz+ZYOtxOiSpzq2Jp8Bt4c67XuOS+kAcTk/MNzfD6fsA1mFFTxTFcm6l36xZ+QkEDbmvt9OHz48KihO9qMbsgj8eX9yJQAygVFXTY1sVAAt3DhwpMnT9qxc2cMDAxwYZnrMKEzzLeX0k4iqaWQJxyhfKWnp7udFlXiVMfC5FOYEgUPcvLhORQl3HbbbXS4Z5991oHDeQqFsFy7mJ5+bOnSpbS5iUHQVN+PHj2af08aOnpLSwtX835RHY/INhEmBvXzn/982LBhtHOKCCmpnu1I0kZlHTU0pZnpPVDGKajlIqusrLQwbS7i08Lkz6zzFHGqY+vzSR9dy/cZOnFKFDzIyYfn/OpXv+Lqc8aMGXYfy1OOHz/OTRrl5eWmd8K38hUVFRndkCs2nnhJ/9gvaWqGnTt3+v3r4MGD9H5ubq7RlGhrbGzksyTJyMgIx2c6cc976APmKMTkoHzOnDkXL160JG0u4nkrmNEucseIUx1bn8/bb7/9v/7rvyzfbYjEKVHwJmcentPT05OZmSl9w1Jtat+xPKWjo4ODmxBv2KQf/dyeZLSY+HZRqt6oyo8amhtCT/uBNDVD4OGk/srOzk5DKdFQVVXFwQSl9vz5801NTdLMW7TgWBe2JfiWT/23iGqg88C/SSZNmhTutxZywycXayi/NGwlTnVsfT537979wAMP0KfX0EzrdvDaODAQmdRWsWPHDpsOIUVX9JfvSqNqPiLvk/LT1dXFY5aLiopCryCzsrKMDpiTB0OUgIKCAm580k6MfGoGxRXWrFljSSPN4NDlJ3WHyVvL6H0K/bl5NWroVoywGL1n+aRlycnJfAbog2PVPl3Bwz1tav60ijjVsfX5jFJi+VFMpMrtJIDoDh8+TNch/VamBct3Lo+ueDQPzyNvorcrvPzqV7/iwU/z58+3pHWQm6AMzb/f0NAQJRtjR0FtRkZG1NBkSxpb+U3NEIiHZ9Gu9KdEEV0PPCGn2oBuOm9VVVVcN3MroAen2pHjuyxLSkqs2iFFxlQc3LwXvtOQ8gxqdMH4fL6ooRnCvDnATpzqWJh8ClOi4FnS+FP64rN2cHFgdDU41K7DzSr0c9aqA3nQnXfeyWf1lVdesWSHx48fjxp6bp3+Tbh/cM+ePdI7bW1tPPOC2vCmwKkZFHHbUihPd2lvb+doj3al3TrV19dXXl7OqYqLi6OA9dixY6aPayubHhzJPbZGp0/zjpqaGkp/cXHx4B+nUvPmA5fEqY6FyacwJQpetm7dOu4VirJucLFidMV44FdSUpJb9xPZ/QOau0Kio6MpHrLqodoDAwM8nEvn4Cefz8dBid9J5pNP/1IMawKnZlDEzWkaz9rTJg1pz83N1Tn3BOWa40VubfVgjEUFHTvEjqfBcLMifWT0PF7Ja7jg9u7dS8tlZWV+Qb93iFMdC5NPYUoUvM/CwcUa0RXjeQdcmeb0n//5n0eOHJmXl2fTwOHe3l6OhOrq6qzdc2CLlAYO8hR7+ngQFUXSfiPh1KZmCEThTpSpQfeDfzqk3ejmK1eulAZ4rF271lMPtuMTbtMlTdfq8uXL+QMVduMXeeA/B/Qc33tzhIA41bEw+RSmRCEsWDK4OGh0NSiLQvh3rZO4Z4rY1BjAE3nbUdEaqsK5PlaMxqiUc3JyooYe5yJFmRpTMyji+TANdYepDWk3tIfXXnvtqaee4sY5Kkrv9Jpx+Gt6qrOgKJrkAsrPzw+jmwrpG4BjcX7J9wF4c7pRcapjYfIpTIlCGAllcLGe6IodOXKEv3md7PVobW3lTI0ePdqOWqqxsZEzZcdwbIpKeSL1oC033D9IK6u1dnR3d3OnsHQzoMbUDIr4yT/6n7j35ptvjh07NsqiOcrpmuEIzyNNWUY7cM2hDxSXWhg9pp3vtJBfJ/zF4sHpRsWpjiM5n1F/yu3kACjzG1y8cOHCl19+Wbt7Qn90xbg9I+jEARbi29a4i8rywch0xrjxz74hJpz+oFM1crSk3dYlzS9PQWHQqRkC0ZXAMZyegqYAaMKECfyNZ+KpiIromqmurjbRlEWZpSxbOw7PxC0I5rS1tfHwNfoJZPexLMEzr8qnpOfhAR6cblSc6liYfApTohCm5IOLGdXE9BW5fv16qozb29ul2MhodDUoi0jMdRgZxT+mKf18O73l8/GsXbvW7niRZ8QOOrqcp7wKemM/nweqsLmINaZmUKTRCylHoYwU106cONHcExXVGG3KoqPfcccdtPL9999vYTJ4ELqhSTRM48uYhMXDCrl0mpqapHf4GvbgdKPiVMfC5FOYEoWwdtddd3FN7Pc8k6ih+9Gys7MfeOCBUaNG0cs777zTUA3KA6up6rV7JkkKeniwbU1NDVX53KGjPRmBIVJGbO3xpIg26BAW7knU6B+U49sGmdGz4TfPliI67XwIimvPnj1rR+jp15T12muvSXduUkHTdXXgwAGqzino5EJn48aNszAx/NPCsQFh/BRR+jBaeAHbgc4/t5LKA1+eF8aD042KUx0Lk09hShTCGsVMVEtx5NTZ2Uk1a2Vl5fLlyzlkkXv55ZeN7pwbfrKysmydPYHHDFGCuVrlJger5oSklHMV68DTebnNT6Nm5f5BKh09e6OaT5ounKI3QymR4lSN4JjvWHRgfgF5U1ZMTMzixYvpiuLaXY5Scvfdd48cOTLKuunRu7q6ONxxcuw5d69T2NrY2Oj6EDQ13HPqF4J7drpRcapjYfIpTIlCpKKvy9bW1m9961tjxoyZOXOmie96KTqxr4dFGmMk9ap0d3fzgHFLeqwo5RwjOlDFcsii0anK/XH653Gl0Hn48OEzZswwUeFxcKxWcHxaKPKw5Nl8QdHJX716tV9ERYVSVFRUVVVFgYg0sLqlpcXC6dE5dueJNB1DmeV5Tcntt9/uzfsKuaWNLhK/97053ag41bEw+RSmRCHihfJ7lL5quVfLpk4WnhiTKiT5m9x1Ffrwr1OnTnHinakw+EZFtR4Wfiy0njsN5Uw3gfBdmenp6YEV/J49e7jP1Mlne9NFuGrVqpycHDp6W1ubxjVp4fToPOLN+ScT9Pb2JiYmRg1NaevNybF4lF7gmfHmdKPiVMfC5FOYEgXQVllZyZHBrl27rN1zT08PD9DxC4C4/yItLS2UX//S9FHODHAelE3Rrlinclijs3/QEtxNLB/FPPjHKbuibLhV00KWTI8edEYMW9XV1VEWpkyZ4vyh9eAZGQKnLPHmdKPiVMeRnE+/Fmy3kwPgCRSp8Ah6+jlu7ZgSHq2i2IPDsVEoQQB3gvCDbENIozGFhYVqTSbcP+jk/WV8U5h8NBsdnTvgvNZE4ceS6dF5OjejN2BaRRoGZ+v8W+bwnKL0A0btX16bblSc6liYfApTogBBbd68mX91WNhRKPXfKdZA3E9k+oYmqie4Mcnh+cTVBv2E8gQb0/w6JY8fP86BslVDyG0V+vToQYfE2Y0T4MDdFUZpN1N5cLpRcapjYfIpTIkC6LFjxw5rG4S4sUdt0p0Q52vg5iLnp9XmQIqqKL+YILAxyRk82poqVIo4OboqKytzOA2mhTg9Om9r9AZMC/GsBw7McWoUR35qrZgenG5UnOrYQ/k8ffr04sWLR48ePWHCBMWnt4bS5SdOiQLoQRED32wfeOeRCVz3UCAiTYwUyPR8DdyMlJ6errFz+yhOvMSNMc7PP8kNgdOnT09NTeVGC2/e1KbG9PToPMaffg/YlDA9pKf02D2TnFF8iar9dPHgdKPiVMdeyee5c+cmTpx48ODBK1euXLhwYcWKFYHrhFIq4pQogE4W9rtxwKFda5qbr+Ho0aPDhw938Sc4z4Ag74bjZi2qa50Pbnw+X0xMDP/CzMvLC6/oipmbHp3vTrXkx0Ao+KY86bGSXkC/OrjjWO1i8OB0o+JUx17JJ0VU9DtVex0EWADW4ke4hNhRyENA9Dy9mEc66x9GQ3UGT1s/cuRI08kLEU8cn5WVJb3DlX3Qp+jYZNy4cXT0ESNGeHbSy6BMTI+ek5MTFXAHpfMcexKifhyw+k2MIufB6UbFqY69ks/U1NRt27aNHz9+7Nixq1atUuwL4F+N9IVLX3bPPffcJ598on//4pQogH6hdxTStzbPeE5hVtCV+ce0/vkaeHZNsnDhQnPJC51006V0DzxPl0B5cSU9J0+eXLRo0auvvurK0a0iTY9OpzHofYU8ut/hWwrU8NVu34SudJkZCp255137RgevTTcqTnXslXzGxMSUlJS8P6S4uFhjFOTVq1fpd8+CBQsCO5WjNNmcA4CwFGJHIbdGaD8mT45+HUXpm6+BZ3iKjY39p3/6J3f7wnii1JqamsGhmyXd6h+MJPLp0ek3s3aMZeiRRHajese+IU2HDh3isYz6J7Pg06g9x6zXphsVpzr2Sj4TExMvX77MyxRj0feX9voXLlygq1D//sUpUQCjTHcUUjXAN4HrD84oTNEzIoTiGG43suQRKyHiPtDCwsLBP/YPemrIcJiii4e7O8mYMWMofqIIQHH8ON8H54UrYfCPvYQ2zSw1d+5cPiE6O08pTuVfR9r3f3htulFxqmOv5DMvL4/iKl6+dOlS0ACru7s7NTVV//7FKVEAo0x3FPKveY48dOrv7+eYTKMKodqCu+Gcn5dBUU9PjzSKxe4eIqG88cYbs2fP5vkXJHR5yIOtixcvjhgxgt635FmWluCL0/JrgK4u6YE8Omej4Jsr5QMEFXltulFxqmOv5LOurm7lypVSF+Hq1aulf0mFQe/TZXft2rUzZ84UFBSsW7dO//7FKVEAE0x0FG7btm3YsGExMTFGpybi+/I05mvgKbVycnK8MOaGcQDKzVfeqagiBgVP9fX1ZWVlPOOA5JZbbuG7JidPnux2Gv8fXwaWz0BGZ4D7xKN0T1jPz2vSc7+Fp6YbFac69lA+t2/fnpKSkpyc/PDDD8sbPKXCOHz48KxZs+Li4qZOnbplyxZDX77ilCiAOYY6Cmtraym6ovVvvfVWowfq6urSmK+BH5VIXwWBD1ZzEaeKKz/0D9pKMdi699573U7X/7NpHB73hO7cuZOb9PQ805pHB+q5v8RT042KUx0Lk09hShTAHJ0dhR0dHdLwZIqxnn76aRPHUpuvoampieMYt+7RU8N9Mcxr80xGMAq2nnzyyQceeMCVBzxrsPxOUsogP2mKFvj2Dgqzgs6sy6GYnkdoe2q6UXGqY2HyKUyJApim3VFIERh9TfMK9PO9vr7e9FRMivM1dHZ2ckeGi8+b05CcnExpmzp1qtsJAfdxi6aFc6FxZ590pyQ/G0o7Hurq6uJPop79e2q6UXGq40jOZ9Sfcjs5AGFAraOwtbWVZ1jgseehP7XGb74G6WHAHrkb3w/XT+Shhx5yOy3gPmk2f6uGCfLFL3Xhtbe3c4OWxgBHbujS+Xnx1HSj4lTHwuRTmBIFCEVgRyF9NdMyDz+aNm1a6M/VYX7zNZSUlNDLzMxMb05QzvO5k0OHDrmdFvAEC59HSVFUYLjGt+hqjHbn2a30P9XRO9ONilMdC5NPYUoUIETyjsLGxkaemIACrIqKCgt//srna+DHOSckJBi9IdFJzc3N2tM5glB4VJOJh5cH4tnY/W5L7Ovr0x7tzgGT/tkivDPdqDjVsTD5FKZEAULHHYU8/xC3M9kxspvna6Cdc/OYR25xAtCDewlDf4DPwMCA2uRqGqPdTXT5eWe6UXGqY2HyKUyJAoTu6NGjHFrRNzj95LXpsTBdXV3R0dF8IAq27DgEgH14KHqIvYQ8vE/tAdJqo935fltDg9a9M92oONWxMPkUpkQBQsdf36Surs6+o7S1tfFR7rjjDjzaD8KO361/5vDoQ7U7Z9VGu/NtjEZ/lnhkulFxqmNh8ilMiQJYonGIrXFPT08Pdw7u27fPvqMA2IQiFW7lNX1nBm3Iz9zUmFZXcbR7QUGBicYzj0w3Kk51HMn5xDQNAB5HMZaXB7YDaOMuPD2zrivicVHaD8YJHO1OP3s4LDP6fEaPTDcqTnUsTD6FKVEAAHAGzzZiupeQG6Jqa2u1V/Mb7c7P6lEbtqXBI9ONilMdC5NPYUoUAACcwY+4iY+PN/EwH0M9jPLR7jytSWlpqdEjemS6UXGqY2HyKUyJAgCAY3S2QgWqqqqiDYuLi/WsLB/tTpvQhjU1NcYT64npRsWpjoXJpzAlCgAAjqHQiuoXCrOMbpiZmUkb6p+9VhrtnpGRQQvmBi96YbpRcapjYfIpTIkCAIBjent74+PjY2NjDfUS8hwlfs871yaNdidJSUmmEuuJ6UbFqY6FyacwJQoAAE5avny50T47bo4yekPf97//fQ6wZs+ebTCN/8cL042KUx1Hcj4xTQMAANiN7/LTnm1BbmBgICUlhTYx+gQqDo/I3XffbTyZ/8f16UbFqY6FyacwJQoAAE7y+Xz8fHSdUUtDQwOtnJWVZeJYFRUVc+fOPXv2rIltmevTjYpTHQuTT2FKFAAAHMa9hDoHjxcVFdHK1dXVdqdKkevTjYpTHQuTT2FKFAAAHMaNUnp6Cfv6+nhQvFuddK5PNypOdSxMPoUpUQAAcJjP5xsxYgRVND//+c+11+TJ301M62AVnm40Li7O+elGOzo6Jk+eLE51LEw+hSlRAABwWFNTEw8/j42NLSsr6+zsVFszxMcXhu748eOc1BdeeMHhQz/77LNC3XMmTD6FKVEAAHBYd3d3XFzcsGHDpPvWly9fTqGM32oUeNG/EhISXHxYDU+FRZYsWeLwodesWYMAK0JgmgYAAHBGX18fhVkUQpWVlfFNhTzUqaGhQZpNtLKy0txjBC1Esd369eujo6NjY2Pb2tocO259fT238IlTHQuTT2FKFAAA3NXT00OxFE92RaZNm7Z3716KbPgpN83NzW4ncJBiLCeHure3tyckJNAR+UnVzhzUdcLkU5gSBQAAL6CIiuIJiq44zBo5ciT9vfXWW91O1//y+Xzp6elGJ6A3fSx+8GJJScmgSNWxh/J5+vTpxYsXjx49esKECXV1dYEr3Lx5c+PGjUlJScnJyRUVFfRS/87FKVEAAPCOgYGBhoaG3NxcDrM8EmCRI0eORA091tDQUxRN4Hm/srKyKNIaFKk69ko+z507N3HixIMHD165cuXChQsrVqwIXIcC7Tlz5rw7hBb279+vf//ilCgAAHjQZz7zGaqJiouL3U7I/yssLLR7TFh1dTWP65furBSnOvZKPimi2rt3r/Y68+bNO3bsGC/TwoIFC/TvX5wSBQAAbzL68EG7UdDD4/EDb3gMXV9f3+HDh3lUe0NDg/S+ONWxV/KZmpq6bdu28ePHjx07dtWqVVQwgeskJiZKLZmXL19OSkrSv39xShQAAEAnfnJOVlaWdKujJXp6euLi4rhXtKKiQv4vcapjr+QzJiampKTk/SHFxcWKLZbR0dHXr1/nZVqgTfxWiNJkex4AAADCSn9/Pw/Dr6qqsnC3/EAeMnXqVL/QTZzq2Cv5TExMvHz5Mi9TjJWSkqK4DlqwAAAALMTBUEJCQldXl1X75BH0cXFxb775pt+/xKmOvZLPvLw8iqt4+dKlS4oBFsZgAQAAWK64uJhnn7dkb319fWlpabTD2trawP+KUx17JZ91dXUrV66UughXr14t/UsqjH379uEuQgAAAGt1d3cnJSVRRdnY2Bj63srKymhXeXl5iv8Vpzr2UD63b9+ekpKSnJz88MMPywe5S4Vx8+bNDRs2JA3ZtGkT5sECAACwxJ49e6iizMjICPE5ifww6fj4+I6ODsUVxKmOhcmnMCUKAABg1MDAQHZ2NtWVW7duDWUnPGl7ZWWl2jriVMfC5FOYEgUAADChtbWVn8es1vgUFD/NmmIsjWYwcarjSM4npmkAAADQb82aNVRdFhQUmNiWwjI905aKUx0Lk09hShQAAMCcvr6+lJQUqjF37NhhdNv8/HzakEI07dXEqY6FyacwJQoAAGBabW0td/s89thjRrei4EzxQSxy4lTHwuRTmBIFAAAIRUxMDFWaiYmJOqce7e3t5Vke6uvrg64sTnUsTD6FKVEAAIBQvPDCC2PHjqV6My0traWlJej6PE9pYWGhnp2LUx0Lk09hShQAACBEPp+PAia+qVBxQnZJU1OToSftiFMdC5NPYUoUAAAgdAMDAxUVFTweq6yszO+ZzYzisIyMDFqhurpa527FqY4jOZ+YpgEAACAUBw8e5MkX8vPze3t7/f67fv16+ld2drZi+KVInOpYmHwKU6IAAAAWamtr44c3Z2RktLe3S++fOnUqdgitoH9v4lTHwuRTmBIFAACwVk9PT25uLo+1amhoGBzqQMzJyaF3ysvLDe1KnOpYmHwKU6IAAACW6+/vLy0t5SE3lZWV0sOhfT6fof2IUx0Lk09hShQAAMAm1dXVsbGxVKVGR0fT38bGRqN7EKc6FiafwpQoAACAfZqamkaMGMFNWd3d3UY3F6c6FiafwpQoAACArXbs2EG16qRJk/TfPCgRpzqO5HximgYAAAA7dHV1mYiuBhFgRR5xShQAAMCzxKmOhcmnMCUKAADgWeJUx8LkU5gSBQAA8CxxqmNh8ilMiQIAAHiWONWxMPkUpkQBAAA8S5zqWJh8ClOiAAAAniVOdRzJ+YwCAAAAj3E7OnCIKPm0jzPXCo7i2QPhKDhKxBwIR8FRIulArhMln/aJpEs/ko7i2IFwFBwlYg6Eo+AokXQg14mST/tE0qUfSUdx7EA4Co4SMQfCUXCUSDqQ60TJp30i6dKPpKM4diAcBUeJmAPhKDhKJB3IdaLkE7xDnE9X2EHReBaKxptQLqABFwc4DV9JnoWi8SwUjTehXEADLg5wGr6SPAtF41koGm9CuYAGXBzgNHwleRaKxrNQNN6EcgENuDjAafhK8iwUjWehaLwJ5QIacHEAAAAAWAwBFgAAAIDFEGABAAAAWAwBFgAAAIDFEGABAAAAWAwBFgAAAIDFEGABAAAAWAwBFoTk5s2bGzduTEpKSk5OrqiooJfy//b29k6cOFFtqhi1bbX3CTqpncaoP2VoWxSNJTRO4+nTpxcvXjx69OgJEybU1dXp3xZFEzqdH5nExET926JcRIYAC0JSU1MzZ86cd4fQwv79++X/ffzxx5955hm1WlxtW+19gk5qp1HP1IgoGlupncZz587RD5KDBw9euXLlwoULK1as0L8tiiZ0es7h7t27169fr39blIvIEGBBSObNm3fs2DFepoUFCxZI/zpz5szUqVP7+/v9anTppdq2GvsE/dROo0aAhaJxhtpppIhq7969ipugaBwQ9Bxeu3ZtypQpFy9elN5BuYAGBFgQksTExN7eXl6+fPlyUlKS9K/777//pZdeGgyo0aWXattq7BP0UzuNdP5TUlJGjRqVlZX13HPPffLJJ9ImKBpnqJ3G1NTUbdu2jR8/fuzYsatWrerr65M2QdE4IOg53L9//+rVq+XvoFxAAwIsCEl0dPT169d5mRZiYmJ4+ac//emnP/1pHnCg1mSitq3a+2CI9mm8evVqW1sb/Z4uLy/Xvy2KxhJqp5EWSkpK3h9SXFxcWlqqf1sUTei0z+GNGzdmzJhx5swZQ9uiXESGAAtCovb77K677jp+/DgvqwVY+M1nKz2n8cKFC4rvo2hspXF66SUvU4yVkpJiaFsUTYi0z2F9ff2yZcuMbotyERkCLAiJxkCfoHerYdSCrfScxu7u7tTUVP3bomgsoXYa8/LyKK7i5UuXLikGWCga+2ifw+zs7BMnThjdFuUiMgRYEJJ9+/YFvUdGbQyW2rZ69glBqZ3G4uLi9vb2a9eunTlzpqCgYN26ddImKBpnqJ3Gurq6lStXSl2E8uE+KBoHaJzDo0ePzp8/P3ATlAtoQIAFIbl58+aGDRuShmzatElxlhe1AEttWz37hKDUTuPhw4dnzZoVFxc3derULVu29Pf3S5ugaJyhcRq3b9+ekpKSnJz88MMPKw5yR9HYR+Mc5uXlNTQ0BG6CcgENCLAAAAAALIYACwAAAMBiCLAAAAAALIYACwAAAMBiCLAgJK+++uqiRYvi4+PHjx//yCOPfPDBB/y+0Uefqu3HTyjPlg56lKCbAwAA6IS6BEJy3333HTt2zOfzvf/++48++ugXvvAFft/oo0/V9uMnlGdLBz1K0M0BAAB0Ql0Clvn4449Hjx7Ny6FMuyffjx8Tz5bWk1oTmwMAAGhAXQKWaWhoyM/P5+VQHhwh348fE8+W1pNaE5sDAABoQF0C1njjjTemTJly7tw5fmn60ad++/ETyrOlNY5idHMAAABtqEvAAi0tLZMmTXr99deld8y1YAXux+9RhkafLa34JMTAo+h5NDUAAIB+qEsgVPX19RMmTPj1r38tf9PEGCzF/fgJ5dnSGkfRvzkAAIAeqEggJLt27Zo0aVJHR4ff+0Yffaq2H527ldMIj/QcBdEVAACEDnUJhCSw7cfn8w0af/Sp2n78mHi2tJ7U6twcAABAJ9QlAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgMQRYAAAAABZDgAUAAABgsf8BF5hgu/OW4KUAAAAASUVORK5CYII=)
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