Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Camilla_Scolini_061517_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 05, 2010 |
Start Time | | 2010/04/05 07:00 |
End Time | | 2010/04/05 14:00 |
Key Words | | 2010_04_03 |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -2.52 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.41 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 79.30000 |
Conductance Model | | CTIM |
Corotation | | real |
Run Number | | Camilla_Scolini_061517_1 |
Minimum Dst Value | | -37 |
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 THEMIS-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxNzoyNjo0OSBFU1QgMjAxOCL2vwEAAAGzdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiQ2FtaWxsYV9TY29saW5pXzA2MTUxN18xOiBPcGVuR0dDTSBwbG90IG9mIHJobyBhbG9uZyBUSEVNSVMtRCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxMC0wNC0wNVQwNzowMDowMC4wMDBaIiwgIm1heCI6IjIwMTAtMDQtMDVUMTQ6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjI0ODQ4MzQ5OTUsICJtYXgiOjAuOTM1NDY2NTAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfV/FibwAAAAEZ0FNQQAAr8g3BYrpAABL60lEQVR4nO3deXwUxbo38BAgCQmECXsi+76LYREIu2EHBUV2QUREEQQVQthBceEIKFwlaETcWEXggKBHuXAUUDReELhEg6DhBk8iHI0aPVGiyVuf1DnPW/Y2PTM9052u3/ePfDo93dVV0z1dT3dXV4WVAAAAAIClwuzOAAAAAIDbIMACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLAAAAACLIcACAAAAsBgCLPBZWFiYYsLebACoBePw+PDDD5s1a+Y15WBsGkc7QJmDHy2YpY6rHBJg2VLhgcMFY6f36NFj9+7dtmwax3Dw4LuFIMGB5UKff/75rbfeWq1atYiIiE6dOr3xxhvWph9ggPXDDz+kpqY2a9asUqVKcXFxt9xyy6FDhwLJRoCKi4tTUlI8Hg/LDMsY+5c++uyzzwYMGBATE5OQkLBp0yZx05wiPyLNjwyWj42NNc6nZiIGzp49O3jw4Mql2MSZM2dMruiT3NzcGTNmNGzYsGLFiuwLHDRo0IEDB0x+qnegsjK2bt1a3BFsulWrVj7t8WCE3Wwf/frrr4Fv2g/BCwLCtOhtUfztax7wXvcdTZg/D/D0y5Urx77/Dh06zJ8//8qVK3pL+vMV+AVhGXiFQ8Rtzp8/X7t27dWrV1+6dIlVBidOnLjtttus3USAAdbAgQOnTZvG8vnbb7+xE+WOHTt69+4dSDYCtHHjxsTExK9KsYn09HQ+Pysrq169eq+//vr333/Pvsxx48YZZyCQGn3t2rVz5841k1uTpf7yyy9r1qy5Zs2a3FIsffYvm2lmXfMuX77coEGDhx9+ODMz81//+tc///nP/fv3s/1r5lODA5WVkcVb+/btow3t2bOHzbE9wDK5StkKsPQ24TXA0kvEeN/RhPnzAK3y888/nzx58oEHHmAXPF9//bXXIgQVAizwCoeI24wfP37lypWaH7GIgdVh1apVYxeCI0eOvHr1Kp/PzhQbNmxo1KhRREREmzZtjh49unnzZnZlGRUV1bVr188//5wW05vQS1kTu2BlF6+aHxUVFS1ZsqR+/foej4dVvXwmq31nz55duxSboFsImvlJS0tjlTrP+dmzZxULaOrWrdvBgwf5NJtISkri0yyievbZZw1WtCrAYhUM+/JZOGK8ul4imslOmDBh2bJl4pylS5dOnDiRVlm1alWtWrXYLrv//vtZBvj8P/7449FHH23YsGFcXNyUKVNYfUbLa36xd91114IFC/SyavypwYHKNrdz507aEQzb6BtvvKFX5WuWhRbWPH7Ut15Evq7C5rAQtm7duuXKlSvR/7r0jmSRwY/UOBGDjd57770sQbY8+6IMjlKrAizjfUcTBucB44wx7CxBB7O4mPp2mrhfvH63ese/+ryk3pbBfqE89OzZc9u2bZRhdmkRHx9v8kuAsggBltuwn/fFixc1P2rfvv3hw4f/9a9/sZ/0zJkz7777bj6fnQKGDh164cIFdkJ57LHHqlSpcvPNN7NE+L90WWkQYOmlrGnw4MGjR48+duwYW17xEatx+/Tpw3Ly/fffz5kzh89kp7bk5OScUn379mWBgkF+RowYwS5tWc5XrFhBZ3nj0IedbelUy66k2TmUT7Nvkm2anQHZGXnSpEn5+fmKFdUVUo0aNaKjo9u2bbtu3brff//deHmSnp7OzuYGOTRORDNZlnn2NYpz2L916tShVdhXerkUm1i+fDmfv2bNmptuuumrr75i3z+rwB566CFaXvOLZV8Oq7T0smr8qcGByjbHqjoW4h8/fpz9e+TIETbN5uhV+ZploYW9Hj9qvq7C5t9yyy3ffPMN/av5deklKzL4kXrNm+ZGFy9ezH5x35QaMGBACAIs431HEwbnAeOMlZSGJnQwGxdB3C9ev1u941/zvKTYlsF+oTy88847rVq1Yt8G/2jq1KlPPvmkcdmhTEOA5TYVKlQoLCz0utiPP/7ILqr4NDsF/OMf/+DTv/zyC/s3NzeX/mUXmrSY3oReynqbZiej66+/nl1qN27ceO7cuXQN17RpU7ryJmyZc+fO8Wn2aZMmTQzyY5xzTeHh4deuXePTbKJ8+fJ8mk2wk+y3pcaOHXvnnXcqVtS7+ZGRkcGqNzoRGy/PzrbNmzfPzMw0yKHXRNRY5hWHAatX2LFBidBX+r//+7/0lbZs2fKLL77g03l5eQ0aNKDlNb9YlqBYOyqu6b1+qneg8mWef/55FuiXlD5LeuGFF/TKrlcWWtjr8aPm6ypsfnZ2tviv5tell6wexY/Ua970Nko3odmKPgVYmvQ+FRMx2Hc0YXAeMM5YSenvtGLFimaKIO4XkeZ3q3f8a56XFNsy2C9iHjp37rxly5aS0kfkLANsT2lmD9wBAZbbGNwYYBV/v3794uLi+AmRIgnjK1eDuIom9FI2VlxczGrEyZMnDx06lM9hp1p1pSvOZBPsX6/5MZ6voHcHi82ntrQsxqpRo4ZiRYNk2RU2pWO8/Pbt24cPH26QPfMbFdWqVcv4DpbmV8pqZbHKZKGn5kbpX5ag+h6VyU+N72CVlIaq8fHxW7duZX/pIZ3mwsaHh9fjR83XVdh8sVm33tell6zI64/UZN7E5elxFVvepwDLYBmDr6LEcN+pV1SfBzSDNhF/uGamCOJ+8frd6h3/muclxbYM9ouYh71797Zo0eL3338fN27c+vXr1UUAN0GA5Tbjx49//PHHNT9iF1WvvPLKd999x37e7K/XuETxr8GEXspm5OfnV6lShU83a9YswDtYxjnXpNcGq0ePHiyu4tPsctanACsnJ4cFEGaW79Chw7FjxwyyZ36jInb6VrfBmjBhAiVCXymboK+UnfrNtB2mf1mlmJqaqrew8acGByot88QTT1SoUIEeo+hV+ZploYX1jh/eLkeTH3ewzPxr5g6W1x+pybyJy/t9B8tgGa9fhd6+01tRPA8YZ6yk9HncHXfcoV5SsU8VK3r9bvWOf83zkmJbJvcLC7batWs3b968hg0bUntBcCsEWG5z/vz5OnXqrF27ltXx7Nrx448/ppez2Pw9e/awmRcvXmQzLQyw9FLW1Lt37x07drCQ5dq1a1999dX06dMHDx7MP3rsscf69OnDEhHbOixatIgaN7AL0MWLF3vNj/F8hbS0NM23CDdt2sQiEnpEqG4mpUiWLcNOrOykmZmZyTI8a9Ys4+WZAwcOdO/e3SBvaupENEv3xRdfsIiQHQb0FiH7l+4nsVUGDBjA2y2xCWov8swzz7Ccs/yzUpw5c2bMmDGam6B/s7OzExIS6D1Bttf2799v8lODA9VkHGNcFlpY7/ipWbOm3pNZr4ecccb0/tVLVuT1R2oyb+Ly1AZr4MCBIQuwvK5ocB7QW/eXX345efLk7Nmz9d4iVOxTRWa8frd6x7/meUmxLfPHzPbt29nMF198UbOM4CbYqS7EfvYjR470eDwRERGdO3em7oVYdc4u0SpWrFi/fv3169dbGGDppazpv//7v1n24uLioqKiGjVqdP/997OrSf4RO9UuXLiwbt267FNW9fKZhYWFLFjhr+ewCboPb1WAxa4p2QWlp9T8+fPF+/mstmZxCcsMu1wWG7mH/RmfuXPnzvbt20dGRrKLV3a2FZ8paC5fUnqTbO/evQZ5UxRHMxG90p0+fXrQoEExpVjN+tlnn4mr8DfvWNHuu+8+eoT0xx9/sN3XsmVLVgp2nU15MzhCLl26dNddd7EKr0KFCtWrV2d79sMPPzT5qd6B6muApVkWWljv+FmzZg3btGaaXg8544zp/auXrMjrj9Rk3sTl77nnHvblsK/okUce0Wy6ZKYUiplhKgZrlWj9GA3OA+p1w0r7wapcufL111+fkpJCt5YVFPtUkRmv363e8a95XlJsy/wxw47zZs2aFRUVaX4/4CbYqQDScdPZ3E1lCTYWc7NQxu5cOMvvv/9OL3+ExvDhw7du3RrKLYJdcG4CkI6bghI3lSVI5syZk5ubm52dfdNNNz344IN2Z8dZMjIy6G3BYPvjjz+ef/75du3aUU8N4G44N0GwqB8i2FsXOi0/mkKTSQcW3G9uKkuQPPPMM3Xr1q1Vq9a0adPQL4BC5cqVN2zYEJptsWO1YcOGLKQLzebAdjg3AQAAAFgMARYAAACAxRBgAQAAAFgMARYAAACAxRBgAQAAAFgMARYAAACAxWQJsDTffgcAAIAQszsiCBFpyinNHgUAAHAseapjN5dTzpAZAADAseSpjqUppzR7FAAAwLHkqY6lKac0exQAAMCx5KmO3VxOPCIEAABwFHmqY6eUs7i4OCUlxePxxMXFpaamsn/Vy+Tn50+aNKlatWo1atRYtmyZT+nLs0cBAAAcS57q2Cnl3LhxY2Ji4lel2ER6erp6mTvvvHPs2LF5pUaPHv3SSy8Zp4k7WLIpLCy0OwsAAGBEnurYKeXs1q3bwYMH+TSbSEpKUi9TvXr1b7/9lk+zGKtHjx7m05dnj8qpQYMGPIxu2LCh3XkBAABd8lTHTilnbGzs1atX+fSVK1c8Ho96GRZgsY/4NIu0NJfRI88eldDatWvFW5VpaWl25wgAALTJUx07pZzh4eHXrl3j02yifPny6mXuuOOOCRMmfFtq/PjxFSpUUCyArmPl1KVLF8W+joiIoHgdAACcQ57q2CnlNHMH67vvvmNxVVxcXO3atR977LE6deqYT1+ePSqhVq1aqePpcuXKTZo0ye6sAQDAn8hTHTulnGbaYImee+45FmyZT1+ePSqhIUOGsP0bGRnJgipFmLV69Wq7cwcAAP+fPNWxU8qZlpam9xYh7YwJEybk5OTk5+dv27atXr16X3zxhXGaeEQoiU6dOrH9GxMT07p1a8VOV7d5v+uuu2rXrp2ZmWlLVgEAJCdPdeyUchYXF8+bN89Tav78+WI/WLQzNm3alJCQEB0d3b9//5MnT/qUvjx7VEI8roqKisrLy7v55pv79OnTrFkzHmBFRkaKS06aNIlir0OHDtmVYQAAaclTHbu5nLiDJYmUlBS2f++55x6aU1RUJDbGov6xWLwlzi8oKLApywAAkpKnOpamnNLsUQnxR4Rt27YVZ4aHh1Ms5fF48vPzq1Wrpoi5z549a1eeAQDkJE91LE05pdmjzrFz586EhIQ333wz2BuqWrUqf0QozrzhhhvEWKp27dqK6KpcuXIs6gp23gAAQCRPdezmcuIRoY2WL19O3/zx48eDuq0KFSqwrcTFxYkzCwoKxowZE6alcuXKaIYFAGALeapjacopzR51CEWPCbNnzw7Shg4fPsw3ER0drf60V69eiuiqUaNGL7zwApuoVq1aUVFRkHIFAACa5KmOpSmnNHvUCYYPH65+HhekbbVr144eAmouIDbG4r3/FxQU8NbuXnv6AAAAa8lTHbu5nHhEaAvFG3w0febMmWBsLiEhgae/bt06zQXi4uIoD7GxsWzOrl27+L+TJ08ORpYAAECPPNWxNOWUZo/a7sMPP6SAJjMzs1KlSvRvcnKy5ZujBlV5eXmaCwwbNowyMGrUKDbno48+4v9iLB0AgBCTpzp2czlxB8sW6enp/Atv3LhxSWnP6UHdC/wJYLly5fQaVLH5/Eaa2PHVjBkz2Jzly5dbnh8AADAgT3UsTTml2aO2GzduHI+lRowYUVLa4EkMsKjPT6vw4KlKlSrGix04cECMwJKTk9laKSkp1mYGAACMyVMdS1NOafao7Ro0aMBjKRbT8Dlilw05OTkWbisrK0u8W2bS0aNH+Vo9evSwMDMAAOCVPNWxm8uJR4S28Hg8/AvPzc2lmW3atOEz33//fQu3NXbsWJ5s9erVza919erVqKgothZb3cLMAACAV/JUx9KUU5o9ajveA0L58uXFR3I0yrK17cp79uzJk50zZ45PKy5cuBBtsAAAQk+e6liackqzR23HW50ruv187LHHeCTUpEkTC7fFUuPJnj592qcV+VNLBFgAACEmT3Xs5nLiEWHoFRYW8m+7Vq1a4nzquyEiIsLCzfFRCMXXA01CgAUAYAt5qmNpyinNHrXXp59+ygOpVq1aKT6iSNfCIZb5KITh4eG+DnrTtm1btuL48eOtygkAAJghT3Xs5nLiDlboHThwgH/bffr0UXwUERHBP1qyZIlVm6tYsWKYaphnr77++muek9atW1uVEwAAMEOe6liackqzR+21du1aHrvceuutio/69u3rxxt/xnjQ1rRpU19X7NChA1vxzjvvtConAABghjzVsVPKWVxcnJKS4vF44uLiUlNT2b/qZS5evDhs2DBPKTbB/jWfvjx71F733nsvj6LeeOMNxUfHjh3jH1k18HNOTg5vUJ+YmOjrumiDBQBgC3mqY6eUc+PGjaya/KoUm0hPT1cv061bt0WLFuWXWrBgAfvXOE08Igy9zp078287IyND/SmN/exrm3RNFy5c4Kl17NjR13URYAEA2EKe6tgp5WTR0sGDB/k0m0hKSlIvEx0d/dNPP/HpH3/8UdERgDF59qi9WrduHVbaCZZmCEUDM+/fvz/wbVF7r759+/q6LgIsAABbyFMdO6WcsbGxV69e5dNXrlzxeDzqZUaNGrV06dIffvghPz9/8eLF7F/z6cuzR+3Fx8mpUKGC5piD1J977969A9/Wli1beGp+dF6KAAsAwBbyVMdOKWd4ePi1a9f4NJsoX768epnLly/TOHds4ptvvlEsEGYo6GWA/3RMxQIszU+ffvppvi8SEhIC39asWbN4alu3bvV1XQRYAAC2kKc6dko5zdzBSk5OXrBgAbXBYv+aT1+ePWov3uq8UqVKmp9mZ2fzkKhKlSqBb6tGjRo8taNHj/q67rBhw/y79QUAAIGQpzp2SjnNtMFi1bZPbbBwByvEWIjMv2qDjql4O/eKFSsGvjnasxcuXPB1Xd5DqSU30gAAwDx5qmOnlDMtLU3vLULaGSwIW7x4Mb+DtXDhQs0gTI88e9RGZ8+e5RGPuht3Ur58eb7Miy++GODmeDr+dfrAe3L36SYoAAAETp7q2CnlLC4unjdvHu/jav78+WI/WLQzzp8/P2jQoKqlBg8e7NN9C3n2qI3YHuGPCAcMGKC3TGRkJA+MYmJiAtnWrl27eDrx8fF+rI42WAAAtpCnOnZzOfGIMMS2b9/Ov+rhw4frLXPkyBHaI5p9ZZnUvXt3nkiTJk38WB0BFgCALeSpjqUppzR71Ebp6ek86DHu5ooCLL228F4VFhbyUQiZDRs2+JECAiwAAFvIUx1LU05p9qiNRowYwYOet956y2Cx+Pj4QJpPMRMnTqQojV4+9QkCLAAAW8hTHbu5nHhEGGK9e/dm33N4eHh2drbxkjRmTlZWlt8bCmS3IsACALCFPNWxNOWUZo/aKCkpiQdYOTk5xktSU/f69ev7sSHqb7ZTp05+5RQBFgCAPeSpjt1cTtzBCrGOHTuGlb4eWFRUZLzkjBkz+E6JioryY0NVqlThq+fn5/uV05JevXqx1bt27erf6gAA4B95qmNpyinNHrVRq1atwko7EdUc6VkhkGZYPMDSG5DHDI/Hw1LwabxwAAAInDzVsTTllGaP2qhu3brse9Yc5kiN95jFLFq0yNcNxcTEsBXr1Knjex7/bdSoUSyFESNG+J0CAAD4QZ7q2M3lxCPCEOMBVs2aNc0sXLlyZc03AV966aWsrKyOHTtWq1ZNs6Osy5cv87XYAn5nFW2wAABsIU91LE05pdmjNmIRD/uemzVrZmbh3bt3U4BVvnx5NueJJ55QxMR8vkKLFi34p9WrV/c7qwiwAABsIU91LE05pdmjNuJP/UzewWK6dOlCsVTnzp2p7wZRXl6eYi3qRqtevXp+ZxUBFgCALeSpjt1cTjwiDKWcnBz+PTdu3Nj8WppBlej6669XrDJ69Gj+0cSJE/3O7dKlS1kKKSkpfqcAAAB+kKc6lqac0uxRu3z00Uc87rnhhhvMr5Wfn6+IqCpUqBBW+nYh/1fdjwOPjdq0aeO1MwgDnTp1YonExsYGkggAAPhKnurYzeXEHaxQOnz4MP+e+/Xr59OKjzzyiLibeBOuwsJCmrN27VpxeUtio9atW/PozUyPEgAAYBV5qmNpyinNHrXLU089xeOhMWPG+Lru+vXrKZzq0aMHn0k3scLDw9m/+/btq1OnzsiRI3lvWwHGRg899BBL5O677/Y7BQAA8IM81bE05ZRmj9pl+PDhPB56+eWX/Vj9jjvuYBGVeF/qySefpKiLzVTcj2zRokUguUUjdwAAW8hTHbu5nHhEGErUe8IXX3xhVZq8PRZz++23K/amf13AE0WAtWzZsohSDRs2zM3NtSLvAACgQZ7q2CnlLC4uTklJ8Xg8cXFxqamp7F/1MooqNjY21nz68uxRu7DdwffL5cuXrUqzefPmFE4p9n4g4+SUqAIsMf2BAwdakXcA8G7//v0TJkyoVatWr1697M4LhIg81bFTyrlx48bExMSvSrGJ9PR04+XXrl07d+5c8+nLs0ftUrFiRWovZZWsrKwwHcOHDw8k5YkTJ7JE6tevz59Iiim3bNnSZCLr169n5Y2JiUFLeQA/REdHK37X4qAO4FbyVMdOKWe3bt0OHjzIp9lEUlKSwcK//fZbo0aNvN4pUfx0LcsrqNBLfyzMsjZlxb0rdqXLJ06ePBlIsiyI5+mcOnWKevDiTHYzceHCBcrblClTAskMgISmT5+uvnBq27at3fmCoJOnOnZKOWNjY+na5cqVK8YDBqenp/tapcmzR23x5ptv8vNjlSpVrE15zJgxdPJds2ZNUVHRggULDh06FGCy99xzD0uwU6dOJaV9cZUvX5620rx5czMpiGMpolYA8FVkZKQ6wPKp4Yfk2GUtO/O0bNmyzN1Bl6c6dko5w8PDr127xqfZhOYgdNwff/zBqsDMzEz1R+qfK+5ghcbYsWP5l9ymTRvLE1+yZAm72LX2JCK2wXrnnXfE48RkgCWuYnC4AoCa2NHdhQsXcnNz+bS1bQzcLS4ujn9plSpVsjsvvpGnOnZKOc3fwdq+fbsf7W/k2aO2aNq0Kf+pp6Wl2Z0XU8QAi4VutWvXptN95cqVva7Oe5MXXbx4Mfi5BnCJkSNH8h8OvQ7MG3HiWsUkRc81H3zwgd058oE81bFTymm+DVaHDh2OHTvma/ry7FFbUGPVr7/+2u68mCIGWJs3b6ZzPZ/w2kc8PVKkVfjTRgAwo1q1avyHk5yczOfQRU5+fr5VWyksLOzTp094eDj7wX7++edWJesEN998sxhgla1Hq/JUx04pZ1pamt5bhOLOOHDgQPfu3U2mqbjHYHGOQUBfclkZ2k8MsNgpnmeeGoXs37/fYN2WLVtSeQcOHIgDDMBX1MUdvatEd8GtioQ+/fRTRRWwdOlSS1J2gkqVKolF4zcCe/To0bBhQwsj1CCR52zplHIWFxfPmzfPU2r+/PliP1jizmAH0N69e/1IX549GnoHDx7kP/IydHt/5syZLMONGzcuKCig229JSUl8YurUqXorXrhwgU5q7MpYHKza+ec1ACegFldid8F9+/blvymrOtIT31whHTp0sCTxUBKvWmfNmsXOV3Xq1BFDKz5BMavzL3TlqY6lKac0ezT07r33Xv6rNtk83An69evH88zidXZOpwtcPtGzZ0+9FVNSUugsxqK0EqGHVXamc/h5DcAJ6O6L2F0w3Uj27xJaQfHmiuijjz4KPP3Q6NOnj14p6Jwjvs5MGjVqZHfejchTHbu5nIpjzu7suFbVqlX5N7xgwQK782LWypUrWYZr1KhRUFAQERERVtq2/fTp07wgXbp00Vuxbdu2fBkWlhUWFpb8+STYsWPHEBYCoEyimy7UAIvZtWsXjxjOnDkT+CbopMRfS6T+85iaNWsGnn4I9OrVyzi6Yq677rrXX39d8yO7s2/E4dmzkDTllGaPhh79pC9cuGB3Xsw6depU2H/6r+KPEvgohLwgDRo00FuRTtwZGRl8DguzqMJgE3fddVdoigBQFlEHDYoeGbZv387njxo1KvCt0E/y+eef53PY5R+fY3lnyMFw8eJFr9EVw6/x1COJhZU2eLC7ELrkqY7dXM4yFNGXOWlpaYqvN8DRl0OsqKgoKiqKZZvuWrVo0aLkP6cq9pHeinytsD+3chBbYoXhWSGAvkmTJvGfiaL3ppycHP60a8aMGQFuIjs7W/OkxBsDODzAevjhh6nRAvfqq6/OmzevT58+7dq14/3gPPPMM7feeiudZFh5IyIi2IXie++9d91119GKx48ft7UouuSpjqUppzR7NDTU10zVqlWzO1O+YREVy/batWt5/vndLCoXvzRU47e71D37UeDF3XTTTUEvAEAZVKNGDf4bGTJkiDifBVg8sBg0aFCAm2DBB9+EYmAJ/joL+43r/brtcuLEiZo1a7LcKkKrMMMXbjRdvXrV+Re98lTH0pRTmj0aAhs2bAhTOXLkiN358sHRo0d5tkeOHMlPamPHji0ROvT661//ql4rPz+fR2CsklB8xM5r4ltLBvfAAGRGv5FTp06J8z///HM+v0+fPgFugreqVCdFLbGc013fuHHjNB/wcex05Eeas2bNohSuv/56y/McOHmqYzeXU3Gw2p2dMqaoqGjt2rWaj7rULwY7/K67Gr1k1Lp1az7B207xd8WZXr16qddi52X+qd5LOgUFBQ6/dgSw0RNPPGFwQm7YsGGYFW2waBOKnlNatWrF57/55psBbiJwZ86c0Yur+Bl1xIgRfidOF4rOPBHJUx1LU05p9miACgsLFV3YsbOeuAC1BA8rbRywYcOGwYMH0zBHZcj48ePDSvvu4mXZs2dPiVABsItg9SrsctDrdSHd5D9x4kQQcw9QBvHn8mFar/LRiSXA3l6ouwf1sIbU/Cvwp5ABmjt3rl5oFRMTE/gTTLrSYyx5K9Na8lTH0pRTmj0aCM1nf8ySJUtomalTp/KZZfopGDuF8ctlcvr06RKhBQO78rv//vsVa9GtO4PRMKmJCbpsAFCIj4/nv46TJ0+qP+3atSv7iIVBgWyCftFNmjRRfETnN9t77FOcYNk1quWboOtk2wurJk917OZyKg5iu7PjdBMmTNC7qBLvM/MxWct6AEFtsAjdhBObUlWtWlVcS72w2rJly/gyZgaNBpAKtY7S/AU98MAD7KO5c+f6nf706dPpR6q+D/TFF1/wjwz6YQmBIUOGUCZr164dpK3QTTIHDrAhT3UsTTml2aP+yczMFKONChUqjB07dt++fTSHDwGZl5dHc3Jzc+3Otf+KioqoQYYiGKpbt65mXH7u3Dk+x/h9SRrlXvMhI4C06Oyh1zDI4/GwT5s2ber3Juges+L9QcUC9r7yTJmsU6dO8LZCJ6Iw543iJU917OZyhv2Z3dlxtJiYGPqixo0bR/PFcRjEV4gdeFXkE3b2YSdZKo54wu3SpYt42NDrhPQKktfTIr8H5szmpQB2oRH09K49+ON1vx9p7dmzh362ly5d0lyGn8TUzbOCQTOs2bx5c8jiHnoJSS/ctIs81bE05ZRmj/qqoKBAbNU+ffp08VNFF5okwHYStrt69aoYL1533XX00enTp8UXp1u3bs3n09lK8RWpUbRahrq2Bwgqsdn1nXfeqbnMQw89xD5NTU31I33xTCUOcajAf5vsBx7U4KawsJBOL7fddpv4USjfvB44cCB9J4560Vue6liackqzR71as2ZNvXr16D1eBfXy4sjtXs9fZYh4p0rRHpadH/lghUxsbCyrG4qKinjUZea+VM2aNfm6ffv2DVr2AcoSseGR3jL8BcCuXbsaJ5Wdnc1OQeX+g61Sq1Ytsenkpk2b9NZt164dP4MFo69R6tRG0V8obWv16tU088CBA5ZnQE3MhnPuY8lTHbu5nF5DBwktXrxYM67iRo4cqbnWzp07qXVq8+bN3TEOjNj3eqdOnRSf0ohpim4AzTwbvf/++/nC4o0xAJlRANSvXz+9ZfhTeOPXk8WeyjV5PB6D1dkvnS/2+eef+18Ylaeffpon26BBg+rVqyuytG7dOr6YOGiphVs3cPz4cTEnDjl1y1MdW19OVjOxWrxJkybsd8L+Ll269Ndff7V8K76SZ48aUw/FQD94r0++XKZly5ZU/J49e6oX0Pyu9LoYFVF/pJGRkUHIOIDTbd68mdUC/NbvLbfc0q1bN/oFGbyBO3r0aLbAsGHDDFI26Pc8zETjquHDh/PTnbWduWvmimbyO9n33XcfffTyyy9buHWvaLvB6A/CD/JUx9aXc9asWewa5ezZsyzSYn/ZsTV79mzLt+IrefaoHsWlDP/9M71797Y7a/YQn1kMGDBAvUCVKlXUJ82///3vZhKn5Z32/g5AsFFXcGE+3gC+++672TLJycl6C4g3h1gsxRLnf2mm11aPvXr14kta2D/CW2+9pT5RMK+//jqfqFevXokQhMXExFi1aZOSkpL4ptWDqNpCnurY+nKyAzcnJ4f+ZdPB6+rDmOJwtyUPzmH+NCcJsRq49dZb1QvQkLEikwETNWVll/IW5xvAwZYsWaIZbXDLly83WLd58+YGv7KZM2dSOuoYxeQPc/78+ZSIVc2wmjZtqi5pZmYmtetnUWDjxo3pI703HIPn8uXLjqoHHZKNEHBKgFVcXJySkuLxeOLi4lJTU9m/mot99tlnAwYMYL+uhIQEg5aMavLsUU3iKYBdSLHfm905st+wYcPoO9FsfJaXl8cvOlu0aBEbGxvmS781gwcP5ilrPnwEcCuD6Mrr7ZObb76ZLcZiEfVHO3fuFJOyJIfjx48PJB1C7VOvv/56/ljgvffeU2zL/JcQJHT/7JlnnrElAyJ5quOgPCJMTk4+d+4cuz5gf9m0mUeEGzduTExM/KoUm0hPT1cvk5WVVa9evddff/37779nFwFid02aFEe2n+Up+8QXpI1bgEqFXUzT15KRkaG5DLssPnr0KJ8+dOiQ+cRfeOEFnnKNGjUsyCtAWcAjJG7MmDE0vWTJkieffNLr6vfccw9buG3btuqPxOeAR44cCSSTjRo1UlQNffr0CSRBypv6lhiNe0FCf/uKY1Unz4AT3gGXpzoOSiP3RYsWsauQqKgo9pf9tMw0cu/WrdvBgwf5NJtISkpSL8Miqmeffda/XMmzR9XE1+XszouDTJw4kX8nwWiKTr3yoJ07yINeFeQ9AhQVFT399NPZ2dkmV6eeUxQXPNu3bxfjtgAzKXb1Sfy+qX/y5Emegma7i4ULF4pboU71Qk9sgxtIX/mWkKcmcko5Y2Nj6e2SK1euaN5oqV27NgvX4uPjq1WrNmnSJJ+aD8uzRxXotWTmpptusjs7DkKPTYM0bgZ/CRH9uYMkAh+bhd9UrlmzpqI3Aeq0z6reMhUDvTOsWvEvKVYT8RT02g+w6JC/oB2Mnrd8onjhIMAbgYGQpzp2SjlZbXTt2jU+zSY0rwbYzIkTJ35bauzYserugNXXJaKgl8F5XnvtNSo+anoFasN+4403BiP9yMhInv65c+eCkT6Ao9AtYb/focnNzQ1TjbBeIkQG27ZtCzib/5adnZ2QkCD2t+xfOjTi1qxZs6zKW5CcOXPGIXWiPNWx9eU8e/ZsUlKSOPqKmW/TzB0stgz7iE+zGMun1i3y7FGRuAsKCgrszo6zjBgxgn8z7HI2GOlTD/jLli2jmb169eLvltMQhwDuQOf8Vq1a+ZfCkSNHeCy1b98+mkk3xoJ0iUhnyGPHjvmxOgV/WVlZlufNch988IF4H6tevXqFhYXTpk1joW0osyFPdWx9Obt27bpixYpffvnFp7XMtMHq0aMHi6v4dF5eHgIsY7fddhv9kGbOnGl3dhynQYMG/Mvx++mAscmTJ/P027dvz+eIo3lIeECCu9GB7Xdt/eyzz/IU7rnnHprJoi4+M0jvi8TFxfH077vvPl/XZYFgUIO/IKFx60WrVq0KWQbkOftZX86oqKiff/7Z17XS0tL03iKknbFp06YJEybQI8IpU6YYp6k4gHzNUllHVyrOGYLKUTp37sy/nxYtWgQj/aNHj4oVw/r16xUHJKJecI0HHngg8FAjPz+/e/fuLJGlS5fSzGeeeYanzOoFK3Kq9PDDD/P069ev7+u6dI51SAeeJomt5UQhe8ohT3VsfTkbNGjgxygExcXF8+bN85SaP3++2A+WuDPYD49VV+ya44477kAjdwN80AkOnYlrunr1avXq1atWrfrll18GI306i/EmKdT1KJ2U2WEcjO0ChB4d1eb7itN05513KgIsGtLKeAgdv2VlZfH0IyIifFpxzZo1dI597bXXgpG34Nm0aZM6wPI60JBV5KmOrS/nhg0bRowYEeJnupoUR4/d2QkdcTxUdBNgIxrNUDyd0a0sVidlZGS88sordmcT4N9ycnKmTp16+vRpn9baunUrHd6BdGL80Ucf8URGjRpFM3kfv8zhw4f9TtkYjw59vfdWuXJl/yIzh2CRJbvCrFKlivhO5ZIlS0KwaXmqY2vKqY6FnRbcOCEPIUMvtgR4voMAURfPhN/NUg8N+/HHH9udWZBdx44d6YA8fvy4+RWpGVOAoQYFWOLQVTzAYj8ZRd8NFqKeAn06W9Kv+NNPPw1SxkKGLgVDc0EuT3UsTTml2aMlQrzbv39/u/MitZUrVyoCqW7dupUI71uRstVIFtxn1qxZ6isBkyjU2LFjR4DZ4H09iI8I+Zjr6r4bLETvuzz11FMmV6H+Rd3xy83IyKBdT6/zB4881bH15XTOAaeow+zOTohcd911shXZyYYOHSoehGvXrmUzMzMzw1TuuusuuzMLklKP6GK+oqVBCyw583ft2jXsz+9/8KuRmjVrBp64nttvv50XgX8PERERXjsF7d27N1/FNS0pKUpm4WawtyVP3WR9OVkF/49//MPyZAMkwx49c+YM3ekNK+3jxO4cwb/xZ4XiXYEHH3yQjwtLd7PK1otI4BpvvvmmGFdRRbtp0yYzqz/11FN8+ZiYmABzcurUKZ5Uly5daGYIav1PPvlEEVxqDjgtom/p/vvvD17GQmnUqFEhuzKXoTrmrC8nu0a/9dZbs7OzxTcBbef6PfrGG28ozhHBa7IAfrhw4YLe/JCd1wAU2FlCbBHYsGHDVq1a8WmT/U7deOONfPmuXbsGmJnCwkLeRdPEiRNpJm9RmpycHGDixhQnT+MRkYcNG0ZL2j4AjoWoUMG+my7Puc76coZpsXwrfuTEljyEBg1SQXbt2mV3psAsuu/oU8tiAD+wY6xZs2abNm3iIw2I0RWvVnfs2MH/NdkMy+Px8OX3798fePb4qWzOnDn837Nnz/LEO3XqFHjiBtTvnRhcoNLCgd+0cxQafMLvwY5Mcnd1LJKmnO7do4oW09WrV3fTRZUMatasyfddhw4d7M4LuNn58+c1L4DD/twHkk/dFlC0YUnjaN5dXNu2bfm/7FRWtWpVNmfcuHGBJ27gL3/5Cy8FFWfevHmaS65bt46+NJeNP5aXl0dFe//994O3IRdXxwpuLqfiDGJ3dqzHfgOKMrqmxaVUVq1a5coLYnAa6k9BLTMzkxajbgtWrFhhnOCxY8coLrEkh/x+WI8ePfi/NBzCzTffbEn6BlgwxwKmXr168S3qDfBA31gZ7f7KGA3nVbFixeBtxZXVsSZpyunGPaoY227kyJF25wj8oejzHSBIFA/C6F9F70fx8fEma9kbbriBLxkbG2tJDidMmBAmjEVI3QeIXY8G1d///ne+RRZl3njjjYphMPr370/fnjgitWusXr2aCvi3v/0tSFtxZXWsSZpyum6PLlu2jH4J4eHhIei8BIKHYmU83oUgEV+noNPFww8/vHz5csWSJ06cMHlfipoPpqamWpJJ3j06jbeza9cunj7LpyXpe6UYp4/9MPPy8ijUoN8py2do8hN6tE+NW/oHwn3VsR43lzPsz+zOjmV69uwplitkA0hB8PDeFJlXX33V7ryAO9HdJo/H43Vh6hnLoJnRzp07LT+78j4/27Vrx/+dP38+T//NN9+0ahNeiZ3dEB5R0b8ua30l2rBhAxUzSAOBuKk6NiZNOd2yR9955x3FL//o0aN2ZwoCRUFzmzZt7M4LuJA4PqnYCYIeGgHwscce01xAvNNjYWskdvyHCXewOnXqxDeRkZFh1Sa8oqsdhenTp1teXmeiELNhw4bBSN811bFX0pTTLXuU3jjj6FIPyrT09HS+Q6OiojQXOHPmDG8xI/bBCGCSrwM81K1bly9cu3ZtzQWqV69OCW7bts2qfPJ+sOjhFB+HmB35oWwC8eSTT2oGWPwNxzD99u+uwVvChQVtICDXVMdeubmcip+H3dmxBrVLZRcZQ4cOtTs7YBmDA7WwsFA8kkPW4BfcgUXndPD06tXLzCo07nJ0dLT6U3HoOmtHCaSB6j/55BP2b2RkJK/mQ9w2ce7cuY0aNWrevDnbtBibcs8++2woM2MLKuyRI0eCkbjlaTqTNOV0xR49fPiwy+JFIHRb/r/+678UH1EHgATd9IMZLFBQtCgyvy6/ltNs4kn3ciw/EVE006NHD7qusL2ZqeLtSxc3wCLUVUcw+o6Rp/5yczkVdZLd2bEAjfru4ndYpEU7V90GOUylSpUqtmQSypD169crDpsHH3zQ/Op8AE1G0VXB8ePHKcFVq1ZZm2cWEfKUy5cvT+1NbT/diQFlkJ6aOc3zzz9PRd6zZ4+1ibujOjZDmnK6Yo/ShdRTTz1ld17AYvv27dO8GHjppZdofufOnd10wQDBo3isHOb7szx6Wrd582ZxvthKwcoclxKzHRMTwyduuOEGyzfkkwULFlCuatWqZW9mQka8b2ftLXN5Tl9OKWdxcXFKSgq7do+Li0tNTdUcKFpxvvAp/bKyRx999FG9Q3natGmoXN2Nzmg0FluJUM/xCpKW8eluBMiG+lngR05WVpavKQwfPpyv3r9/f5q5du1aStby21dcmAo79QVjQz7hI/Yw2dnZduclRJ599lnaBdbGuPJUYU4p58aNGxMTE78qxSbS09PVy/gRVPkdkIUePSFiZsyYoV5Ar9tlcA06BsQetKlvQ95zdJMmTfi/6PYdRBkZGa+99hqfFvtQqF+/vn8JvvDCCzyFGjVq0MwQ9EJJwwKSkydPBmlbPnnllVdk68+Z7Xq+C6y9W+n86tgqTilnt27dDh48yKfZRFJSknqZQPaKk/coOxuqu7a7dOmSuMzevXvpoyB1/ga2y8zMpL3MG75QTUktP06dOkXLyHMxDcb69etHR0V0dHTTpk0DrxdzcnIMjr2gdr8nPpxCTzQ2Ep/YWjgcpJOrY2s5pZyxsbF0cXDlyhXNvob5tRQ7fbRt23bdunW///67+fSdvEepTz8RO8WwMtIydMM/qGNwgu0o1J40aRL794knnuD/in0b0j2tIHUDCGXL448/rj6BcI0bNw4kZUpn2LBhJcJY0cG+e0qdzicmJuKFWXuJI96ePXvWkjSdXB1byynlZPXKtWvX+DSbMPgB//rrrxkZGUlJSWI7FU7vLMMFMfcBeO+998SgasiQIWKeK1SoUK4UzdmyZYvdWYYgogOgZs2aJf/paJFp1aoVLTN27Fg6YOzLKTiFohMBUYCPtCpVqiSei2h68eLFVmVeU2Fh4VtvvaV4exFscf78ebGGsiRNx1bHlnNKOc3cwRJdunTJzIhaxLF7lA9uKh67miNhcbb3BwPBlpWVxfc1v1VJdy4VY7HRIXH8+HGbcgqOMH78eDoYEhMTxdPF9u3bA0z8448/1jwRWZJzKCvGjRtHu57fywyQPIeQU8pppg2WKCcnR28MB1ImTgp09fncc8/xOey6jZoWKqALbxnwQ4IH3LTrFQ9KaLg0v5swgzvQCaRSpUolpU3d+ZwOHTpYkv6mTZsUZ6GBAwdakjKUIeL9y/vuuy/A1BxbHVvOKeVMS0vTe4uQdsbYsWPPnj3722+/ZWZmJicnz5o1y3z6YQHfLQ8Gej6ovvW6e/duqmiZmJiYFStW2JJJCDF6LjNlyhQ+oX5izg4Gh185QAiwa1E6DIJ6fuND1oQ5oM9PsMXFixfpSAv8QaE8Zy2nlLO4uHjevHmeUvPnzxf7waKdsXPnzvbt27OfepMmTRYtWuTT6FS8lvqf//kfi/MdmPr16/ND1trxvKBMS0hIoBMZn+DtsRTofNexY8fQZxKcgI4Q8R2I4EGjKJktXryYzjlt27YNJCkEWG6gfsTWs2dPuzP1J9Tcas2aNXbnBZzi3nvvVRy3H3/8sXox6hALTd3lJPYXtXXrVruzA+5HNzL5DYsaNWr4Nwg3Aiy3MbgTYJeCggI85QG1v/3tb2J0pdevrHj8TJ06NcSZBHuNHDmS9n5obl8BXLhwQXHtl5CQ4Ec68lR5bi6n+g6Wo/brsGHDeJbQtRWIxG64mZUrV+otSa21gtetNjiQGF0x7733nt05Almkp6crqtT777/f10QcVREHlTTl/I/U1FS78/JvVDsOHjzY7ryAs4g9G50+fVpvscuXL9Niffr0CWUOwS7iaIBMr1697M4RyEUc+prz9UEhAiy3oUMhOjra7rz8G1WiGPoGFKi7Ua9dZou9prFp3jMtO8jz8vJCk1UIMTH4dsIoyCAnsQmgOFqlGQiw3CBMi0NaBK9atcpR+QGnOXfu3MqVKwsKCowX++CDDzSPc6ZJkyahySqETOPGjWn/in3ZAIRe37596Wj06Q1TBFhuEya89M6u8itWrBj6LrCLiormzJlz8eLFEuEyNC4uLsTZAJd59dVX9WKsBg0a2J07sIzYOA8N28EJxDsXvGozuVZQc+Uc0pSztIs8RfUzYMCA0GydnRmrVq1K2xV7xf3ggw9CkwdwsU8//ZQG1VGMTFe+fPmHHnrI/PVlYWHhoUOHgppb8A8Ll2m3YghkcILRo0eLZxv1AMGaEGC5gSKc2r17t/oSf8OGDUHNQ9OmTdV1nhhpBXXrICfNIeTYQVizZk3j5qis2ubHKjrsdhq242hX9u3b1+7sAPyb2AzUZIsXBFhuw/doTEyMuuKJj48P0nvO/fr104yrCJq3Q5CcP39e85BjZ0CDMVWSk5NpSQwj7RwtW7YUd6Ld2QH4//Lz88UOSBs1auR1FXmOYTeXU1G18JnPPffc5MmTo6OjFZ9OmTIl2BlgdduuXbtoOjs72/ItApCioqKIiAjNMOvll1/WXKV8+fK0TJ06dUKcYRC99dZb4u4gbdq0sTtrAEoej4cOUa/DYiLAchv1Hh0+fLhmBBY4VrEdPHhQTJ+FU6yqo2YTaD8BocQuMZs3b654Tq25pOJ6IMT5tNacOXMOHDhgdy78lJaWphkZe+22A8AW4sASd999t/HCCLDcRnOPsuNArHUC76qRblCJ8J4gOIR4lanuoHLnzp2KQ/fYsWMBbpGddgO5nMjLy8vKyho6dGj79u312ukrfsVhf27yWBYjEkVX/uTFF1+0O2sAumiAgfj4eOMlEWC5geL0pLdYixYt6Lwc4BY1G7OfP38+wGQBrFKjRg06Mi9cuCB+dN999ykClO7du9Ono0ePjo6OXrZsmXH627ZtS0xMZIHR7t27KZ21a9f6kVUWV4m/o+rVqxsXR0+VKlX82LqN5s2bJwaI7Gtkf99//3278wVg5OTJkyZrUgRYbmOwR8XXcypWrOi1C+wZM2Y0btxY3YKKDi+Ro4aXBsjNzaWDs27duuJHN9xwA58/YMAAPhETE8M/oosQZvz48XqJHzhwgBYT3y3y73yq/jVR08kKFSqwHyD7cXmNrsjrr7/uRx5sQcXE2QPKFvq5LV682HixkGXJXtKU03CPsmtc8VzMLp31lpwyZQotVrt2bfGykt4ZjIyMPH78OLviN9kpCEAoTZw4kR+oilHGqas2dvSKgZHijRCDy1OD+0m+djuelJRkPngKK429IkvVqVOHhV8JCQmXL19W3FEuK20fKcMZGRl25wXAB6xO9HqWKEGA5Q6KU7DBklevXlUsPGbMGPViJ06cUJ/Zt27dyj+lS/YZM2YEpTwAFtGMOSgcKSwspOnY2Fj1MZ+Tk6OZrF5/b0xUVJReZnbt2jV48GBxUKB9+/bRipUqVerfv79estzRo0c1U87OzhazxKIuf7+w0Pnoo494bsv6SwYgoaysLDM/+TAEWCFWXFyckpLi8Xji4uJSU1PZv3pLsmCoXr16vu4hr8uz612xg/WwP9/Heuedd7744gvN+oPFVWyBPXv20JyycqEM0qJDncUufM727dvF47l58+bqQ516DdBsDsWiLvUqDz30kHG4IPYETTGW2F/dmTNn2JwdO3bQHOqznie7f/9+48KK4/ddunTJ7y8tNOhGuK8D6AI4gXjDe8WKFZrLeK2OXcMp5dy4cWNiYuJXpdiEwQOFGTNmPP7442b2kOJcbyYbs2bNEldhZ3zNK/gmTZqIwZb4ZARjhIHz8QEGON4nFj0frFatWonWi2znz58fM2aMwa/pwQcf5B9Vrly5Zs2aLFCbPHlyiXBnV7N1o/g7oiCM5qxbt05c+O233+YTubm5Po0xRQlWqlTJ/Fq2YFeYPKsLFy60Oy8APlOcOjZt2qRexmR17AJOKWe3bt0OHjzIp9lEUlKS5mKZmZksuOHN0n1K3/zy9957rzqiEtGL35rdAOJVanC+ixcvigdt9+7dqS9meuOP3yfmqLUWxUOKNxCZOnXq8I8UP14K3Z566inFKiwR9S9o/fr1NG1VeW+77TZKc8eOHVYlGwx0c1F8ZgpQhmRkZIi/aPVNBwRYoRYbG0vdv165csXj8WguNmTIkC1btpT4vod8Wr5Xr14GARa9Pyg+b+b41T+A84l9AYinQhqs8PLlyzR/7ty5fCa9uLdkyRJFgnSnStE0m3rHad68uWKVsWPH8o80H76zyMzC8oqbsDBZy/EclsXuuwAIXW5xzZo1Ez91+G/QQk4pJzs7X7t2jU+zCc3zy7vvvtulSxfePEtzDxlERb7uUfG9QnZqpspD0ZREbEVb5rrbAcmNGjVK8RtRvFf46KOPspCrX79+NGfmzJl8ycTERHFJ6sdZ3dbq7bff5h+pe9ytVKkS/2jGjBnq+8H0+oglli9frldM56DHrJGRkXbnBSAg7du3F3/O4rtfCLBCzcwdrHbt2tHrQr7uIT/2KD00YWc9FkjxHv9Wr16tXvKDDz7YvHmzr+kD2O7AgQPirR3ewt0Avd/Hfh3lSvE2FjfddJNeZEDvJCraP4ltNbKyskqEeCtIMRA9rOQ6dOigmTEb0TlH0UUZQFkkjp8jXnohwAo1M22wwlTMp+/HHmUVwLRp055//nlfVwQoW6gP96lTpxovKfbKS/7yl7+IUYt6LX53ShG9rVq1SnHmZYk3b96chTtB6kBOM/Mcu8ALxhZ9Rfm5ePGi3XkBsMChQ4foqJ49ezafiQAr1NLS0vTeItTcGWb2kN/RGICEqPWVMYPOrsJ0mmZTtwuXL1+mmfQmY6tWrSwrgze5ubmKLuYJy4/xui+//HJCQkJkZGR0dDR/fPniiy/Gx8dbNaQ09YDl9T4iQBkSFRVFvzI2nZ+fL0917JRyFhcXz5s3z1Nq/vz5Yj9YfgdYgSwPAJrEEaMVNPvHYmrVqsUXEN/ZpkZXb731Vqjy/m+K3lg4Fji+//77/fv3/+STT+67774bSvHb6tu2bTOIKcMsGoeHBZo8NfSABW5y6tQp8cfCf/h2ZypE3FxOxUnQ7uwAuAENQRMXFyeOURgeHq7XxS4NzjNixAhKhFa0pWNe/pZTdHS04pVy/1jS6zrdWlP3ZwFQpg0ZMkTO6liackqzRwFCgJ4nbty4sWXLlsaPyXbv3s3Pqm3btuVz6HU5J3TMy/IQeIwV4Gsu4jBcFhULwEHeffddBFiuJc8eBXAaGkXnuuuu43NYTMbnDB482N68MefOnTNuWMaxq3BahY/mXlBQQOP2BNhwikbJdWwXEgAB+utf/0o/NLvzEiJuLqfi/Gh3dgDkxU+sMTEx/F/qj+DEiRP2ZsyrW265Zdy4cXrPMffu3UtnmOeee87vrdDzwWXLlvmdCIDz8Zu1duciRKQppzR7FMCBqKcGHqm46bJHrxdi86j/CEvacgE4nDt++GZIU05p9iiAA9Gr2jk5OV27duXT7hgQRuzpp127dn6ksGPHDr46+5Yszx6A08hTHbu5nHhECOAQDRo04D/DPXv2UDuMjh072p0va8TGxgZynhk9ejRfl14CAHAxeapjacopzR4FcCAa13nQoEEUYJns2tT5FEOCKIa79opGPl25cmWQcgjgHPJUx24uJ+5gATjE6tWrFb9Hlw2OTq8B+nG2oYgzLy8vSNkDcA55qmNpyinNHgVwID4+hoi6bHCH7Oxssa+Hbt26mV+Rr4IRckAS8lTH0pRTmj0K4EwJCQligOV17L8y5+rVq2KMZXKt2bNn8+X1BhoCcBl5qmM3lxOPCAEc5fjx43zg5woVKmRnZ9udHeuJN+r27dtnZpW6devy5adNmxbs7AE4gTzVsTTllGaPAoCN6I3C+Ph4M8uzWJMvf/jw4WDnDcAJ5KmOpSmnNHsUAGyUnp7OAyYWOZlZni+MLkZBHvJUx24uJx4RAkDo8ZZYZrpRffvtt/nZKTIyMgQZA3ACeapjacopzR4FAHtRt/X5+fnGS3bs2NGV71QCGJCnOnZzOXEHCwBCr2rVqvyc8/LLLxsvSW8dPv7446HJG4Dt5KmOpSmnNHsUAOzVsmVLHjZFR0cbLNa0aVO6/ONjYAPIQJ7q2CnlLC4uTklJ8Xg8cXFxqamp7F/1MgcOHOjVq1dkZGR8fPzkyZN96vVYnj0KAPbasmWL16br5cuXp+gKDbBAKvJUx04p58aNGxMTE78qxSbS09PVy/Tt23f37t35+fk//fTTihUr+vXrZ5wmHhECgC3o2d/Vq1fVn9apU0c8NV24cCH0OQSwizzVsVPK2a1bt4MHD/JpNpGUlGS8fEFBgfHtdwV59igA2I73p8rcfvvt4vzCwkKxt3fmtddesyuTALaQpzp2SjljY2PpUu/KlSsej8dg4Z9//vmJJ54YOnSo+fTl2aMAYLvp06fz+KlNmzY0c/HixYrb6izesjGTALaQpzp2SjnDw8OvXbvGp9mEQRcy/MRUq1atL7/8UvMjPUHMPQCA4J133uGnncqVK/M5W7duVZyRdu/ebW8mAWwhT3XslHL6dAfrxx9/XLZsWc+ePc2nL88eBQDbFRUVUSB17ty5ktJrSJoTFRVldwYBbCNPdeyUcvraBovFWDExMcbL4A4WANhFjKheeeUVmp49e7bdWQOwkzzVsVPKmZaWpvcWIe2MO+64IzMz89q1a//3f/83c+ZMtMECAMeqV6+euqGCyQEKAVxMnurYKeUsLi6eN2+ep9T8+fPFfrBoZ+zcubN9+/YRERHszDV9+vTvvvvOfPry7FEAcILc3FyxsyvukUcesTtfADaTpzp2cznxiBAA7MWuGHEWAhDJ80OQppzS7FEAcBRqjDV9+nS78wJgP3mqY2nKKc0eBQCnee211y5fvmx3LgAcQZ7q2M3lxCNCAAAAR5GnOpamnNLsUQAAAMeSpzp2czlxBwsAAMBR5KmOpSmnNHsUAADAseSpjqUppzR7FAAAwLHkqY7dXE48IgQAAHAUeapjacoJAAAADmB3RBAispSzRKao2Tx8J2r4TtTwnajhO1HDd6KG70RNnu9ElnKWyLRTzcN3oobvRA3fiRq+EzV8J2r4TtTk+U5kKWeJTDvVPHwnavhO1PCdqOE7UcN3oobvRE2e70SWcpbItFPNw3eihu9EDd+JGr4TNXwnavhO1OT5TmQpJ2iS50CHQOA4ATNwnIAZ8hwnspQTNMlzoEMgcJyAGThOwAx5jhNZygma5DnQIRA4TsAMHCdghjzHiSzlBE3yHOgQCBwnYAaOEzBDnuNElnKCJnkOdAgEjhMwA8cJmCHPcSJLOQEAAABCBgEWAAAAgMUQYAEAAABYDAEWAAAAgMUQYAEAAABYDAEWAAAAgMUQYAEAAABYDAGWexQXF6ekpHg8nri4uNTUVPYvn3/x4sVhw4Z5SrEJ9q/5dfXmQ5kW9h/iTDP7GseJVDSPk7fffrtfv35RUVHx8fFTp0795z//qV4Rx4lUNI8T7urVq/Xq1dPr+Mr1xwkCLPfYuHFjYmLiV6XYRHp6Op/frVu3RYsW5ZdasGAB+9f8unrzwQUUZz0z+xrHiYQUx0n//v0PHjxYUFDw7bffTp8+fejQoepVcJxISDOKmjFjxuOPP64XYLn+OEGA5R4scmInPj7NJpKSkvh0dHT0Tz/9xKd//PFH9i+tQse93rp688EFFGc9g32N40RmBv1usxNLTEyMekkcJxJSHyeZmZlNmjQpLCxUfCTPcYIAyz1iY2OvXr3Kp69cueLxePj0qFGjli5d+sMPP+Tn5y9evJj9S6vQga63rt58cAHFWc9gX+M4kZlBgLV3794+ffqol8RxIiH1cTJkyJAtW7aoP5LnOEGA5R7h4eHXrl3j02yifPnyfPry5csNGjTgz8jZxDfffGN+Xb354AKKs56ZfY3jREJ6AdbJkycbNWqUlZWl/gjHiYQUx8m7777bpUsX3nxK7xBy/XGCAMs99KL+5OTkBQsWUBss9q/5dV1zJQFq5u9geV0Gx4mLadaOR44cqV+//scff6y5Co4TCSmOk3bt2h09elTzI+L64wQBlnvoPbeuVKmSXhssr+u65lk4qJlvg+V1GRwnLqauHbdv356QkPDpp5/qrYLjRELq54AK6lVcf5wgwHKPtLQ0vbcIFy9ezO9gLVy4ULPxst66evPBBRSnPIN9jeNEZorjZM2aNfXr1//8888NlsRxIiGDtnp6bbBcf5wgwHKP4uLiefPm8f6u5s+fT32HnD9/ftCgQVVLDR48+MKFC7QKHeh66+rNhzJN88rSYF/jOJGT5nGivjNRUFBAH/EJHCdS8XqnSi/Acv1xggALAAAAwGIIsAAAAAAshgALAAAAwGIIsAAAAAAshgDLPfQGYTUYOFOzWaLJgTaNFzMe49Ngda/tJQEAAJwPFZh76A3C6nXgTEUcY3KgTePFjMf4NFgdQRUAALgAKjN3Egdh9dppmx8dThovpjfGp5nVEWABAIALoDJzJ3EQVq/DDvgxZIrxYnpjfJpZna1So0aN6Ojotm3brlu37vfff/deWgAAAIdBgOVCikFYvQ6c6cegvwaLmRnj0+tWfv3114yMjKSkpDlz5ngpLQAAgPMgwHIb9SCsVt3BUjQ811tMb4xPk6uLLl26VHaH+QQAAJkhwHIVzUFYQ9wGSz2Shk+ri3JycmrXrq1TVgAAAOdCgOUeeoOweh04UxEDmRxo08xiBo8I9VYfO3bs2bNnf/vtt8zMzOTk5FmzZnktOAAAgNMgwHIPvUFYjQfxVd9qMjnQppnFjPvB0lx9586d7du3j4yMbNKkyaJFiwoLC/3+QgAAAOyCAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACyGAAsAAADAYgiwAAAAACz2/wAwA3HdC3hayQAAAABJRU5ErkJggg==)
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